COMPUTER STMULATTON MODEL

OF

ÏIIÏLSON CREEK WATERSHED

A Thesis

. Presented Tc

Faculty of Graduate Studi-es

University of lr{anitoba

The

In Partial Fulfillment

The Requirements For The Degree

'. Master of Science

of

by

MaurÍce Sydor

August. L970q'11%" o:iil$o

*frQf n¡ror usJs

A mathematical model has been constructed of the

Wilson Creek Experimental Watershed. The watershed islocated in the Riding Mountain Natíona1 Park in the Province

of Manitoba.

The mod.el consists of a computer program which

uses raj-nfall and. evaporation data as input and which:'produces hourly streamflow hydrographs as output.

Physically, the model can be thought of as a

system of linear reservoirs with outflows coïresponding

to the hydrograph components: direct runoff, interflowand. base flów. The parameters that define the storage

and outflow characteri-stics of each reservoir have been

d.etermined, from observed hyd.rographs.

, The model was found to be capable of a reasonable

reprod.uction of observed runoff data. On the other hand,

anomalies \^rere encountered which require further study

ABSTRACT

I would like to express my appreciation to my

advisor, Professor C. Booy, for his inspiration and advice

throughout my study

I am grateful to Dr. R.VÙ. Newbury for his advice

concerning the hydrology of the Wilson. Creek Watershed, to

Mr. J.E. Thomlinson of P.F.R.A., fo:: his aid in translation

ãnd interpretation of watershed daLa, to Mr. G.H. Mackay

of the Irlater Control Branch, for his advice on particular

aspects of the study and. also for providing me with

addj-tional .computer

facilities, and to Mr. D. Alterman,

graduate student, who prepared the optimization program-

ACKNOWLEDGEMENTS

LL

ABSTRACT

ACKNOWLEDGEMENTS . . .

LÏST OF FTGURES - LÏST OF TABLES

TNTRODUCTTO}T .

TABLE OF CONTENTS

THE WATERSHED MODEL

IntroductionOutline of the Model

COMPONENTS OF THE MODEL 15

Evaporation and Evapotranspiratíon 15

Interception 16

Di-rect Runoff 17' Secondary or Spring Flow 20

Groundwater Flow 22

Impervíous Area & Channel Precipitation 22

Page

it- t-

v

.v

SYNTHESTS OF STREAM FLOW FOR VüÏLSON CREEK

Adjustment of Parameters

ydrographs Studied

Díscussion of Synthesized Hydrographs

CONCLUSIONS

I

9

9

11

23

23

24

25

35

l_r L

APPENDTCES

A

B

c

RainfallAnalysis.. ..

Soil Moisture Estimate .

WilsonCreekWeir....

Pattern Search }fethod . .D'-

E-

F

Model Program . .

Supplementary Fortran Program . .

Simulation ResultsG

Pàge

37

56

64

79

95

L79

2TL

l_v

FIGURE

A-1

A-2

A-3

A-4

A-5

B-1

B-2

ACTUAL MODEL REPRESENTATTON - MODEL

WÏLSON CREEK MODEL STUDY O*O .

LINEAR RESERVOIR REPRESENTATÏON

WATERSHED MODEL FLOW CHART

STANFORD WATERSHED MODEL IV

LTST OF FTGURES

T'IELD LINEAR RESERVOÏR .REPRESENTATTON AND FLO!{

SPRTNG LTNEAR RESERVOÏR -REPRESENTATION AND FLOÏV

c-ic-2

c-3

VüILSON CREEK STREAMFLOT^I SYNTHESIS

STREAMFLOVü OPTTMT ZATION

Storm - Aug. 5, L966 . .

. Storm - Sept. 3, 1965

Storm - Sept. 15, 1965 .

OUTPUT

PAGE

4

7

10

L2

I4

D-1

D-2

D-3

VIILSON CREEK STREAMFLOW SYNTHESTS

USTNG AVERAGE OPTTMIZED COEFFICTENTS

Storm - Aug. 5, 1966

Storm - Sept. 3, 1965 . :

Storm - Sept. 15, 1965

c-1

Jt

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å

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18(

2L

LTST OF TABLES

STORM OPTTMIZATION RESULTS'

v

aa 26

27

28

30

31

32

25

The purpose of the study was to construct a com-

puter-based mathematical modell that would. simulate the

runoff hydrographs due to rainfall in the Wilson Creek

Experimental Watershed. .

The VÍilson Creek Experimental Watershed is a

basin of 8.5 square miles. It is located on the eastern

slopes of the Ríding Mountain National Park. The water-

shed is 150 miles north and west of Winnipeg in Township 20,

Range 16 W.P.M.2

The watershed topography is typical of watersheds

on the Manitoba Escarpment. The upper portion of the water-

shed is a relatively flat plateau at an elevation of 2,400

feet. The. land falls sharply to an elevation of 1,100 feet

at the base of the watershed. A surface of unconsolidated

rock materials covers the shale bedrock throughout most of

the watershed. Upper areas of the watershed are covered

with decadent forest of hardwoods and spruce while white

biròh and aspen poplar sparcely cover the lower portions of

the watershed.2

INTRODUCTION

1

The model described herein applies to the WilsonTest Model. Throughout the text'it is referredthe "model" for símplicity.

G.H. MacKalz and C.R. Stanton' 1963, Wilson CreekErosion and. Sedimentation Control. pp. 4,5,6 and

Creekto as

Study7.

.Measurements of rainf all, evaporation and streamf low

as wel} as numerous other hydrometeorological observations

have been conducted since 1959. A large amount of data is

thus available for analyses: FoT the present study three

typical storm hydrographs were selected and an attempt was

made to have the model reproduce these as well as possible.

In principle, a parametric model does not attempt

to copy the actual physical processes. The model is simply

regarded as a "black box" which responds to a given input(¡ainfall and evaporation data) with a set of output data

that resembl.es the runoff hydrograph. There is not necess-

arily'any correspondence between the components of the model

and the physical features of the watershed. The only

justification of the model design lies in its ability to

reproduce the proper response. Thus, the simplest model

that can actually reprod.uce this response should be con-

sidered the best. .

Notwithstanding this, the actual design of the

model ís made müch simpler if certain model components can

be identified with corresponding watershed components

(such as observed data on moisture conditions). This would

also make it possible to use the model in a modified. form

for other drainage basins, where similar f".t.,t." and

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conditions can be identified. The basic philosophy behind.

the study was thus to derive a parametric model in which

the components would correspond. as much as possible with

actual watershed. features. . This was done in the following

manner.

When rain falls on the watershed, the water is

temporarily stored and then released through various zones

of material through which it passes on its way to the

stream. Each zone thus acts as a storage reservoir which

retains the water for a while and releases it partly to {

evaporation, partly to a lower lying zone and partly to

the stream channels. The entire watershed. can thus be

thought of as a series of reservoirs stacked one above the

other (ref. Figure A-1)

The first reservoir is formed by the vegetation

and ground cover, which intercepts the rain and paSSeS it"w

on afÈer'á certain amount has been retained.. The water

then gets to the upper surface where it is retained in the

forest litter, and surface puddles. Part of it evaporates

and the remaind.er passes down into the next reservoir.

This reservoir, called the field reservoir, allbws for

depletion by evapotranspiration. The evapotfanspiration

is the urater that the plants draw up from the ground surface

Iayer of soi1. The reservoir is then filled by the water

Iii

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G¡E EQUTVALENÎ .OF O,O¡ INCHES OF RAINFALT

HYDROGRAPH i

- DrREcr RUNoFF pRroR To STREAM Rourwi

RAINFALL

MODEL OI'TPUT

RAINFALL

FIGURE¡A-I

'AÀlilÎi ::."cEPr.NWr,îrl ,ß3 tll .l' --Êa

ì;/ v

Ë s s

ACTUAL MODEL REPRESENTATION

t¡

litttl¡ltlt¡

U,

É FrELo REsEFvorR¡e Nô-lã ? FrELo caPAcrrY J(

RUNOFF

-L

d_ IO<Éfi; õd<

sPRTNG REsERvo¡R N

DEEP PER..LATT.N \"ãTÁpãõrïì-'-'-*I\*g*ärl}*

E.{l¡o o-Itr st

tlãHË F

GRouNo waren nesenvotnl

hNNr\?rF*i

.lqT Hqr ö<fD

//r!-// FRAcTuRED sEo.Rocr, '

/./ l,\-/

released from the interception storage. The field reservoir

allows for part of its storage to be depleted. to surface

runoff and part to penetrate the soil zone below. The

field reservoir has been adjusted so that it. can be rêlated

to the soil moisture hetd in the top three feet of the soil

layer. This depth is the soil layer that -'is measured

periodically for its soil moisture holdïng capaòity and

serves as a check on the action of the field reservoir.

Also, the soil moisture field estimate allows fOr an approx-

imation of the conditions prior to a storm hydrograph.

fmmediately below the field t.="t.rår is the

spring reservoir. Infiltration or downward percolation

from the field reservoir acts as input for the spring

reservoir. This storage reservoir releases part of its

storage t.o spring flow and part to deep percolation.. The

spring flow can be thought of as the water that travels

horizontally due to layered zones within the soil structure

of the watershed. These zones may vary from semi-impervious

clays to fractured or coarse rock and shale layers. This

flow accounts for the flow from springs in the area

activated during rainstorms.

The groundwater reservoir is the lowest reservoir

in the stacked system. This reservoir can be thought of. as

the long term groundwater storage of the complete watershed.

6

It receives water from the:spring reservoir by the release

groundrvater reservoir

releases its. water to the stream as base f low and Èo t'he

lower zone as a system loss. This loss takes into account

5? f'lnt^zl-rn{-}r r flOWthe groundwater flow both vertically downward and the

outward below the Wilson Creek Weir.

ïn each reservoir the rat,e of outfl0w both toward

the stream channel and, toward the }ower lying reservoir is

dependent on the amount of \Ârater stored. The more water the

reservoir contains, the larger the outflow: The actual '

relationship is very complicated but has been greatly

simplif ied iir *re model. The parameters relating the out'-

flow to the storage have been determined by a process of

trial and error to obtain a good fit between the recorded'

and the synthesized hydrographs. The st'orage capacities and

the initial amounts of sLorage have been determined from'

physical observations in the basin:

Thewatersheditselfisfarmorecomplex''F'or

instance, water that is released as direct flow component

from the one part of the basin must travel overland through

other parts of the basin to reach the stream channel. The

other part of the basin thus receives inflo¡¡ not only from

rain but. also from adjacent^ areas. The id'ea of a multiple

reservolr system Ì^tas conceived. The concept deals with the

placing of stacked reservoirs side by side. In this case

wI LsoN c REE K

MODE L

STUDY AREA

CANADA

WILSON CREEK EASINMANITOBA

a sC^LE l:4.@ I ÈL-¡-Í:--q-f<

=rFft-*Jt ' rtñ

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olflEiõl

the input is not only from the upper reservoir but also from

the correspondingly adjacent reservoir. Due to an attempt

to keep the model as simple as poss,ible the second concept

\¡/as not adequately investigated. The computer program was

written to incorporate the second concept for future studies.

In addition, there was a time lag required to

allow for in-channel travel. The stream channel routing

rÁ/as done on the basis of the time requi'red to disptace the

peak of the hydrograph. This time was also in agrelement-

with the time of travel recorded when a beaver dam was

dynamited (a separate study). l

The computer programs written for this study were

in Fortran IV comput.er language. The programs were handled

by the University of Manitoba computer facilities.

Introduction

The watershed model is based upon the assumption

that linear reservoirs can adequately represent the movement'¡

of water through the soil zones. The basic equations are as

follows: .

THE WATERSHED MODEL

dsæ

.dswhere äE is the slope of the reservoir storage depletion,

I. and O. are the instantaneous inflow and outflow from thel_ l-

reservoir; Si and K. are the value of the amount held in

storage and the storage constant of proportionately respec-

tively.

Considering the outflow from the reservoir as

being two components, when inflow is zero, the above equa-

tions yield an indeterminant equation. Consider the

following, where Oi and K, are the respective outflow and

storage coefficient:

= ï. - O.l- t-

O. =LsiKi

Kr*

Rzx

ddr

ot

oz

(s)

S

s

= Ot*02

FIGURE A-3

STORAGE - S

10

(1)

(2)

(3)

substituting (1) and (2)

IFL

Vor

ow

d_ (or) K1 : 01 (r + fi| t-ãE r

rearranging and integrating (4)

OUTFLOW

ozi s.K2

d-æ

=SKl

(o1 Kl)

in lt,

=01*Ol

lnOr=

K1

ç

.t I at..E*E,AC Ç

(4)

(s)

By plotting the outflow O, on semi-logrithmic

paper, the recession coefficient K^ can be obtained. Theo

1

method employed is described in Barnes- and will yield a

value of K^ that will satisfy the equation. This yieldso

a relat,ion between K, and K, which must be satisfied if

the observed recession curve is to be reprod.uced.i. .

Outline-of the Model

The model used for the Wilson Creek ùatershed is

not as elaborate as either of those developed bi Stanford

or Texas UniversitÍes (the model developed by Crawf orð,2

and the Stanford Model ïV used in Texas3).

The general flow pattern of the model is shown in

Figure A-4, which índ.j-catesthe processes that. take place to

the input, rainfall. This particular model does not have any

depletion of moisture by evaporation from the groundwater

11

Barnes, 3.5, Discussion of Analysis of Runoff Character-istics, Trans. ASCE., Vol. 105, p. 106, 1940.

Crawford., Norman Ho1mes, 1935 The Synthesis of Contin-uous Streamflow Hydrographs on a Digital Computer,Figure 3.1, p. 15.

Dept. of Civil Engineeritg, 1966 - Numerical Simulation'of a WaLershed as a Means to Evaluate Some Effects ofFloodwater Retarding Structures on Runoff, Fig. 3.2,p. ¿6.

.r'I¡.rUt(.ë; A- 4

VüATERSHED MODEL FLOIV CHART

i tnterception& ¡ i PhysicalReservoirs ¡ i

r----<-----l Fietd i------->------ì Direct Ftow i-------Þ-------j

! oepress"ä storage\tt------------l

! storage ! | ------J II

----l------. I

-Y-------- r:---------------1 Y! --!^-^-^r.: -+Â*i ! rntermediate ! ii '"';iä:Ë3'" " i-------'-----i Flow i------Þ-------1

I c oäpressed Storage i---Þ---]

Intermed.iate and Spríng are synonymous.

Fl\)

storage nor does it route the overland flow separate from

the intermediate and. groundwater discharges (see Figure A-5).

The major reason is the fact 'that the groundwater is con-

sidered out of reach of the vegetation. It is assumed that

the effect of capillary rise during short period^ investiga-

tion is negligible. Comparíson of the two flow systems

displays the complexity that a model can have. .It' is there-

fore imperative to make a model as simp'Ie as possible and

still reproduce the storm hydrographs.

13

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SUI"?FACä \:,ff+Tiï it

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OVËRLAÎ.JÐ$1'0ÑÂGË

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ARËA

'- Zû li [: -'STCi ii,í:rû E

ll'J FlLTFIAT|Of\¡

LJPPER

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IÞJTH ft FIOI,'/gTOiT AG Ë

E. TRAhJS P¡Rf{Tl0i',1Pf}Tf,NTI/IL

GftOU¡,!N\ïATËRSTCI Iì,T T g

FIGURE A-5

LOI4JER ZüruE STORAGË

SîANFORÐ WATERSHED

MODEL tr

PE RECILATTIOl{

ST R Elr f!î

D EEP

Evapç¡ration a-nd EvapotTanspiration

The evaporation and evapotranspiratícn from an

area'are of major importance to the long term effects of

watershed yie1d. fn particular, the evapd'ration and. evapo-(.

transpiration determine the state of initial moisture con-

ditions pri-or to storm runoff. There is consiàerable

difficulty not only in actual measurement but a-Iso in the

mathematical represent.ation in a simulation model. Tn the

model, evaporation has been taken as collected. from a

class A pan. This daily value is in inches. The pan

coefficient was taken between 0.7 to 0.9 to yield the

proper results for longer period. simulations. The effect,

of evaporation during any one storm analysis is negligible.

The class A pan clata i-s collected on a d.aily basis.

It was necessary to distribute this daity value into incre-

mental hourly values. The .method used to distribute the

daily value into hourly values was by multiplyíng the

ordinates of a Gauss functiont OO the pan data. This method

v¡as arbitrarily chosen. This method was used because the

shape of evaporation seems to match and the volume beneath

the Gauss curve equals one.

COMPONENTS OF THE MODEL

15

't¿ Parzen, lvlodern Pröbability and Application, p. 180.

The evapotranspiration rate is equal to the poten-

tial evaporation rate as long as the field storage exceeds

the field capacity. It ís assumed to decrease when the

field. storage becomes less than the field capacity. Tenta-

tively the evapotranspiration r,rTas assumed to be proportional

to the square of the ratio between the actual field storage

and. the field capacity.2 In addition, thå rate cannot be

expected to be constant over the whole.year because of

differences in plant activity. This is done Ui weighing the

value of the evapotranspiration .t . rate indicative of the

particular month. The evapotranspiration function2 is

multiplied by a weight greater or less than ohe. The evapo-

t¡anspirat.ion does at no time exceed the potential evapora-

tion rate.

:InterceptionI'Rainfall interception represents a loss of pre-

cipitation which would otherwise be available to the soil.

The loss Lakes place through evaporative processes, but ffiay,

for convenience, be subdivided into (a) interception storage,

and (b) evaporat,ion d.uring rain."3 The assumption made for

I6

Evapotranspíration reduces the reservoir storage by theratio to the amount held at field capacity. í.e.evapotranspiration = potential hourly value x (field/field capacity) z.

Horton, Robert. 8., Monthly Weather Review, Vol. 47 , No. g,W.B. No. 695, 1919,

the model process is that the evaporation reduces intercepted

storage at. the potential rate. The value assumed for the

interception storage varies from 0.05 to 0.25 area j-nches.

There seems a greater tendency towards the lower value. Thís

storage capacity is assumed to be constant throughout the

entire study period, although one could argue that the inter-

ception would vary with the seasons of ,the year.. The valueAof 0.10 inches used in the Mukewater C:¡eek study" seems to

be indícative of an interception value for the'Wilson Creek,,

Wat.ershed.

:Direct. Runoff

The direct runoff is defined as the combination of

flow travelling overland and the flow component in the top

soil paralle1 to the surface. Thís top soil layer is called

the field reservoir. The watershed is overlain by litter and

there has not been any noticeable overland flow from the area.

The d.irect runoff takes placê from the field reservoir in

the followíng way (ref. Figure B-1).

17

DepartmenL of Civíl Engineeritg, University of Texas , 1969 'Numerical Simulation of a Watershed as a Means to EvaluateSome Effects of Floodwater Retarding Structures on Runoff,P. 39.

tIÞgo.g,2Et-oo.

¡¡J

FIGURE B- I

PERCOLATION CAPACITY

j

Assume initially that the field reservoir is empty.

Inflow into the reservoir begins once the int.erception

storage has been exceeded and evaporation satisfied.. Thetr

excess' flow begins to fill up the reservoir. The field-

reservoir is depleted by evapotranspiration that takes place

if t,he evaporation potential is not satisfied by the inter-

cepted storage. Upon filling up, the reservoir exceeds the

percolation capacity and downward percolation begins. Then

upon exceeding the field capacity, direct runoff takes place.

At some point in time, downward percolation rate reaches a

c'looo

oJgll-

z9ÞJoocl¡¡o.

RATE OFWATER MOVEMENT

ì ,;)

zo¡-Jo(te.l¡¡(L

KPIII!ztOrË-<=rÉsXC< l¡¡

=À

FLOW ( in /nr )

Excess f,low is the t.erm used to describe the outflow fromthe intercept,ion storage

19

constant value and will not be exceeded. The estimated

values of percolation capacity, maximum percolation rate,

field capacity and actual storage values have been determined

from the soil samples from the area. The soil samples were

taken from the top three feet of soil.6 The average value

obtained from the watershed. indicates a hol,iling capacity or

field capacíty of three inches per foot of soil depth. The

field capacity is defined as the moisture level above which

runoff will occur

The above concept differs slightly from that'used

by Crawford. Crawford sugigests that the rungff is proportional

to the amount of soil moisture in storage. The runoff is

then related. to a soil moisture ratio. He does suggest, that

the operation of the upper zone is very sensitive to the

rainfall intensity.T ïn the revised Stanford Mod.el8 th"

Soil moisture samples \^7ere taken by Mr. J.E. Thomlinsonand were tested by Mr. R.'St.anton. Further referencesee Appendix B.

Crawford, Norman Homes, 1935 - The Synthesis of ContinuousStreamflow Hydrographs on a Digital Computer, pp. L7, 18.

Department of Civil Engineeri*g, University of Texas,L969, Numerical Simulation of a Watershed as a Meansto Evaluate Some Effects of Floodwater - RetardingStructures on Runoff, Figure 3.2.

upper reservoir contributes directly not only to the lower

zone reservoir, but also to the groundwater reservoir and

deep percolation. The percolation toward the intermediate

and deep groundwater bodies (percolation and deep percolation)

does not occur in the Wilson Creek Model until the water is

released from the field reservoir and passes on to the ground-..:

water reservoir system i!

Secondary or Spring Flow

The spring flow is generated from the_ spiing.reser--

voir. The input, into this reservoir is from the field

reservoir through the percolation outlet. f,Ífe direct runoff, .

spring flow is a residual - the percolation tto* above less

the deep percolation and the amount going into storage in the

spring reservoir. The term spring flow represents t'he move-

ment of water through the shale fractures that occurs during

a storm. In inany locations along the shale slopes along the

stream channel are numerous springs. These become more

pronounced when heavy rainfall persists along the watershed.

It is assumed that these fractures in the shale form as inter-

ceptors to the vertical and lateral movement within ühe

underlying rock. This is simitar to having horizontal beds

of porous sand that offer less resistance to water movemenL

along its.formation. In the model, this system represents a

flow divider between the field resêrvoir and the groundwater

reservoir. This spring reservoir is not depleted by the evapo-

transpiration and serves to retard and to store water that is

Iater released.

20

2I

The system responds in the following manner (ref.

Figure B-2):

SPRING RESERVOIR

PRING VALU

FIGURE 8.2

DEEP PERCOLATION

-Þ\cAPAcrrY I^777TVlw77T',

I

l= .D

À-õ =HT frclã

()æ,t¡¡IL

.9Ioo)

tt(9zE=oþ>äffi

Ølr¡fts

fhe spring reservoir Ís filled by flow from the

field reservoir called percolation. This causes the resår-

voir to rise until it reaches the deep percolation capacity.

This is the capacity which allows for down\,rard movement to

continue without having water passing horizontally to the

stream. This capacity value is arbitrarily set and is

ad.justed to allow for a better "fit" of the hydrographs.

This reservoir continues to function similarly to the fielQ

reservoir (ref. Figure B-1) '

RATE OF

WATER MOVEMENT

FLOW (inlhr)

Groundwater Flow

The groundwater-reservoir provides the base flow

recharge of the stream and also the deep percolation loss for

the entire system. This reservoir has no reserve storage

and is depleted very slowly. This is due to the large stor-

age coefficient.s which havê been adjusted from actual hydro-

graph recession separations. .1

The groundwater loss from tfre'Wifson Creek basino'

ulas investigated by Swartz. - The results indi'cate a very

small loss. The loss coefficient.in the mòdel .was choqen

to agree with Swartzrs findings.j ,'

Impervious Area and Channel Precipitation

Another source of st.reamflow is that caused by

rainfall that fal1s directly upon Èhe open channel water

surface or the immediate area adjacent to the water surface.

An estimate of two to one-half percent for the Wilson Creek

Watershed was computed. Therefore, the raínfall input is

translat,ed. directly to streamflow at a volume equal to the

open water surface. The estímate is held constant through-

out the entire rainstorm. It is realized that this value

can be greatly increased d.uring periods of excessive runoff

and. should. then be taken into """orrrrt.lO

22

Swartz, F.W. , L970, Geohyd.rology and Hydrogeochemistry ofGroundwater - Streamflow Systems in the Wilson CreekExperimental Vlategshed of Manitoba

Linsley, Kohler, Paulus, Applied Hydrology, p. 389.10

SYNTHESTS OF STREA.}4FLOW FOR WTLSON CREEK

AdjustmenÇ of Parameters

The síx reservoir constants that were adjusted. were

KD, KP, KS, KDP, KB, and KL. The tWO reServgir COnstants

assocj-ated with the field reservoirs are *O and KP (DIRECT

is related to the field reservoir through KD and'PERCOL

through Kp). Similarly KDP and KS are the.resdrvoir constants

of the spring reservoir and KB and. KL are the reservoi;

constants of th.e groundwater reservoir. (SPRING, DEEP

PERCOLATION, BASE and T,OSS are related to the'reservoir

constants KS, KDP, KB and KL' respect'ively.)

The approach used in adjusting for the proper

coefficients for each reservoir was as follows. The ground-

water flow recession coéfficients were initial-ly obtaíned

by conventional hydrograph separation.' These reservoir

coefficients, KB and KL, were then ad.just'ed' to t'he model

simulations such that, a better fitl could be obtained. These

constants were then compared v/ith those obtained. from chemical

separations obtained by Swartz. The remaining four reservoir

constants, KD, KP, KS and KDP, V/ere Optimized by. trial and

23

The fit was determinedof the deviations from

by taking the least mean squarethe actual curve.

error described below. Thus of the six coefficients, four

were optimized by computer and two chosen directly from

estimates of observed hydrographs.

The optimiàation2 technique is based upon the

direct search method.. This method relies on the sequential

examj-nation of trial solut.ions which is compared to the

previous best solution up to that pointl.

In the strategy, the informatl-on with respect to

success or failure to achieve a more optimum "Jr,raiorr, is

done in such a manner that. the search' is d.írected into ;

"pattern" that.wilt yield a more successful inove.

Hydroqraphs Studied

. There vTere three recorded hyd.rographs that were

used. in this study. They were chosen because of the simil-

arity in conditions of two hyd.rographs and the large total

amount of rainfall recorded for each storm. These hydro-

graphs were inítially corrected for discrepancies encountered

at the weir, described in Appendix C. Then with the best

estimate of conditions prior to the storm runoff, based upon

observed field conditions, the model constants were optimized.

24

The strategy is the "Patternand T.A. Jeeves. Thís methodpp. 2L2-229 | April, 1961.

Search Strategy"was published in J.

of R.ACM

HookeVol.8,

These constants are believed to be the best because of the

degree of fit measured by the agreement of two hydrographs.

The optimized model constants are listed below¡

KD Hrs. 6 8. I 56 .0 63.2 62 -7

KP Hrs. 8.0 6.0 14.0 9-3KS Hrs . 266 .6 L71.0 . 52 . 0 . L63 -2

KDP Hrs. 4g.O 33.9 25.8'* 36-2

FIGURE C-I C-2' C=3

. The storms that indicated greatest agreement were

the Aug. 5, Lg66 and Sept. 3, 1965 storms

The reservoir constants \^/ere then averaged and the

hydrographs once again reproduced. The same initial condi-

tions were applied to this second test. The average model

reservoir constants are listed in Tab1e C-1. The resultå of

this test are shown in Figures D-1, D'2, and D-3.

Discussion of Synthesized Hydrographs

Units

TABLE C-lAug.. 5, Sept. 3, SePt. 15,1966 1965 1965

25

The hydrographs that have been studied' indicate

consistency in two of the three storms; The third storm

(65-9-2) reveals the inadequacy of the model and the varia:-

bility that occurs in a physical watershed response..

Mean

r60

r40

r20

FIGURE C-I

v,tLo

roo

wtLsoNSTREAMFLOW

c octuol

- synthesiued

ICEPT 3 O.O

tcAP E O.O5

FIELO r 7.OO

FCAP ! 9.OO

CÞAN r O.8OOIRECT = O.O

KO = 6g.EO

CREEKSYNTHËSIS

PERCOL= O.O

l(P E 8.OPERCAP. 8.EODPERC E O.O

t(DP = 49.OO

SS = O.O

SPRING 3 .O.O

K S = 266.6GRDRES È O.O.

BASE 3 0.oKB È 2OOO.O

LoSS = O.O

KL. E 5OO.OO

AU6. 6 AUG. 7

¿

JJÉ

=fts

AUG. 8 AUG. 9, !966

¡\)o\

t60

t40

t20

FIGURE C-2

Øl!'C'

loo

W¡LSON CRËËKSTREAMFLOW SYNTHESIS

o octuol

- synthes¡zed

tcEPf È o.oICAP = O.Os

FIELD - 8.OOFCAP r 9.OOCPAN = O.80DIRECT = O.O

!(D = 56.04

PERCOL= O.O

ÍP = 6.0PERCAP g 8.80DPERC ã O.O

IDP = 33.99

ss = o.osPRtNo s O.O

:

sEPT. 3, 1965

K3 r rzt.O6a0RES ! O.O

BASE : O.oKA = 2OOO,O

LoSS : o.O

KL E 5OO.OO

SEPT. 4 sÊPT. 5

¿

JJu-

=É,

SEPT. 6. SEPT. 7, 1965

¡\)\¡

t60

t40

120

FIGURE C-5

Înl!()

roo

w¡LsoNSTREAMFLOW

oaaa Ðolaaa

o

o

CREEKsYNTr-tESrS

c octuol

- synthesized

ICEPT C O.O PÉRCOL E O.O

ICAP s O.Og KP - l¿$.O

FIELD = g.7O PERCAP E 8.EO

FCAP : 9.OO DPERC ¡ O.O

CPAN E o.80 l(DP ' 25.80DtREcl E o.o ss Ê o.20t(D = 65.20 SPRINo = O.O

SEPT. r5,1965 SEPL 16

a

c

Õ

a

o

o.23

KS É 32.OGRDRES g O.O

: BASE ¡ O.O

NB t 2ooo.OLOSS ': E O,O

KL s 500.oo

SEPT. 17

=JJllz<E

SEPT. I8 SEPT. t9,1965

N)co

29

Storm one (storm 66-8-1, August 5, 1966; ref.

Figure D-1) shows the closest agreement between the actual

and synthesiàed flows. There is very little discrepancy in

the recorded stage chart; which reduces the adjustments

made. The eonditions, prior to this storm' were a very

long dry period without rainfall and substantial deficiency

in soil moisture. .. "

The storm number two (storm .65-9-1, . Seþtember 3 ,

1965, ref. Figure D-2) indicates substantíal ágreement with

storm one. The conditions prior to this storm are simiiar

in nature. The field storage deficiency is c¡onsiderably less'

and a number of small storms had reduced the óoit deficit

considerably

The agreement in coefficients between these two

storms ís excellent. This indj-cates tentatively that the

reservoir constants are transferable from year to year.

This fact can be investigated more'thoroughly when future

refinements are made to the watershed data and the model.

The largest disagreement occurs when storm three

(storm 65-9-2, September 15, 1965, ref. Figure D-3) was

tested. The coefficients used \,vere the average values, and

also used were the coefficients averaged for storm one and

two only (ref. Appendix G). The synthesized hydrograph

reveals the interflow recession fits the actual recorded

r60

r40

t20

too

FIGURE O-I

rnl!d

WIL SONSTREAMF'LOW

o octuol

- synthesized

lC EPT t O.O

tcAP = o.o3FIELD . = 7.OO

FCAP = 9.oOCPAH r O.80DIRECT = O.O

KD = 82.70

CREEKsYh¡Th{gsrs

PERCOL= O.O

KP = 9.3PERCAP = 8.80DPE$IC = O.O

KDP s 36.20

AUG. 5, t966

Ss = O,O

SPRING : O.O

KS = 163,2GRDRES = o.O

EASE = O,O

KB E 2OOO.O

LosS ! o.oKL = 5oO.OO

rl

ataa

a

AUG.6 AUG. 7

¿

JJtrzaÈ

AUG. 8 AUCI. 9, 1966

(,o

t60

a20

FIGURE D-2

U,

t.t()

WITSON CRËHKSTREAMF[.OW SYT\üTHESIS

60

40

e octuol

- synthesized

I CEPT = o.O

tcAP = o.o5

FIELD . g.OO

FCAP 3 9.OO

CPAN = O.80DtRECf = o.O

t(D - 62:?0

PE RCOL= O.O

KP = 9.Ð

PERCAP = 8.80DPERC g O.OKDP -- 36.20Ss = O.O

SPRING = O.O

SEPT.3, t965

o.oo

t'. \

êæôo

o,26

l(S = 16J.2GRDRES = O.O

EASE t O-o

i(B = 2OOO.O

LOSS = O.O

KL = 5oo.oo

o.50

SEPT.4 SEPT.5

z.JJll-zãfr

SEPT,6 sEPT.7,1965

(,H

t60

t40

t20

FIGURE D-3

ØtLC)

roo

wlLso!\8STREAMF!-OW

aat ta

ooooa

oo

CREËKSYNTHESIS

o ocluol

- synthes¡zed

SEPT. t5rt965

tcEPl = O.Otca P = o.o5FTELO Ê 8.70FCAP = 9.OO

CPAN = O.80DIRECT = O.Ot(D = 6?.70

o.oo

a

c

oo

o.: o

o.30

PERCOL = O.O

XP = 9.3PERCAP = 8.8O

DPERC S O.O

KOP È 36.20SS - O.OSPRINO É O.O

ccct

SEPT 16

ao

a,ó'

oc

oa

KS = 163,2GRDRES t O.OBASE = O.

KB = 2000.0Loss r' = O.oKL = 600.00

SEPT, 17

¿

-tJ

¡Lzafr

SEPÏ. ¡8 sEPr. t9, ¡965

(¡)l\)

33

recession limb. It seems that the discrepancy lj-es in the

direct runoff (ref. Appendix G). This discrepancy can

perhaps be explai-ned as follows. The situation prior to

this storm is that storm two, with an excess of four inches

has occurred ten days prior to storm three. The area is

probably saturated, depression storage (such as ponds,

reservoirs, and sloughs) were filled and.'the s.oi-l moisture

d.eficit extremely low. The model, on the other hand, d.oes

not recognize ponds, reservoirs and sloughs. 'fnu

inad.equacy

of the d.irect runoff to fit the aôtual curve remains to be

investígated l

The primary lack of direct flow can'be attributed

to a deficiency in the actual model. Probable reasons.for

the lack of the synthesized flow to represent the physical

situation are as follows. the direct runoff is synthesized

from two sources. The first source is the field t"=.trroit.

The second source is the precipitation over the open water

surfaces. The area of greatest uncertainty is in the effect

that can be caused by the channel and reservoir storage.

These are Beaver Dam, PenciL Lake, Ridge Reservoir and

numerous small potholes and. depressions (north of BaId HiIl

Reservoir) .

There is also considérable uncertaínty in the

observed. hydrograph. This could be in the order of forty cfs

(ref. Appendix C). The accumulative effect of some or allof these factors could explain the difference between the

observed and calculated flows

In conclusion, it ís evident that the optimized

reservoir coefficients enable adequate synthetic represent-

ation of streamflow. There is reason to believe that. the'.:

coefficients agree from storm to stormand from year to year.

The lack of information and representation (bo*r physical and

mathematical) cause conceïn with the lack of tit wi-ttr storm

three hydrograph.

l

34

The purpose of this study was to reconstruct. the

hydrograph by a mathematical model. The model parameters

were either estimated from observed hydrographs or optimized

by computer. An attempt was made to describe certain model

parameters so that they could be related to physical proper-,

ties of the watershed. . ,

The primary success of the model was in the ability

to reproduce a hyd.rograph with very good agrQement to the

actual recorded streamflow. The success lvas in terms of

agreement between hydrographs that occurred in separate years.

The particular significance of the third (65-9-2) hydrograph

was in the area of displaying the need of a more comprehensive

look at the physical aspects of the watershed. This resulted

in regard.ing the watershed in a new perspective. The areas

of uncertainty will lead to future study which wilt prove to

be more interesting in physical hydrology.

The model study had made the accounting of water in

a watershed more manageabte. The capabilit.ies of the computer

in this respect are excellent. The model reproduces hourly

flows revealing the components that are representative of

the basic assumpt,ions. with the hourly accounting, it is

CONCLUSÏONS

35

36

possible to keep better control on the water balance com-

ponents and to recognize the importance of these physical

components. The study reveals the importance of water-

shed planning.

The areas for future study are in the measurement

of flow (especially in the behaviour of the recorder

system), physical representation of semi-Ímpermeable areas'

and in the soil moisture measurement. An initial study of

the weir should be highly beneficial. Full understanding

of the causes of its erratíc behaviour and method.s of ' '

correction to past records should be establiçhed. The

entire shape of a hydrograph should be clearly defined

before future refínements are incorporated in the model'

Future ínvestigations with regard to impermeable

areas and their response will be.of great benefit. This

may be done ín conjunction with a more comprehensive soil

moisture study.

Certain data collected in the watershed have been

accurately recorded. The rainfall data, subsurface study

and evaporation are just a few examples that merit recogni-

tion. These have greatly reduced the task of estimating

variables in this stud.y

conclusion, the study has been a succêss'

Further study will lead to improvements both in the

physical understanding and the mathematical representation.

APPENDIX A

RAINFA],L ANALYSIS

37

The rainfall analysis has been part of an overallwater budget study. The significance at this point is thatthe stud.y has reduced the amount of input data processing ofrainf all records. f t has also lead 'to the' importance oflocation and number of recording and standard rain gauges insmall experimental watersheds.

The rainfall d.ata are obtained at thirty differentrain gauge stat^ions at the Vüilson Creek Waterphed. A¡ eight

locations there are recording rain gauges. Also, there are

three standard slope rain gauges. The general method used

in estimating the total amount of rainfall in the area has

been the isohytal method.

There is generally more than one technique used

to solve the mean rainfall over an .area. Besides the isohytalmethod. there is the Thiessen polygon method.. fn the isohytalmethod, lines of equal rainfall or isohyets are sketched on

a plan of the drainage basin using the point rainfatl data.

By planimeteringr the area ivithin each isohyet can be deter-

mined. The average precipitation within each isohyet is

then estimated and. multiplied by the difference in area

within the basin between each successive isohyet to obtaín

a mean basin precipitation

RAINFALL ANALYSTS

38

39

In the second technique, representative areas

surrounding gach rain gauge are drawn using perpendicular

bi-sectors of lines to adjacent rain gauges. The areas

or Thiessen polygons are thus fixed by the geometry ôf the

rain gauge network and drainage basin. The total storm

rainfal-I is the sum of the products of the point rainfallÍ: -

and polygon areas.

The two methods differ with respect to time and.

accuracy. rhe isohytal method is considered superior and

yields more accurate results under experienced hands. It

is also rather tj:ne consuming and requires móre knowledge

of the area. The Thiessen polygon method is easier to

apply and can be adapted to computer or calculating'machines

with no special knowledge or skilIs.

Verification of the Thiessen Polyggn_Technique

To verify the Thiessen polygon method for dense

rain gauge networks, isohytal rain storm analyses for 20

storms were compared. These rain storms between 1965 and

1968 were from the Wilson Creek Experimental Watershed in

southwestern Manitoba. Thiessen polygons hrere prepared for

the Wilson Creek basin for the following three conditions.:

using all'thirty rain gauges; using twenty-seven rain gaugest

exclusing the three slope gauges (27 , 28, 2gl and finally

using only the eight standard rain gauges at the recording

stations.

A comparison of the unit storm rainfalls computed

for each storm for both the isohytal and Thiessen polygon

method are shorvn in Figure L,2, and 3. The results indicated

by the trials show a maximum d.eviation of 2.52 from the

isohytal results with an average deviation of .0 "72 using allthirty standard rain gauges. The maximum ãeviation of 2.22

and. 5.54 vrere computed for the twenty-sgven and eight gauge

network respectively (Table AI). "

As the Thiessen polygon technique resúlts agrée

closely with the isohytal method, a program vTas written and

utilized for the model input data

The mod.eI data incorporated the recording rrrngauges rather than the standard rain gauge. The variation

between the two gauges located. at Lhe same station is less

than average d.eviation between the two methods.

40

FTGURE A

\.. -Y\S=¿-lK-r\:'./ N: ti/

()/i.i'r",

RECORDING RAIN

GAUG E

Thiessen. Polygons

CANADA

W¡LSON CÌTEK BASIN

. SCÁL€ l:¡.m r¡

-

a ¡b.

- KEY MÁPgúlr$O

a r laÞ.4

ÀH

No. Storm

1. 65-5-12. 65-5-23. 6s-6-14. 65-7-t5. 65-7-26. 65-7-37. 65-7-48. 6s-8-19. 65-9-1

10. 65-9-21I. 65-s-1L2. 66-6-L13. 66-8-1L4. 67-6-L15. 68-6-116. 68-6-2L7. 68-7-118. 68-7-219. 68-8-120. 68-9-12I. 6B-9-1A

TABLE A-1

TSOHYETS VS THTESSEN POLYGONS

ïso-hyets

r.7 3

0.900. 87

1.151.010.730. 87

0.984 .4L3.291.610.914.6L0.991. 69

2.451.082.771.6st.L70.26

Dev.30 3 *

L.72 -0.60. 89 **0.87 0.01.16 0. 9

1.03 2.00.72 -l-.40.87 0.00.99 1.04.30 -2.53.28 -0.31.59 -L.20.93 2.24.57 -0 .71.00 1.01.69e 0. O

z. se o. o

1.08e 0.02.77e O . O

1.66e 0.61.17e o . o

0.26e o. o

ThiessenDev.

272L.74 0.60.90 0.00.87 ., 0 .01;16 1.0-

1.03 2.0o .?2 -r.'40.86 ' -L.2.0.99 1.04.35 -r.43.32 -2,.21.60 -0.60 .92 1.14.59 -0 .21.00 1.01.71 L.22.45 0.01.09 I.02.77 0. 0

r.66 0. 6

L.r7 0.00 "26 0.0

42

DeV.BA

r.76 L.70.87 -3.30.87 0.01.14 -0.91.04 3 .0

9.74 L.40.87. 0.00 .97 -1.04.37 1.83.32 -2.L1.60 -0.60 .96 5.54.6L 0.21.01 2.0r.69 . 0.02.44 0. 4

1.07 -0.92.76 -0.41.65 0.01.09 -6.80 .25 -4.0

6.8å

L.7Z

in percent.

28 and. 29

Maximum Deviation

Average Deviation

NOTE: Dev. ? ***e

DeviationThis stormEstimateswere used.

2.52 2.22

o.'le" 0.84

from Isohytal Method

was not studied.for Rain Gauges 27,

ó8 -9-l -A

Ioo

65-7-365-6 -r65-7-465-5-2óó-ó - tó5-8-l67-6-165-7 - 2

m

Èd<HmozW' vtLrl

þ

oo

68-7 -l65-7-róB-9-tó8 -8- I

óó -5- r

ó8 -ó-ló5 - 5-r68 - 6-268 -7 -265 -9 -265-9-:lóó -8- I

RAIN. IN.INCHES

Ìl,

bo

C.)'oô

Io()

Èu)

ó8-9-l -A65-7-3

.ó5-6-l.65-7 - 46S-5-266-ó - I

ó5 -8 - 1

i e,z-ø-t

) øs-t-zl 6a-t't

65-7'l

Ioo

r-{Hocñhd

oo

R AtN, TN, INCHES

ós-9-ìó6 -B- Ióó-5-ló8 -ó-l.ó5-5-l68 - ó-26A -7 -265'9-265-9-tóó-3-I

Èt'oo

G'oÒ

Àoo

ÈÀ

68-9-t -A65-7-365-6-l65-7 - 465-5-2

' óó-ó - l.

ó5 -8 - I

i c,t-o. t) r's-t-z] t'e -t -'t'65-7-rós -â- I

og -e- L

óó -s- |

óB -ó-Ìós - 5-I68 - 6-26B -7-265 -9-2ó5 -9- T

óó-8-t

Ioo

hdHC)CF."(,

oo

RAIN.'IN. INCHES

¡tbo

G)

oô

àoô

È(Jl

The method used. in calculating the average hourly

rainfall for the study watershed. was the Thiessen polygon

technique. The area under consideration incorporated the

5440.7 acres, but in the actual studlr, Bald Hill Reservoir

had been excluded.

The initial step was to place all the required

recording rain gauge d.ata on punch card.s. These 'vrere

records that the Meteorological Branch, Department.of

Transport had requíred. This data was then proôessed by'

a computer program for verification of correqt data (ref.

Table AII t.o AIX). Upon verification the recording gauge

data was utilized to yield the Thiessen polygon hourly

mean values. The output results and an example punch card

are shown in Table AX, Figure 4, respectively. The éomputer

flowcharts and programs are shown in Appendix G.

The complete daÈa set, both punch cards and tables

can be made available to those interested through the

Agassiz Center. for Water Studies, The University of Itlanitoba.

ut

46

o

EÂTE

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. ó5 ç 2(, 0.0 o.c o,c 0"0 c.() 0.0 0ec ?oc 0.0 o.0 0.0 0.0 0.0 0.) 0.0 0.c 0.0 .0.0 0.0 0"0 0.0 0.0 0.0 0.065 e ?? o,1 C^o 1"(' o.C 0"0 0"o Cr,C ù,0 C.o 0.o C.0 0.0 0.Q 0¡.0 0.0 0.C 0.0 0.0 0o0 0o0 0.0 0.o 0.0 0.0óc ç ?9 0e!) 0¡ù 001 0'ri O'O 0o0 0,'(l '1.0 000 0¡0 Qc0 0o0 0.0 0.0 0.0 0.0, Oc0 0o0 0.0 0.0 0n0 0¡0 0.0 0,0ô5 9 lc ,)o0 (roO 0"0 0'O ô.0 0o0 (ìôO 0.0 O.O 0o0 0.0 0.0 0.ô 0.0 0.0 ,0.0' 0"ó 0..0 0.0 0"0 0.0 0.0 0.0 0.065 c ?o 0ô0 0"r) Õ.C o'iì 0.ô 0"0 0"0 0.0 0.o ,0.0 0"0 8.C Q.0 0.C 0.0 0.0 0"0..0"o o.0 o.0 0.0 0.0 0.0 o.0

o"l(, o.zs c.?l o.?9 0.4? 0.45 0.?1 0.27 0.a,2 0.39 oo3ó 0.40 0.7? 0.32 0.20 o.2o O;34 0.51 0.27 0.25 o.3o O.?5 0.7+ O.Z.g

TOTAL - 7.786

tlÊTFCRnLeGICAL ßRANCH - DEPASffiSNT 0F TFANSp0RT - CANADA

RFCCPDING pRqCIPITAT¡0N GUAGE - MoITTHLY REPoRI

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5

TABLE A-II

lo tt !¿

ÀFT ERNOON

56 l0 l1 l2

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j

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CAfE

61 a. ! 0"0 e"O 0"0 0"0 0.0 0"0 0.0 0"0 0.0 0"0 0.0 0.0 0.0 0.0 0"0 0.0 0.0 0.0 0.0 0.O 0"0 0.0 0.0 0.065 Õ 2 0.0 C.o O.C 0.0 0"0 0.0 0.0 0"0 0.C 0.0 0.0 0.0 0.0 0.0 C"0 0.C 0ô0 0.0 0.0 0.0 0.0 0.0 0.0 0.Có5 q ? o.o 0.0 o"o 0^0 , c,,cr 0.0 0.,o. 0.0 o.n o,o oôo 0.0 ooo o,o 0.0 o.o o"o 0.0 o.o. o.o. o"o o.o5 b.oo o.to^5

q ¿ O"l¿ 0"!,' o.l5 0'?.0 C.?o r).3o 0"31 O.i2 O.Zg O.L..0.37 0.54 0o30 O.l8 0.14 0"14 0"09 O"!2 0.10 0.t0 0.08 o.l0 0.07 o.0865 c 5 0.18 O"r) 0"1 0..0 OùO Q"O . C"O O.O 0.0 0.0 0"o 0.o o.0 0.o 0.o 0.o 0.0 0.c 0.0 0"o 0"0 0"0 0.0 0.0é5 ç I OcO 0"0 rì"0 o.o o"o 0"0 0"0 0.0 ,0.0 0.0 0i0 0.0 0"0 0.0 0.0 0,0 .0"0 0"0 0.0 0.0 0.0 0.o o.0 0.0é5 o 7 i)"rr o.C O"O O,O O"O O"O O"O t'0 0.0 O"0 C"0 0.0 0"0 0.0 0.0 0.0 0"O C.0 0"0 0.0 0.0 0"0 0.0 0.069 9 c C"O O"O o,c 0"c o.o 0.,0 000 0.c 0.0 0.0 0.0 0.0 c"0 0,0 0"o o.o 0"0 0"0 0"0 0.o 0"0 0.0 0.0'0.065 o a o"o 0.o o.o o,D 1.0 0"o 0"c 0.0 0,0 o"0 0,0 0.t) 0,0 0.0 0.0 o.o 0.0 o.0 0.0 0.0 0"0 0.0 0.0 0.0Á5 o l0 O"rJ O.C (l.O o,n o,O O,(r O.C o"0 o"0 0,0 0"O Q.O 0.0 0"o 0"0 0.9 0"0 0.0 0.0 C.0 O.0 0.O 0"0 0.365 q rt ù.1 r).rì o.o o,.o 1.0 0"0 o,o 0"0 0.0 o.0 0"0 0.o 0,0 0o0 0"0 0.o o"o o"0 0.0 0.0 0.0 0.0 0e0 0.0ó5 q !? O.ô n.o C.0 O"O ô.0 O"o O"O t).o 0"0 0.0 0.0 0.0 0.0 0.02 0.C3 0.02 0.02 0.0 0.O O.0 0.0 0.0 0.0 0ó065 e l?. o.ù ooc c"0 0,0 0.0 0"0 0"c D"D 0"0 o.0 0.0 0.0 0.0 0.0 0"0 0.0 0"0 0.0 0,0 0.0 0.0 0"0 0.0 0.0ó5 q t¿ o"c (roLr o"O o.,0. ?,0 o"Cl (l;0 0"0 0"0 0.0 c"0 0"o 0.0 0.0 0"0 0.0 0"0 0"0 0"0 0.0 0"0 o.o 0.0 0.1ÉE c't5 ooL-ì ooo O.c 0-0 l)or) o,r'ì 0"0 rl.0 O'O C.O O'O 0.Ò 0.0 O.O O.O O.C O"O 0.O O.O7 O"!3 0"04 0.0? O"04 O. l4lé5 e:6 CaQl Co,)rr t'.C,: C.0l 0"12 O"ür" n.02 O'05 0oo¿+ OoO3 C"08 ú.Cg O.oç o.OE 0"03 O.09 0.1? ColO 0"1¿ O.t3 C.l5 0"14 O"l6 0.I56r.9 !1 r'r.,lo o"01 c"oa o,oc o"oc oooT o,oo rt,04 o.1? o"o? 0.05 0"02 0.0? 0.01 0.0? 0.02 0"02 0.02 0.01 0.01 o.oì 0.01 0.0 0.cl65 a :8 C"01. O.0 0.O4 0,,17 O"Oc O"Ot OqO O.O 0,0 o,o o"o 0.0 0.0 0.0 0.c 0.0 0.0 0.0 0.0 0.0 0.0 0.o 0¡0 0.0ó5 q I9 (ìô0 oô(:ì O.O 0,,0 D.O o.C o.0 0"0 0ô0 O.0 0"0 0.0 0g0 0.0 0.0 0.0 0.0 .0.0 0.0 0.0 0.0 0.0 0.0 0.C65 t iC O.O Cr,3 o"C O,O i).0 O.O ooC O"O 0"0 n.o 0"0 0.0 0.C 0.0 0.O 0.0 0"0.0.0 0.0 0"0 0.0 0.0 0.0 0.3é5 a ?! 0ôo (ìoô 0"0 n;o ô"ù O"(r' (1.0 ?"0 O"0 0"o O.O o'o O.O O"O O"O O..O O.:O O"O 0"0 O.Q 0.0 0¡0 0.0 0.0ê5 c 2? O.O (ì.1 0.0 0.0 1o1 Ooe O"O 0,0 O.O o.o? O.O 0,0 0.0 o.c o.o o.o ooo o.oó o,o o.o o.o cì.0 o.02 0"3ô5 e Z¡ O.c, O'0 Õo(ì Oô(r O"O 0.4 Oô0 0.Cr 0.0 OoOl 0"01 0.01 0"02 0.04 0'0 0"0 0.O 0.0 0.0 0.0 0.O O.o 0.0 O.0é5 q 2¿ 0"c c.o c.0 0,,ô o"0 o"o 0"0 c"0 0.0 0"0 0"0 0"0 0.0 0"0 4.0 0"01 0"03 0.01 0"0 0.0 0.0 0.0 0"0 0.0é5 0 ?5 o.o o.o o^n ooo o"o 0"0 0"0 0âo o"o o"o 0"1? 0.0 0"1 o.o o.o 1.o o.o 0.0 0.0 0"o 0.0 0.o 0.o 0.c¿.5.) î6 O.C rr,3 O.C 0"0 O.O O.O 0,A O.O 0.0 O"0 0.0 0"0 0.0 0.0 c.0 0.c'0.o ù"0 0"0 0.0 0"0 0.0 0.0 o.J¡q o i7 ooC 0.0 o.o o,0 C.íì o.o (ì.0 c.O 0o0 b.o 0.0 O.O 0..0 'CrãO 0.0 O.O O.O O,O O.O O"O O'O O.O C'0 O.Oôí ì îÈ ù,Õ 0.r) ooc rjn(l ().0 0,0 ca0 ,),c 0"0 0"0 o"o 0.0 0.0 0.0 0.0 0.o, 0.0 l).0 0.0 0.0 0"0 0.0 0¡0 0.065 .) 2o 6"9 OoO 0.0 O.0 0.0 o.o oâo 0"0 0"0 0"0 o.ô o,o 0.0 0.0 0ô0 ' 0.0' 0.0 0"0 0.0 0.0 0.0 0"0 0.0 0.02.5 o. ¡o o.o c.o c"0 .o,g 0.0 o.o 0"0 o"o 0"0 .o.0 0"0 0.0 0.0 0¡0 0.0 0.o 0"o 0"0 0.0 0.o 0.0 0"o 0.0 0.0

:.:19O"j? o,23 t)o:F o,¡¿'7 O.tr4 0.51.0.42 þ.¿l 0.34 O.52 0.54 0.6ó 0.f4'0'33 0.27 0.28 0.28 D.3l 0.30 0.37 0rZg 0.37 0.35 0.39

TCTAL - 9.1ór

T.IETECRoL0GIC{L ecANCH - 0$PARTHÊNT 0F TPANSPORT - CANADA

RI:CNRDING PRE.C.IPITATION GUAGF - 'IONTHLY REÞORT

R,ECORDTNG GUAGE NUMBER I5

{'lqN I f.lG

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TABLE A.TTT

10 tl t2

AF T ERNOON

10 1l L2

,Þ@

o

CÂTç

65 a t o"c o"o o"o o"o o,o o,o o"0 o"0 0.0 0.0 0.0 0.0 0.0 0.0.0.0 0.0 0.0 0"0 0.0 o.0 0.0 0.0 0.0 0.0í,, j ¡ 0"0 o;o 0"c c"o o"o o.o c.o 1"0 0.0 0"0 0"0 0.c 0ô0 0.0 0"0 0.0 0.0 0o0 0.0 0.0 0.0 0.0 0.0 0.0(5 c 3 n.i) c.c n^C o'0. o.iì o.O C.O Ð'O 0'0 o.O 0.0 0.0 O.Ð O.O O.O O.O O.O o.O O.O O.O .0.03 O.C/' 0-02 0.14óG a 4 O.,!l C"t4 O"lú On2s r.ìo33 0.19 0.25 0.!e 0.35 0.26 0"44 O.?5 0.?7 0.19.0.15 0.14 0.14 0.11 0"09 0.08 O"07 0.04 0.06 O"04

.65 o 5 o"1¡ O"O O"O O"C O'O O"O 0"0 O"0 0"O O"O 0"0 0.0 O.0 0o0 0"0 0.O 0.0 0"O 0.O 0.O O.O 0.0 0.0 0.065 9 4 O"ô Q.O oo0 O.o ()"0 O'O ooO Do0 OrO 0"O 0.0 O.0 0"0 0"0 ' 0.0 O.0 0"0 Oo0 0"0 0.0 0.0 0.O 0.0 0.0ó¡ a ? o"!ì ô"0 Lì.0 (\"0 0,,,.1 c"o o"o 0"0 0.o 0"0 0"0 0o0 0.o 0"0 o"0 0.0 0.0 0.0 0"0 0.0 0.0 0.0 0.0 o.0(.5 a p o"0 r'l¡c o"c ù,0 o"o o.o 0"0 0.0 0.0 0.o 0.0 0.0 0"0 0.0 0.0 0.Ð 0.0 c.0 0.0 0.0 0.0 0.0 0.0 0.0ó5 ? q O"o 0.0 1.0 O"C ,)"0 O.O O"O O.O O"O 0"0 OeO 0.C 0.0 0"0 0"0 0"0 U"o 0.0 0.0 0"0 0"0 0Ò0 0"0 0.0ó5 9 lC O.rl ()";1 C"0 (i"ô 1,0 0"O C"0 0.0 0.0 0.0 0"0 0.r) 0.0 0"0 0"0 0"O 0.0 0¡0 0"0 0"0 0"0 O.0 0.O 0.0ê5 g lr C"^ fi'O or0 O,r) O"O O"C o"O '1"0 O.O 0.O O'O O"0 0"0 0.O O.0 O.0 O.0 0.0 O.O 0.0 0.0 O.0 0.O 0.0ó5 I L? 0.r1.'J"0 0"o o,,o o"o o"n o.o o,o o.o 0.0 0,0 0.0 0"0 0.06 0.01 0.0 o"o 0.0 0.0 0.o 0.0 o.0 0.0 0.c65 a t2'0.o 0.0 oo0 O'0 0"0 O.O 0"0 0"0 0"0 0"0 0ô0 0.C 0.0 0.0 0o0 0.0 0.0 0.0 0'0 0q0 0.0 0.0 0'0 0.065 î t4 C.Lr O.O rr.0 o,,o c"0 o.n o,o' c"o 0.0.. o.o 0"0 ('.4 o"o 0.0 0.c o.c 0.0 Ð"0 0"0 0"0 0.0 0.0 0.0 0.coE i tq îofr C,0 r'^C î.,r1 I,O o.O.0.O 0.0 froO' C.O O.O C'.0 C"0 0.0 0.0 0.? 0"0 D"O Q.09 0.!4 0"03 0.07 0.02 C.0óó5.) tÍ (),1! Co't'C.¡f l. o.,o? 0.o? 0.03 0"0.2 no04 oôr)¿ o.04 G.05 0"!.0 0,0o 0.04 0.07 0.08 0"13 0. l0 0.10 0. l3 0'16 0.¡3 0.16 0.17ê5 a 17 O.lc ()õ05 nô(ì? o,r.0 ôot? ooô8 o"l2 0"05 0.04 0.04.0.03 0.05 0.04 0.03 0.04 0.c3 oo02 c.02 0.o1. 0.0r 0"01 0.0I 0.01 0.01.

. éc c !P 1"ô OùOl Oo(,? C,ñ¡. 3.0¿r O"O4 O.O 0.ll 0"0 o.0 0.0 C,.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.01 O"0l 0.0 0"0 0.9'ó5 a 1q O"n o.0 0,0 0,0 1"0 O.O 0"0. 0.0 0"0 o"0 0.0 0.C 0.0 0.0 0.0 0.0 0.O 0'0 0¡0 0.0 0.0 0.0 0.0 C.0Á5 9 2C O,O C"O O"O 0,0. O.O O.C O.O 0.0 o.c) o.0 o.0 0.0 ooo o,0 o.o 0.o 0"0" 9.o 0.0 0.0 0"0 0.0 0.0 0.céq q 2r o"0 (r.rl c"c, c,n o"c, o"o o,o o.o 0,0 0"c 0"0 o.c o"o o"o o"o o.c 0"0: 0.0-'0"0 o.0 o"0 o.0 0.0 0.0éÉ e ?? o"? ().0 1.0 o,o ôoo o.cr 0"0 0.0 o"o oê0 0"0 c,.o 0.0 o"cl o.o o.o c"lo o"ol o.04 o.o o"o 0.04 0.0 0.06< 9 23 o"O O"O loO o,('ì 'J,n o.O n,O O,0 0,O 0"01 O.,) (j.01 O"0 O"(-r4 0.O 0.0 0.0 0"0 0.0 O.O 0.O 0.0 O"0 0.Oé5 1 24 O"O O.O O"O C.,0 J.O O"O O"O O"O O"O O.O (:.0 0"0 0"0 o.0 o.0 0.01 0.03 o.01 o.ro 0.o o.0 o.o 0.0 o.0óf e zr o.ô o,o o.o 0,o rì.o 0.0 o,o 0.0 o.o cì.0 Q.o3 0.0 o"o o"o o.o o;o o.o o"o 0.0 0.0 o"0 0.o 0.0 0.cê5 e ?(,0.,) 0"Lr 0"c o.o 0êo o"o c"0 ooo 0.o o.o ()"0 0.c 0.o 0.0 0.0 o.0 c.0 c.q 0.0 0.0 0.0 o.0 c.0 0.ccÊt 1 27 Cõi¡ 0"C no0 o,o loo o.c o.o o.o o,o o.o 0.0 0.0 o.o- 0ào 0.0 0.0.0.0 ,.0 0.0 0.0 0.0 0.0 0.0 0.0(.5 fi ?p ñcn rì¡o c.0 c",,1 1.0 D"o o"0 n.o .0.0 0o0 0.0 0.0 0c0 0.0 0.0 0.0 ,0,.0 0.0 0¡0 0.0 0.0 0.0 0.0 0¡0é5 9 2q 0"ô 0,0 0"0 î.ô lrr0 '0âO 0.0 0¡0 0.0 0.0 o"0 0.0 ¡1.0 O'0 0.0 0.0 '0¡0 0.0. 0"0 0.0 0.0 0.0 0.0 0.Có5 ô.30 ü.1 O".o 0.C o,n C"o O.O c.O Ð.0 O.o p.O O.O 0.0 0.0 0.0 0.0 0.0 0o0.

"0.0 0.0 o.0. 0.0 0.0 0.0 0.o

' 0.30 o.?1 î.î5 0.r,3 C.5? 0.34 0"40 0.28 0.43 0.35 0.55 O.4t 0.3ç 0.3? 0.27 0.26 0.42 0.25 O.3t O'37 O.3t 0.33 O.Z7 O.+2

TOTAL - 8.48i

ltETECfiCTLCGICAL SRÁNCH - DÊPÁP.THENf 0F TRANSPCRI - CÀNADA

RFCOFOIT,IG PRECTÞ'T,\IION GUAGE . I.IOÑTHLY REPORT

REC':ìPDING GUÀGF ¡¡UlIBER ló

rt -1q ¡l ¡.NG

,

TABLE A-IV

10 It 12

/¡FT ERNODN

t1 L?

Þ\0

cÂrs

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o,¡? 0"?? o.31 0,39 r)"41 o.29 0"25 C.?ó 0.33 0.2? O.5o 0.25 0.33 0.24 0.15 o.30 0.22 0.24 0.21 0.2? O.34 o.l9 0.27 o.Z8

. ToTAL - 6.82a

I,,IETEOFlOLCJGTCAL BRAt'ICH' OEPAP.T14ENT OF TRANSPORT' CANÂDA

RTCNÊDING PPECIPITAÏJOÀI GUAGE . MONIHLV REPORT

, RECORDING GUAGE NUMBER 3C.

rtna ¡t I ¡t6

5

TABLE A-4/

10 lr !2

AFT ERNOON

10 ll lz

(Jl'. ',-o

o

CÂTE

óc q I 0.0 O"O 0oO O,O O"O O'O 0.O O.O O.O O.O O.O O.O O.O. 0.0 0.0 0.0 0¡0 0.0 0.0 0.0 0.0 0.0 0.0 0.0ó5 e ? o.O 0.0 0.0 0,0 Cêo o.O o.o O.o O.O O.O O.O 0.0 O.O O.O o.O O.O 0.0 O.O 0.0 0.0 0.0 0.o 0.o 0.065 t 3 n,C c^0 r:r.C oo0 n"0 0.o O.O o.O O"O O.O O.O O.O o.O 0.0 0.0 0.0 0.0 0"0 0.0 0.0 0.0 0.03 0.05 o.04É( q ¿. nùt¿| O"tc o"7t (,,,17 o.24 O.27 C,?ó O.l8 0.23 0.22 O'71 O.47 O.27'0.2L O.t4 O.tO O.lO O.OB o.IO O.OB 0.09 0.O9 0.O7 o.05 1'6ç a 5 n"Lì5 o^o o.e o,c ô,o o"o o.Q C'0 O"o O"O O.o O.o o.O O.O o.o O.O o.O o.O o"o o.o o.o 0.9 9.9 9.?65 ¡ ó o..n 0.o e,ô O.o o.C c.0 O.O O.o O.O O.o O.O O.O O.O O.O O.O 0.0 9"0 C.0 0.0 0.o o"0 0.0 0.0 0.CÁç o r o.r¡ ò.0 o,o o,11 t.o c.o o,o o.o o.o o"o o.o o.o o"o o.o 0.0 0.o o.o 0"0 o.0 0.o 0"0 0.o o.0 o.c¿,5 9 p íl.O 0.0 o"0 0"0 O.O O.O o.O O.O O.O O'C î.0 O"C O.C O"O O.O C.O 0"0 0.0 0.0 0.0 0.0 0"O 0"0 O"C

6q q a C.ù O"11 O.O o.t) C.O 0.0 O"O OoD O"O O"O O"O O.D O.o O.O 0.0 0.0 0"0 0.0 0"0 0.0 O"0 0.0 0.0 O.C(c a rC ooO o"o o.n o,n t).0 O.o o.O O"O 0"0 0.0 O.O 0.0 0.0 O'O O"O 0.0 0.0 0..0 0.0 0.0 0"0 . O.0 0.0 0.0éc s rt o"1 o.O o.C (ì.o ^o0 0"o O"O o.O 0.0 o.O O"O O.C O"O O.O 0.0 0.0 0.0 C.O 0.0 0.0 0.0 0.0 0.0 0.0ô5 q l? O.O o.o o,C.OoO CûO O.o o.o O.O O.O O.O O.O O.O o.O O.O 0.0 0.02 0ool 0.01 o.O C.o 0.0 0.O 0.O O.065 c t? O.O O.O Lì,C O,O O"O 0.0 O.O 0,0 O"O O.O 0"0 O.O O.O O.O O.O O.O 0.0 0.0 0.0 O.0 0"0 O.0 0.0 0.0ô5 q t¿. o:o 0..-ì c,(ì (,ìro J.0 0.o o,c¡ c.o 0.0 0.0 c.o o.o c.o o.o o.o 0.0 0,0 c.0 o.0 0.0 0"0 0.0 0"0 0.0êq â t-< not O"n 0"0 ô,1 x"O O"O 0oo O.O O"') Ooo O'O O"l. O.C C.O O.o O.O o.0 0.0 o"0? 0.07 0"13 0.03 0.11 0.03éq ? tÁ O",l? O.O? Cr"cr2 O,Cr O.O3 O"03 0,,O2 1.O4 C.05 O"C4 OoO4 O"09 O"lO O'07 O.06-0.04 0.13 C.l2 0.1.1 O.l2 0"14 O.l4 O"1S O.l7ê5 o l? O"t? n,t6 O"nc O,C,? O.Oo O.Qo O"ll'C"lO O.05 Lì"04 O.02 O.02 O.03 O"02 O"02 O.C5.O"OZ q"02 0.04 0.01 0.01 O.OI O.0l 0.CI

. ¿5 c ¡p O.tt O.Ot o.0 C.15 a.O¿ o.06 Cr"Ol O.Lr C.o O.O O"O O.C O"O O.O 0.0 0.0 0.0 0"0 0.0 0.o o.o 0.O' 0.0 0.0. ê5 s ia o.1 o.o c.c o,c o.o n.o 0,0 o.o o.0 o.o 0.0 o.o o.o 0,0 0.0 0"0 0.0 ?"0 0.0 0.0 0"0 o.0 0.0 o.o

65 q ?C O"c ítlcC LC C., 1 J"0 o.O O.C OaO O.O o"O O"O o.O O"O 0"0 o.0 0. 1. 0"0 . C.0 Oe C 0.0 0.0 O.0 0.0 0.06s e Zl o"0 tì,C 0.o. O"o n"0 O"O O"O o.O o"O o.O c.C O"O O"O O.O O.0 O.0 0.Ö C.O 0.0 o.0 0.0 0.o 0.0 O.0

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Ð.35 o,t7 0.2¿, O.ll. Co¿rO 0.45 O.4O C.32 O.3l O.3l 0.39 0.58 0.41 0.33 O.2? O.ZI O.29.C.3ó 0.29 0.28 0"37 0.30 0.43 0.30

TOTAL - 8. I2i

.;,

t'lETE0R0LCGICAL 8ÊAUCH - DÊPARTI'IENT 0F TF.ÂNSPORT - CANADA

. RTCCROTNG PFECIPTTATION GUAGF . MONTHLY REPORT

RFCORDING GUAGE NUHBER 31

MOR,I\¡ I À!G

5

TABLE A-VÏ

10 tt t?

i¡

I

AFT ERNOON

l0 1t L2

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C

^11

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'55 q t¿. 0"0 0,0 ô"c 0.C 0",,ì 0"0 C,'C 0.0 0.0 0.0 -0.0 0.0 0.0 0.0 0.0 0.1 0.0 1"0 O"0 0.0 0.0 0"0 0.O 0.CrÀ o lc 0,(ì o.o 0"0 0,0 n"0 oo0 n"o o.o o.{) o"0 o.o 0.0 0.0 0.0 0o0 0.c 0,0 0.0 oo0l 0.0q 0"14 0.03 c.0ß 0.c265 9 lr C.1ô ().o? nrCa n,o ^"0? o"r\¿ 0oo3 c.o5 o,o3 o.o4 o.o5 0.05 0.0ç 0,o7 0.05 0.07 o"l! o"l0 0.10 0.I0 0"I4 0.¡4 0.17 o.l4ó5 a t" o"ìq oôrc ¡"oô 0ùoR {ìôo? o"oa c,cq oonT o"0ó o.o¡. ct,04 o.05 0.04 0"05 0.01 o..o3 0.03 0.03 0.02 0.03 o.01 o.0 0.0 0.01

. ê5 ô lo 001 0.ôl o"Q n,rì1 0c0? 0"04 c,o? c"0 o.o 0.0 0"0 0.0 0"0 0.0 0.0 0.0 0"0 0.0 0.0 0.0 0.0? 0.0I 0.0 0.0Aq I r c n.r-ì Lì.0 0.0 o"o 1.(-) O.O 0,0 O.O 0"0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0e0 0.0 o.o 0"0 0"o 0.0 0.0ó5 9 AO !ì,o 0.0 ü,,c o,1 rì"o,:. O"O C,C 0.0 0"O C.O 0o0 C.O 0.0 0.0 0.0 0.c 0"0-'p.0 0.0 0.o o.o o.o o"0 0.C¡a( o ?!.rì"rl O"ô a"C O.{'t 0"rì'i.o.O ("0 r).0 C.O O.O O"O (J.1 O.O O,lì 0.0 0.0 O.Ô: ').0-r Oe0 0.0 O"0 O.0 O"0 0.0ó5 a 2_? O"0 (ì.J C.C 0.,1 0,0. O.0 C"!ì J.O OoO 0"0 C.02 0.0 OoO O.Ol. O.0 0.r) 0"0 0o0á 0o0 0.0I o"0 0"0 0.02 0.có5.c ?? o.Õ 0;1 40o o,o o.o o.o o.o 0o0 0o0 0.o 0o0 (r.o 0.o ooo? 0.05 o.0 0,0 o"0 0.0 0.0 0"0 0"0 0.o o.o65 e 2¿ oa¡ 0.0 0.0 f,,n 0,o 0"0 0.'0 O.O 0.0 0.0 C.0 0.0 0.0 0.0 0.0 0.01 0.01 C.0l 0"t0 O.0 0.01 0.0 0.01 O.0é5'l ?t 0.0 0"0 o.0 O.,O 0.o o"O ô"q O.O 0"o 0.0 o"o 0.0 o.0 0.0 0.0 0.0 0"0 CoO 0.0 0.0 0.0 0.0 0.0 0.0ô5 i 2, 1.,1 o"J C.O O'0. o"O 0.0 O. O t.O O.O O.O O"C O.C O"O O'O 0.0 O.O O¡O 0"0 0.0 0.0 O.0 0"0 0.0 0.CA5 c ?'l O"O' C.ír e"O C).0 ñ.0 0.0 0.0 O.O 0"o 0.0 O.r, 0.0 O.0. 0rtl 0.0 0'0 0"0 0"0 0o0 0.0 0.0 0o0 0.0 0.0Á5 g 2e 0cn 0"0 n"0 0¡rl i)ø0 O'O 0.,0 0.o O.r,l 0o0 0.4 0.0 0.0 0"0'0.0 0.0 -0..0 0.0 0.0 0.0 0.0 0.0 0.0 0.0áS o 29 0..1 0rO ô"Ò O.(r o"ô 0.0 O,ô 0"'l 0,0 0,0 0.0 (,.0 0o0 0.0 0.0 0.0 '0"0 t)"0. 0"0 0.0 0.0 0.0 0.0 0.0ê5 9 tC 0.0 n..0 6"0 0.0 o.O O"O 0.0 0.o O.O P.O O"O O.C q.0 0.0 0.0 0.0 0.0 ,9.0 0.0 0.0 0.0 0.0 0.0 0.0

0.1? o.;i o"?1 0.'17 0"/.â O.46 Co39 0.-?ó 0.3? O.3e O./,ó Q.4B 0.77 O.?9 0.21 O.I8 Oô25 0.33 0.23 O"?7 0.42 0.31 0.35 0.34

T0TaL - 8.20ú

I.ISTEOROLCGICAL ERÂ^ICH . DSPARTHENT OF IRANSPORT . CANADA

RECOFNT\G PP.çCf9¡TÀf¡CN GU4GÊ - HOIITHLY REPORT

RFCORDING 6IJÂCF NUMBER 32

I1OR N I NG

5

ÎABLE A.VTT

lo 1t lz

A FT ERNOlN

lo 11 L2

o

DÂIq

65 9 ! 0,O 0"C 0.0 0, I 0"0 0.0 0.c 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0o0 0¡0 0.0 0"0 0.0 0.0 0.065 q 2 o.O 0.0 0.0 0,0 0.ù 0.0 0.0 0¡0 c.o 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 c.0 0.0 0.0 0.0 0.0 0.0 0.0óq o 3 o.o 0"c c.e 0,,0 1-o o.o 0"0 0.0 o.o o.o 0.0 0.0 o"o 0.0 0.0 0.o 0"0 o"o o.c o.o o.ol o.o5 o.03 o.0965 c L O"tZ O.l) 1"13 o"?ì {r"2R 0"2s o"t8 o.!5 Ct.ZO 0.29.0"28 0.35 0.20 0.19 0.09 0.06 0,t0 0.16 0.10 0"0ó 0"12 0.13 o.12 0"08.65 o : O.ût OoO 0,,1 0.O n"O O"O O"C O.O O.O O"O C.O O.O O.O O.O 0.0 O.O O.O O"O O.O O.O O"O O.O O.O O.OA5 I t. C.0 0.c O,O 0"C n"ô O.O O.O'O.C O.O 0.0 C.O O"O O.O O.O O.O O.O Q"O O.O O.O .O"O O.O O.O O.O O.Oó5 c 7 0.0 0"1 0.e cr.0 000 0.0 0"0 0¡0 0.0 0.0 c.o 0.0 0"0 0.0 0.0 0.o 0"0 0.0 0.o 0"o 0.0 0.o 0.0 0.0ó5 e I 0.0 n.,) c"o r,"0 c"0 o.0 c.0 ,.0 0.0 0..0 c.0 o.c 0"0 0.0 0"0 0.0 0.0 0"0 0.0 0.0 o"0 oo0 0.0 0.065 e .t 0.0 o.0 n"(r O,C 0,0 0.0 ('.0 0.0 0"0 0.0 0"0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 C.0 0.0.A5 a l(:0.0 ()Þ0 rar.0 o.o '1"o o"c c,o o"o c.0 0"0 0"0 fr.o ().0 o.0 0"0 0.0 0.0 Je0 0.0 0.cì 0.0 o.0 0.0 0.0A5 q l! oô0 o.0 ooo 0,0 o"o 0"0 0"0.rJ.o o"o o.o o"o 0.0 0.0 o"0 0"0 0.0 o.0 0.o o.0 0.0 o.o o.o 0.0 o..cô5 a !2 í!.ô C"1 0"0 o.c 0"0 0.o 000 0.0 0"0 0.o 000 0.0 0"0 e.0 0.08 0.02 0"0 0.0 0.0 0.0 0.0 0.0; o.0 0.0'éq q r? O.il 0"ù OôC C)"0 o"0 O.0 0.0 Oo0 0.0 0.0 0.0 l)o0 0.0 0.O 0.0 0.0 0'0 0.0 0.0 0.0 0.0 0.0 0.0 O.0(.5'¡ la 0.¡) ooc 0.c o.o c.0 o,o o"c 0.0 0.0 o.o 0.0 o.o o"o o.o 0;0 0.c o.o o.o 0.0 o.o o,o o.o c.o 0.0ö5 o 1c o"''ì 0"rì (ì.C 0'n {J.0 o"0 O'0 0;O 0.0 0"0 0"0 0.0 t.ù 0.C 0.0 0.O 0.0 0.0 0.01 0.04 0.13 0.02 0.10 O.036t q t{ c"f.}1 ooct. eocl 0"r)! 1.02 0oo? ooc? 0"03 0"04 coo5 0.05 o.o5 o.oP o.08 0.05 0"o8 0"09 o.l0 0.oå o.09 0"1¿ 0.15 0.15 0.¡565 c.l7 nólq n.tt rìñ0c o.,06 ôn07 o.oq ô,09 o.oo 0.oó o.o4 o"o3 o.o4 o.o? o"o3 o.oi o.05 0.02 o.0l 0.04 0"02 0.0 0.0 0.0 0.0

. é5 e !¡ 0,0! 0.0!. C"0 nó0? 0"0o (,o05 (,',¡0? 0.0 0.0 0.0 0.0.0.0 0.0 0.0 0.0 0,0 0,0 0.0 0.0 0.0 0.01 0.01 0.0 0.06c q te oor) 0.0 0.f (r,,0 c.0 (,"0 o,0 0.0 0.0 0.0 0.0 0.0 0.0 0"0 0¡0 0.0 0"0 0.0 0.0 0.0 .0.0 0.0 0.0 0.0

.ó: o ?o o,,c 0.0 o"0 o"o 0.0 o.o o.c Q.o o.o o.0 0.0 0.o 0.0 0.0 0.0 0.0 0"o ?.o o.o 0.0 o"o 0.0 0.o o.0ó5 q 2l 0,,r) 0"(ì ô"C' (i.,o n.0 0.O (l"ll 0oo 0"O 0.0 0"0 0.1 0.0 O"0 0.0 0.0 0.0: 0.0., 0"0 O.0 0.0 0.0 0.0 0.0(5 9 2? O". O"J 0"0 0,O.-O.O O"O.0.0 000 0.0 0.o 0.O 0.0 0.0 0.0 0.0 0.0 0.0 0.13 0.0 0"0 0"0 0.0 0.oz 0.0'r15.o 2'¡ 6"¡¡ O"1 C"O O.O O.0 0"O 0.0 0,O O.0 0"0 0.0 0.Ot 0"0t 0"o2 0.0t 0.0 0"0 0.0 0.o 0.0 0.0 0.0 0.0 0.0ó5 0 ?¿ 0"0 0"J c"c c"0 0"o 0.0 c"0 0.0 0"o o.0' 0.0 0.0 0.0 0"0 0.o 000 0.03 0"03 0"01 0.o 0.0 0.0 0.0 0.0Aq Ð 2c 4ôn 0"0 o.0 o,o 0"o ô.0 o"0 0.0 0"o 0.0 oô0 o.o o.0 o.0 0.0 0.'o 0.0 0.0 o"o 0.0 0.0 0.0 0.0 o.0l'5 e ?ó Oo,) o".) C'0 0.r1..0o0 O"O 0.C 0oO 0"0 0.O C.0 0.0 0.0 0.0 0".0 0.0 0;0 C.0 0.0. 0.0 0"0 0.0 C.0 0.069 o ?7 0.t) ooO O.C 0.0 0.o o"0 OsO 0.0 0"0 0.0 O"0 (r.0 0'0 " 0ô'0r 0.0 0.9 0.0 0.0 0.0 0.o 0.0 0.0 0.0 0.Oö5 q îe cùJ o.o c"0 0,o nuo 0"n 0"0 ooc 0"o 0"o 0.0 0.0 o.o o.0 o.0 o.o 0.o 0.0 0.0 o.0 0.0 o.0 0.0 0.oó5 c 2o 0.o 0oô 0.0 o,0 0"ô ooo c"0 0¡0 0.0 0"0 o.0 c).0 0"0 0"0 0.0 0.0 'oao 0.0, 0.0 0.0 0.0 o.0 0.0 0.oó5.a ?0 o.o 0"o 0"(, 0.,ô cô0 0.0. 0.0 0,0 0"0 0.0 0.0 0.0 0"0 0.0 0.0 0.0 0.0 P.a 0.0 o.0 0.0 0.0 0.0 0.0

. 0..?5_0.21 o.?4 O"3! 0.4ó 0"42 O.3l 0.27 O.30 O.3S 0.3ò 0.45 O.3l O.tz 0.26 0.21 0.24 O.4r O.?5 0.25 0.41 0.16 O.42 O.!5

TOTAL - ?.89i:

METFCR0LIìGICAL BRANCH - DFPARTMENT OF TRANSPORT - CANÀDA

FECCRDI¡'¡G PRqCIPITATI0^l GUIìGE - H0Í\ITHLY REP0RT

. RECORDING GUACE NUI49ER 33

MCRNING

TABLE A-VTIÏ

l0 tl L?

AF TFRNOON

lo ll l2

.,t

.?

., (rl:(,

... .,I

.fD

oÀfE

ó5 e I o.o 0"0 0.0 O.o 1.0 0,0 0.0 0.0 0.0 0.0 o"0 0.0 .0.0 0.0 0"0 0.0 0"0 0.0 0.0 0.0 0"0 0.0 0.0 0.0ê5 ? 2 C"rl O.O 0.0 O.c c.O O.O 0.0. {).0 0.0 0.o 0.0 0.0 0.0 0.0 0"0 0.0 (1.0 0.0 0.0 0.0 0.0 0.0 0.0 0.065 o ' Õ.o o.f, O.0 0,O o.O O.o OoO C,C 0.0 Cr.O 0.0 O"C O"O 0.0 O.0 0.0 0.0 0¡0 0.0 0"O 0.01 0.05 0.01 0.0765 9 ¿¡ Ooì2 0,OD Ont2 0,2? 10?c O.:2 C,14 oo12 0"17 002? Oô?7 0"1t 0"20 0.I9 0.08 0.11 0"10 0"?0 0.lc 0.ll 0.0ó 0.01 0.01 0.0165 o c o.q? (r.ù oôo o,r.) 0.0 o.o c"o o.o o.o o.o o"o o. o o.o . o.o o.o o.o o.o o.o 0"0 o.o 0.0 0.0 0.0 0.0ó5 0 6 o"t 0"0 L1"c o,() c.o o.o o,o o"o o"o o.o o"o o.o o.c o.o o.o o.o p"o o"o o.o o"o o.o o.o o.o 0.055 C ? O.; O"(t 0"0 o.o t.o 0"0 o"0 :r.o o,0 o.o 0o0 o.0 0.o 0.0 o.0 0.0 0"0 0.0 0"0 0.0 0"0 0.0 0.0 0.0

. ê5 â r r.r.C O.O C.{\ 0,C 3"0 O"O O,C O.O O"O 0"0 .0.0 0.0 0.O 0.0 0.0 0"0 Oò0 0.0 0.0 O.0 0.0 0.0 0.0 0.C{.5 e o o.o 0.o o"n o.c oêo 0.o o"o 0.0 o.o o"o'o"o o"o ooo o.o o.o 0.0 oo0 0.0 0.o 0"0 0.0 0.o 0.0 0.0ó5.¡ tO oâ0 0,11 O,0 (ì.0 0"0 0.0 O"C C.C O"O O.O 0.0 O.O 0.0 0.0 0.0 0.0 0.0 Q.O 0.0 0.0 0.0 .0.0 0.0 0.C.ó5 a lt O"O 0.1 o.O O,O 0.0 O"o o"O 0"0 0"O 0"O 0.0 0.O 0.0 0.0 0.0 0.0 0"0 O.0 0¡0 0.0 0.0 0.0 0.0 0.06q â -tZ O.C (\"C O.O' o.o O"O C.O o"O C.O O"o O.O o.O O"O 0.0 0.0 0.05 0.0 O.0 0"0 0.0 O.0 0"0 0.0 0"0 0.065'9 tt ô"0 O"o CoC C.,C 0.0 t).o 0"0 O"0 0.o o.0 O"0 0.0 0.0 0.O 0.0 0"0 0.0 0.0 0.C 0.0 0"0 0.0 0oO 0.0é5 q !¿ o.c Q,o c"0 c.,o o.ü o"o c"o 0.0 û.0 0.0 c"0 0.o 0"0 0.0 0.0 0.0 0.0 o.0 o.0 0.0 0.0 0.0 0.0 o.c6q a 1c ^ô^ O"¡ O.C O,C ooô o"O C'0 ooO c"0 o.o O"0 þ"O 0'O 0"0 0.0 0.0 0.0 t"0 o"o2 0"07 0"12 0.05 0.12 o.0óé5 g lÁ O"ri(. n.Ot O.o? 0,0 0"03 o.03 O"O¿ 0.03 0¡O5 Q"O5 O"04 O.05 O,OS 0,05 O"04 C.07 O.07 O.r.2 O"l4 O.O? O"OB O"09 O"I3 O.OBê5 o:.? 1"1? ñ.0? O.O¡ O.gq 1"0¡ O"05 O"04 0,03 O"O? ().03 O"0 0"C O.0 0,01 o.02 0.06 0.01 o.0l 0"01 o.02 o"0 o.0 0.0 0.o

. 6q a !s 0"0 r)"1 n"c? c,05 o"or( n"o3 o.o cl,0 0.o o.0. o.o 0.0 0.0 0.o c.0 0.0 .0.0 0.0 o"0 0.o 0.0 0.0 0.0 o.0. ó5 c lo 0.0 o"O O.'0 0'0 0.0 OoC 0.0 0.0 0.0 O.O 0ôo O'O O.O O'0 O.O 0.0 o.O o.O O"O 0,0 O.o 0.0 0.0 0.0

f.5 t 2C O"O o.r't O"C 0"t) o.ù .O.O O"0 D"O 0.0 0.0 C"0 0"0 0"O 0.0 0.0 O.0 0"0' 0"0 0.0 O.0 0oO 0.0 O.0 0.Cf.5.q 21 n.1 O.o n.,o C,^ O.O O.O C.O O"O 4.O O.O O.O rr.O O.O O.O O.O O.O C"Ó O.O O.O O.O O.O O.O O.O O.O6q.t ?? oôo 0c¡ o.a 0,o 1)"0 o,o 1"0 o.o o.o o"o c"o 0.0 c.o o.o Lr.o o.0 0.0 0.19 0.10 0.07 0.02 0.0 0"0 0.0å5.9 ?? C"O O.O 0"1 O.o 1"O O.O O"O OoO ooo ooO O"0 0.0 o.O 0.o 0.o .o;0 0"0 0.0 0.0 0.0 0.0 O.o Oo0 0.Oé5,r 2¿ O.o 0,0 C"C O"O 0oO O.O OnO 0.0 Cr"0 0.0 0.0 0"0 0.0 O.0 0.0 0.0 0"0I 0.01 0i03 0.0 0"0 0.0 0.0 0.065 I2c rì,rì 0"La n,,O 0or) 0"r) O.O O"O O"O O;O O.O O"O O"O O.O 0.0 0.0 0'¡O 0.0 0.0 0.0 0.0 0.0 0.0 0.0 O.O6F e 2l¡ 0.0 !.1. O.C C"C o.O 0.0 o'O 0.0 Cr.0 0.0 0"0 0.O 0.0 0.0 0.0 0.3 0.0 0.0 0.0 0"0 O"0 0.0 0.0 0.0r5 q ?? C"O n.O 0,0 O,o O.O O"O O"O O.C O"0 Oô0 0.0 0.0 0"0" 0;O 0"0 0.0 0.0 0.0 0'0 .0.0 0"0 0.0 0.0 0.0ð5 o ?3 O¡O o,{) 0.0 O.r:ì Ð'O O"O O"O 0.O 0ó0 lroO 0"O 0.O O.0 0.0 0.0 0.C -0.0 C.0 0"0 O.O 0.0 0.0 0.0 0.C66.a ?9 ô"0 0"0 O.O 0,0 O.O O"O e"O 0.0 C"O 0.0 C.O 0.0 O.O O.O O.O .0.0'O"O 0.0 0.0 0.0 0.0 0.0 0.0 0.0ó5 9 "O 0,,û O,O 0.0 o.O o,o o"o o"o o.o coo .o.0 0"0 o.0 0.0 o.0 o.0 0.0 0.0,0.0 o.0 0.0 0.o 0.0 0.o 0.o

O"l2 O.l7 0.¡8 0.32 ù"/rrå O.33 o.?O O.l8 0"25 O"3O 0.31 0.39 0.28 0.24 0.19 0.24 O.t9 0.53 O.4C 0.34 0"29 O.?o O.Z7 O.22

TOTAL - 6.796

FETECPCLNGICAL EPANCI.t. DÊPARTt'tENT OF TPANSPORT - CANADA

RFCNRC'II{G PCECIPITÀTTON GUAGE - I.IONTHLY REPORT

PECNRDI}JG GU¡GE NU¡18ER 34

r.t0Ã ¡,1I füG

5

TABLE A-IX

l0 tl t2

AFT€ÈNOON

l0 t1 L2

ulÈ

é5 0 I 0.0 0,0 0.0 0'065 9 ? 0.0 0.0 c"0 0,0és ô : o"o o.rt c.e c,,o¿1 q L 7"1-? O"t.2 n"l5 0¡2365 c '5 Cci)6 (lor)¡ C.1O 0"ô|,')é.5 9 6 oqC 0.C 0'0 0'o65 0 7 0"Lì Ôoo o.o 0'0¡55 q 9 O"ô Ooi) CoO C'Oó5 c 9 0.rl Lro0 O"C 0.Oê5 t lc c.Ð c"c 0.0 c'065 a ll 0.,0 0.t) 0"0 Oâ0óc a r¿ o.0 0"o 0,cr 0,0^5 C t" Q,0 (ì"0 0"0 o,n65 a I4 3"1 .0oO n;c 0,oAq a lq n.r) 0,0 0"0 0.065 a té o.r.ì< c,,¡2 c"c:0;0!é 5 çr 1.? ¡" l3 O, 0,t 1.0? O" 0?65 9 !p O.^O 0"01 0"ol 0'nîéc a !c O.1 Lìoô 0"0 0,O6s .l ?0 Qr0 0o0 O"C 0.0é1 a ?t c.ù. 0.rì oo(l (!trl65 9 2? o"C 0.0 c.0 O'0é5 .ì 2? noo Ltoo o,0 0,0Â5 c, ?¿ 0,c con o"0 e"0ó5 a 25 ù.1 tìoô 0,c o'').ó5 a ?6 ô.O ('"0 0.0 n"oó5 c ?? 0"0 o'tl 0.0 0"065 c l8 0,1 0.c. 0"0 0,'o¡5 9 ?q C"q 0"0 o'0 o'065 9 30 C1"r) O"0 0.0 (''Lì

'I-l'-ÞtJll ¿I-Jt

l.l¡ LSnN CRSEK THf ESSE¡l FOLYGT)N ÀÂI¡¡FÄLL

0.o OoO 0.o O.O O,O O.O O"O O.O 0;0 Oio 0.0 0.0 0"0 0¡0 0¡0 0.0 0.0 0.0 0.O O.03,o O.o O"O c.O O.O O.O e"O O.O O"O 0.0 0.0 0.0 0"0 0.0 0.0 0.0 0.0 0.0 0.0 0.Ct.O O"o O.O O.O 0oO O"O O"O O.O OoO O.O 0.0 0.0 0.0 0"0 o.0 0.O O.01 0.05 O.03 0.lOo"29 0o26 O.?Z C.t9 0.25 O"?9 0"34 Q.36 D.?4 O.t8 O.tt 0"09 o.12 0.13 0.10 0"09 o.08 0.07 0.0ó 0.151"0 O.O O,O O.O O"0 O"O OoO O.C O"O O.O 0.O O.O 0"0 o.0 0.c 0.o o"0 0.o 0"0 0.00,0 0.0 o.O o.O O.o O.O O.O O.O O"O O"O 0.0 0.0 0o0 0.0 0.0 0.o 0.0 0.o 0.0 0.0lorì O.O O.O O"O O.O O.O O.O O"O o.O O.O o.O O.0 0"O 0.0 0.0 o.0 0.0 0.o 0"O O.0fì"O OoO O"O O.O O.O O.O O.O o.O O.O 0¡0 O.O O.O 0.0 0.0 0"0 0.O 0.0'0.0 0.0 0.0n.O O.O O"O O.O 0¡O o.O O"0 OoO O.O O.O 0.0 0.0 O.0 0.0 0.0 0.0 0.0 O.0 0.0 0.0O,r) O.O 0.,0 C.O O.O O'O O.O O.O O"O O.O O"O 0.ù 0.0 0.0 0"0 0.0 0.0 0.0 0.0 0.0O.O O,O (r,,0 O"O 0.0 O.O O.C O.O O.O O'O O.O 0.0 0.0 0"0 0.0 0.0 0"o 0.O O"0 0.00.ô O"O O"O O.,O O.o O.O O.O o.O O.O o.02 O"O3 O.0I O"OO 0.00 0.0 0.0 0"0 0.0 0.0 O.01"0 O.0 O..O o.o C.O O.O O"0 O.O O.O O.O OoO O.O O"O C.0 0.0 0.O 0"0 0.O O.0 0.0O.O O.O (t.O o,0 0oo ooO C"O O.O 0.0 O,O 0.0 0.0 0"0 O.0 O.0 0.0 0"0 0.0 0.0 0.0n"O o.0 0.0 O.O 0.0 0.O OaO 0.0 O'O O.O O.O 0.0 0"0 0.0 0"03 0.09 0.10 0.04 0.08 0.0/rc.,03 0oO1 0,,03 0,04 C.0/' 0"0¿r 0"05 rt"17 C.09. O.06 O.Oó O"cs 0.tl 0.11 o.l1 0.10 0"13 0.I3 0.16 0.14c..OB o.0q 0,03 .4.C7 O"05 O.03 o.03 o.Ol O"o? o.02 o.02 0.c5 O.02 O.oZ o.o¿ 0'02.0.01 o.00 0i00 0.011ì"Or( 0104 o"Cl O.O 0,0 0.O 0.0 c.O O"O O'O O.o 0"0 0"0 o.0 oe0 0.O0 0"01 0.01 O"0 O.o1.o O,O o"O O.O o,O OoO C.O O"O O.O O.O O"O 0r0 0.0 o.O o.0 0.0 0"0 0.0 0.0 0.0l"o o.o e"O O.o O.O o.O o.o ()c0 O.o O.o. o.o O.O 0.0 o.0 0.0 0"0 0"0 0.0 0.0 0.ol.o o.o c.o ,1.0 ô;o o.c cóo c,.o o"o o.o o.o o.o o.o o.o o.o o.o o"o 0.0 0'o o'01"0 o"c 0"0 O.O O"o o.oO o"oC 0"0 O"O O.OO O.O o.O o"oZ 0.11 0.02 0"0ì 0"00 0.01 0.0I o.1r)"o o.ô o"O 1.0 0"O 0.oO Q.OO O.Ol O"Ol O.O? O"Ol O.C O"O 0.0 0"0 0'0 o"0 o.0 0.0 0.Cfr"o o.0 o.o 0.0 o.o o.o o"o o.o o.'l o.o o,o o"ol o"02 o..oI o.o1 o.o 0"00 9.9 9'90 9'?ô.o O,O O,(ì 0r0 O"O 0oO O.0l C).OO 0.0 0.0 O"O 0.0 .0.0 0"0 0.0 0.0 0"0 O.0 0.0 O.o0¡O o.0 o,o o.o o"o o.O o.o O.o O.o o.O O.o O.O o.o ooo o.ô O"o 0"o 0.0 0"0 0.Jt.c O.o o.O o.O 0.0 O.O o.0 O.0 O.O O.O o.O 0.0 0o0 0.0 0.0 0.0 0.0 0.0 0.0 0r0c.o O.o O.O 0.0 o.O o.0 c.O O.O O.O 0.0 0.0 b.0 o"O 0.0 0.0 0.0 0.0 0.0 0.0 0.0C"O o.o 0,0 o.O 0.o 0.o O.O C.o O.O O.O O.O o.C O.O O.O 0.o 0"0 0.0 0.0 0.0 0.0:ìoo OeO O.C o,o o"O O.ù O"o O.O o.O OÒO O"O O.O O.O 0.0 O.O O"O 0.0 0.0 0.O 0.C'

PUNCH CARD OUTPUT

¡

4330

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3!3

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666

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111

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¡IE¡414{

¡555

s¡rl¡t¡lr g¡ r

939!

I

I

jb

4

ul.".r (Jl

APPENDIX

56

SOIL MO]STURE ESTÏMATE

{r:

SOIL MOTSTURE

The soil moisture estimates \4rere based

average deficiency by a field method used on

This field. method was devísed in a relatively

manner but has served as an adequate index of

moisture conditions. \'Ì

On this study watershed there werä six sites chosen

for evaluating soil moisture condj-tions (Figure Bl). The

Canadian Department of Agricultural Research conducted "oifImoi-sture holding tests on field test samples.'. Analysis of

these samples with respect to soil texture, density, moisture

deficit and saturatéd holding capacity were done. Test

results on samples tal<en in 1963 are listed. in Table B-I.

The soil moisture samples \^Iere taken at regular period.s

throughout the watershed. The test conducted t/cas a hand

"feel" estimate of soil moisture. The results are tabulated

and the arithmetic deficit calculated. In a hope of improv-

ing these results, a weighted mean was attempted using the

Thiessen Polygon method

The results of the investigation even when using either

method. to obtain a mean h/ere questionable. The first area of

uncertainty was in the problem of whether the c?rosen sites

57

upon the

tkre v¡atershed.

preliminary

the soil

were actually representative of that area. The next area

of uncertainty was in the degree of.accuracy of the measure-

ment of moisture deficit. There is also the uncertaínty,

even after soil sample analysis as to the approximate mag-

nitude of the soil moisture holding ability

The agireement between the soil t4oisture stations

vüere varied. One reason was due to the'greater quantity of

shale in the soil zorre of sites four ana six. 'Îhe exLremely

high soil moisture d,eficiency at site six has resulted in

its value being omitted.from the arithmetic average.

The mean calculated from field soil.moisture

deficits was used to provide a primary estimate in the

mod.el. It was found that if station six was incorporated

in the *".r, there was a greater degree of agreement between

the actual and simulated hydrographs. :

In consideration of the September 3rd storm in

1965, the estimated soil moisture deficit using the

arithmet,ic average, Thiessen polygon average (with and

without an estimated site six deficit) was calculated

(Tables B-II and B-Irr).

58

3

o

oltrz

s:----\--o\\ì;s-r-\-í-r

\:^*/.-¿ I

,e/ 'è--f ,"q'rPL-¿-¿//

,-a---o*\o(\

L1'-Æ/"""'¡

,Soil Moislure

Stotions

CANADA

WILSON CREEK BASINMAN¡TOBÂ

a SCÁLÊ l:21.6 t-æ 'F---------.---- r*

SAMPLE#

1A

DEPTH

. TABLE B.I

P.F.R.A. SOIL SAMPLES

ro/6/63

6',:L2"1g"24"30"36"

6ttL2"1g"24"30"36"

6u].2"18"24"30"36"

6ttL2"rg"24"30"36"

6rt12"lg"24"3.0 "

36"

3 TEXTUREMOIST.

2A

26.76 Si34.00 si37 .52 Si33.3r Si28.'r4 Si27 .L5 Si

IcIcccc

INS. WATER

1B

19. 1925.3L40. 5636.2933.1929 .43

34.8829.2535.2737.2936. 3934 .07

47;9732 .0826 .3525. 3s40.L73l-.24

20.4826 .4L30. 8428.2829.66

22.37

cslhlsi clsi clSiClC 51 Sat.

233aJ

22

HOLDTNGCAPACÏTYrNs. /.6 "

60

4L0638005344

2B

2.53.03.43.03.03.0

DEFTCÏT

si cIsi cIsicsicsicsic

clc1Chl Sat,C sl Sat.Si Cl Sat.C sl Sat.

cslSi CIc1c1(si cI202 Shale)c1

I23322

"73.28.65.27.99.65

.14

.63

.L7

.36

.27

.07

3

.1000

.5

.41.0

1.82.33.03.03.01.8

3.03.03.43.43.43.4

323333

.I-0^.6

2

0

-.8-1. 6

422232

328937286281

8438775467

01

-.1.4.2

0.1..3

0.93.03.Q2.42.43.02.4

12222

-1. 3.1

0.1.6

- .4-2.L

.3

.1

.2

.5

.3

2.52.53.03.03.0

3.02 1:02.4

SAMPLEll1t

^

DEPTH

. TABLE B-T(CONTTNUED)

E TEXTURE TNS.

alloL2".18 "24"30 !'36 "

6"12"rg"

allo12"19"24"30"

MOTSTURE

20.48 CI33. 87 Cl34.75 Plastic C33.75 (si c 52 Shale)40.37 602 Shale40.40 70? Shale

43 .624L.5731. 12

s8.1847.5L38.9340.5638.25

TEXTURE

Si=1=

cl =

ÏNCHES OF WATER

WATER

si clsi cISi CI

30? Shale50å ShaleShaleShaIeShale

2.9I3.053. 133.043.633.64

HOLDINGCAPACTTYrNS. /6 "

61

,. 3.93Sat.. 3.7 4Sat. 2.80

5.244.283.503. 653.44

HOLDTNG CAPACTTY -

333333

From your observations on actual runoff it might bemore logical to assume runoff not serious till moisture reachessituation of site 28.

004444

DEFTCÏT

silt cIoam chlclay-loam C sI

.10

.2

.4))

l-0.3

o

.?

-1. 4

-1. I-0. I

.1)0

-2.9

DEFICIT - Represents the amount ofstoring based on assumedcolumn.

333

Calculated by assuming soil density of 1.5.

Figures rounded. off on the assumption runoffwould beqin at moisture level of site 14.

SAT.

000

3.4,3.43.43.43.4

Saturated contained sufficient water to flow.

claygritty heavy loamgritty sandy loam

moisture soil capable ofholding capacity in previous

Storm - 65-9-1

Station

1A

1B

2A

2B

3

4

5

6

SOTL MOISTURE

TABLE B-ÏÏ

Deficit.

0.25

0.79

0.20

0.27

0. r0

3.25

0. 15

AverageDef_icit

DEFICIT

September

WeightFactor

62

0 .52 0 .095

Arithmetic Average =

Thiessen Mean

0.24

0.10

3.25

0.15

3 | 1965

.Deficit xWt. Factor

s .01 0 .997

0.232

0.181

0.173

0.316

0. 049'

5 .01=

7

0.056

0.018

0.562

0.047

0.71"

0.73"

0.73u

Storm - 65-9-1

Station

1A

1B

2A

2B

3

4

5

6

TABLE B-TIT

SOTL MOISTURE DEFTCIT

Deficit0.25

0.79

0.20

0.27

0.10

3.25

0.15ô

3.28-

AverageDeficit

63

'i:

V[eightFactor+

0.52

September 3, 1965

'Deficit xWt. Factor

0.24

0.10

3.25

0 .15

3.28

8.26

Arithmetic Mean =

Thiessen Mean

0 .095

Note: e - Estimate of Site Six.

0.232

0 .181

0 .173

0.117

0 .199

0 .049

0 .0s6

0.018

0.562

0.018 -

0.646

9.26 =I 1.03 "

1.34 "

1.34"

APPENDTX C

64

VÍTLSON CREEK WETR

Problems

Adjustment Calculations

Discharge Calculations

I^ITLSON CREEK WEÏR

rhà problems associated with the weir located at

the confluence of the watershed are with the stage re.corder

measurements. A discussion as to the causes and possible

remedy will be discussed.'.í

The weir is located at the north-eastern tip of

the Vtilson Creek V'Iatershed. The cross-section is shown in'

Figure Cl.FTGURE Cl

.<ECO<ztE<.' Sr¿/¿'ds 7/ÞÉ AJ..î æ4 Æ126/ê5'5A

'i

65

The low level well outleti as can be seen from the

diagram, extends outward and rests in the notch of the weir

crest. The next high level outlet is located above the weir

at elevaÈion 1176.5 feet. The primary problem associated

with the weir is the low level outlet becomes plugged near

sîA-F GAuGz ¿ /:4'47râe4îÞñ æ-ce?:-? õ¿ Q.êH- S-oPêøî ¿-.e. //74./2 /ê ttæ-A .

WILSON CREEK WEIRI LOofltG oov¡sf¡e¡x I

9_

¡ t 79.4e L

f/ 76 tog

h,r..L aAV

z'l eaz¿ P'ÞÌ J5 t'È?s-tizNcî ¿/',vo4-4 rodo7êH ,N EF¿+?.

FLoâ/ /o7

tt7O.J

This coefficient should be less than one because the velocity

measured by the outlet pipe should be less than the mean

velocity

Since the actual elevation is not usually known

a coefficient must be calculated using the discharge and

velocity as determined from the recorded reading.

Static Head (Required) - CZ (Velocity Head) =

Recorded Head

Evaluation of

h, * cz (v)2 /2g = h*

(a) Storm 65-9-2 SePtember 17, 1:00 Pm

Rat,ing Curve - Dec. 1965 (Figure

A curve was devised to facilitate in thecalculations of C*, Figure

66

cx

ht

hz

Staff Gauge Read.ing

Stage Recorder Reading (Adjusted)

Correction Coefficient

Mean Velocity (rigure c"2 ) , fL./sec.

Discharge (Figure C-2), cfs.

cxvz

0

or at the hydrograph crest. The high level outlets do not

come into effect until the discharge is in excess of 700 cfs'

The recording (ref. to Figure c-3) is erratic due to the

behaviour of the well. water level. This yierd.s results that

contain considerable uncertainty. The major reason causing

this problem is believed to be due to the'shale.movement

over the weir. This is particularly significant rduring high

f lows. In order to correct for this behaviour') fu1l under-

standing as to the causes should be investigated..

Thesecondassociated.problem,ofminorimport'ance'

is with the direction of the Iow level outret-with respect

to the flow of water. The outlet pipe aÈ present' is placed

in the notch and the opening is faced downstream. This

results in the recording of the energy grade line or simil-

arly the hydraulic head minus a fúnction of the velocity'

head.

Thestepsthatweretakentocorrectforthese

two problems are as follows. The stage reCOrding chart was

initially smoothed out by sketching the most probable line'

The sketched stage curve was then adjusted by adding to it'

a portion of the velocity head. The coefficient used with

respect to the velocity head was averaged from actual points

taken during routine checks to that found after smoothing

theStagecurve.Thecoefficientvariedfromstormtostorm

67

and ranged. in the order of 0.43 to 0.801. This variation

\¡/as probably due to the extent of shale diverting the

stream flow over the low level outlet.

Recommendations in attempting to remedy the

situation are as follows. The initial investigation should

be conduct,ed to determine the exact causes of the recorder

behaviour during high flows. The estaOiishment of the

cause can then be rectified. Should the shale be the

cause then one of the following corrective measures may.

be applied. It may be possible to construct.a second:

outlet just above the low 1evel outlet without much diff-

iculty. This ouÈlet. should be above the leveL of moving

shale pieces that are assumed to block the outlet. Alter-

native solutions may be to remodify the low level outlet

and embed it in a filter unit below the weir notch eleval

tion. This could be located immediately upstream of the

weir. Other methods of recoÉding such as using electronic

devices may be investigated.

68

I The coefficient C was a function of the mean velocityat a particular stage and discharge.

c (v2 ¡zs¡

where V =

and Ahrecorded

ft./sec. I = 32.2 fL/sec.

is the difference in actualstage.

and

69

Adi}stment to Stage Recordings

Initially a check was made to see if the difference

between actual and recorded stage readings was due to the

velocity head. This would mean a coefficient "C" would have

to be less than one. The results indicated that the low

leveJ outlet acted as a piezometer facing in a downstream

2dl-reCËLon. '¿

The ensuing calculations deteimined the correction

coeffícient that was used to adjust for the veLocity head.

Determínation of Adiustment Coefficient1

Storm - 65-9-2 Septembet'+7, 12:15 pm

Recorder Readings 1174.80

Meter Notes 1175.00

Discharge 150 cfs from meter notes

Equation:

Static Head - Ct (Velocity Head) = Recorded Head

1175.00 ct Nr2/2g = 1174.80

V - 4.62 fL./sec. - Mean Veloc'ity - Meter Notes')

Ct G.62)'/2.32.2 = O.20

cr = 9'6t

Dougharty R.L. and Franzini J.8., 1965, Fluid MèchanicsWith Engineering Applications, Figure 11-3, p. 331-

Example:

ht = 1175 ' oo ft''

hZ = 1174.81 ft. Figure c-5

O = 115.0 cfs

v2 = 4.30 fL./sec. Figure c-2

h^+c¿x1174.81

C=x

Díscharge Calculatious

The hydrographs for the previously descriued storms

were adjusted and the discharge for hourly stage readings

were cálculated. The procedure used was to redraw the stage

recorder strip charts. This was done in such a manner Èhat

the correct gauge readings were produced. Then a system

utilízing an electronic line follower, analogue computer and

key punch operator reproducecl the stage on punch cards.

These cards lvere then processed by a computer progran' The

program (.Appendix G) calculated the correspond'ing discharge '

The computer program utilizes an interpolation

technique that \^ras very successf ul. This was an interpolation

(v2)z /2.g = htãt

* c* (4.30)'/64.4

0.19 ^ 1TÑ

V¡f

70

(r

:'' 1r75.0.0

3program" primarily established for the use by computers.

An example of the data input is given in Figure

The input. data was r.educed by the cónstant of 1700.00 feet.-1

and the output data is to be multiplied by 10 o. This is

done only to facilitate card punching and due to limited

space__{

i:

7L

Snyder, W.M. ,Journal of theJuly 1961

1961, Continuous ParabolicHydraulics Division, Vol.

Interpolation,87 , ì{o. HY4 '

Storm Date

65-9-1 Sept . 21 4 2.40

65-9-1 Sept. 18 11:00

TABLE C-ÏCALCULATTON OF

C Averagex

Date Time

.h,I

LL74 *43

rl7 4 .48

= 0.43

pm

pm

.

TABLE C-.IÏ

CORRECTTON TO HYDROGRAPH 65-9-1

Sept.4

h¿̂

L::l 4 3?LL7 4.42

'ì

Elev.

06

L2

18

24

06

L2

24

72

1174 .05 3.01174.31 27 .sLL74.49 98.0LL7 4.65 84 .0

rL74.49 56. O

LL74.40 41.0

1174.38 38.0

ovElev. Elev. Cx=O.45

37 .0

44.4

vz

3.023 .00

cx0 .420 .43

ChartElev. Error +0:5

2.54.053.83.32.75

2.75

0 .040 .110 .100 .070 .05

1174 .05LL7 4.35117 4.83LL7 4.75LL7 4.56LL7 4.45

1174 .10Lt7 4.401174 .8811-74.80

LL7 4.671174 .50

Date

Sept.16

Time Elev.

CORRECTION TO HYDROGRAPH 65^9'2

L7

L21824

06L21B24

06L21824

TABLE C-IIÏ

r174.10LT7 4.L91174.30

1174.60LL7 4.79LL7 4.77LL1 4.65

LL7 4.53rL7 4 .45LL7 4.351174.30

18

0EIêv.

5.40]-3.4229.7

75 .0110 .0105 .084.5

68.051.041.034.0

VElev

73

C =0.7x

0.000.040.qB

0. 14'0 :180 .180 .16

0.13o .110.090.08

1. 802.75

3.654.124.083. 80

3.523.182.902.70

Aug.6

7

Elev.

TABLE C.IV

CORRECTION TO HYDROGRAPH 66'8-1

C =0.4x

r174.10LL7 4.231174.38

rL74.74rL7 4.98LL7 4.951174 .81

LL7 4.66LL7 4.56rL7 4.441174.38

1824

06L21824

1174.58

Ll-7 4.70LL7 4.s7LL7 4.40LL7 4.32

70.s

94 .068.s37 .s25.5

3 .58

3322

985I45

0.08

0 .100.080.050.04

rL7 4.66LL7 4.66

1174.80rr7 4.65LL7 4 .45LL1 4.36

f20

l¡¡ü

WItSON CR.EËK

WEIR.

a,'o6t

,'%

""'i'.J'.9

..'.1.$""-.o' ç\5-

. r.l .....rén¿ \'

'..-^.$ '16v

"'- O6o"'

.{ ø...".io*u".' -ss

.tt t¡o'.t'

À 4.."À

^

^ 1966

o l9ó5

.ttt@Ä

DlSCl-{ARGE, .cfs.

2

VE tOC lT Y, lt. p"r sec.

FÏGURE C-2

{¡Þ

'wYot.Ôl - -':'9 |:'o; Ç"g - 2¡uo +,

Lt 'rtt, .' !'ttclt'yLl -'l',^

'o

Ot VLtl ¿-I¡¡

'-v¿y or:C, ':-iì'r

ålnV-¡t_ '.ú'ilLit. '.!¿{l? : .

- , þtvut. '1tt i:. .yv rL" '. iþa'*ttt

t

-- ----- z'''Y't)t'1"\

'¡ i"'< ¡1ill :

17'VLl' -Iq'r--

,1.4¿ rrof :?-¡î-is+.a e bî çt

) }LtlJ.t-n .-1 .\t

wu 5it ol - t t,lâ G;d -¡:1o

:l'{Lrl ':-¡nd?'. åç,'lutr'-*¡*"¡t

tib'êut- '1'nn

i

v'å.r; v¿?- r''*r',i."' '-"10il i_

'- l ryr' J9 : ol - tr¿'L 1

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. lL'çLi,''ln'a . "'

rnIUtdÈ,ÞuH

-tr{

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t--a

Js

\=

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ol.f

¡Þ

LJ:

IJ.L '.l¡¿' . d.¿

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t---I

Dù.rl-{- ¡ ¡-1iur,tf

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-p,t. lt'l*.|1 .

'^,,n.1.'t\1{'25C,¡-rrì rri lri<"¿r"

Þ ê,.r ú .cÐpi'r lG5 '

Ît M.E: q:55hqNgÏE '; AÈI$LC' 5trLL

itñlr, NM\J { RÀÑt

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:¿o{ A1'.lor Ptr,

,'.,i. .,'.. .t' :..':"'l- . ' I .-_ r'.¡ l' ,;' 'I-:--l--:.-.--.-L.:--,.; '.,r-l

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ul

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" 1 )'-J- \-{-' Þ-- \: iJ.iÈ P" 'n

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65 a ]Â 3.f10 ?"'lc 3.3o 3.8o 3;9o 3.so 3'Bo 3.3c ?.Pc 3.?9 3!?q 3.?9 1(: 11 76 76 16 76 75 7'' 76 ?o ?0 70

, (r5 g lÞ 3"?â 3.79 l-?o ?"?') 1.7F 3.?ll 3.2* 3.zS 7o77 7'17 3'77 3'77 ?O ?O 70 70 65 65 ó5 ó5 59 59 '9

59

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. é5 9 s^ ¿.rA 4.,ìq ¿., r7 ¿.or7 4,r7 1.ll ,,.tr..i¡ q.rá 4, ¡! o.ri q.là lzlt tzt, rráá ir¡r il¡r rr¡¡ 1133 lo33 Ì033 1033 lc33 !013

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ELf-VÁTI.]NS

TABLE C-VDI SCHARGES

I

,lrtr

{co

79

't:

D

1

METHOD

N D f 'X

SEARCH

APPE

by D. Alterman

August 1970

PATTERN

PATTERN SEARCH IqETHOD

Introductíon:

Theoptimizationprograjnaimstolocatethe

minimum of a function by the PATTERN SEARCH I{ETHOD. This

method is part of a iroup of techniques which are titled

"DTRECT SEARCH METHODS. " .{

Directsearchdoesnotrely.cjnevaluationof

partial derivatives, but ít relies on the sequential

examination of tríal solutions. Each solution "is compared

with the best one obtained up to that time

The pattern search stragedy was inèroduced in 1960

by R. Hooke and T.A. Jeeves. (see r9f '1) Tn their

publication the authors. wrote:' "We recommend the method' for the f,otrlowing

types of Problems:

a) Problems for which the answers can be

tested, once found.

b) Problems which consist of many separate'

cases, a few of which can be checked by

alternative methods. "

The original program for the pattern search stragedy was

writ.ten by P.A. McDonald of the Department of Electrical

Engineering of the university of Manitoba, in the Fortran ff

language. (The program in AIGOL can be found in ref'3 and 4) '

BO

Thj.s program has been changed

specific situation that occurs

somewhat Lo accornmodate the

in the Wilson C?eek Watershed.

81

g2

PATTERN SEARCH METIIOD:

Thg general idea of the pattern search method can

be summarized in the following \^Iay. There is no sophisticated'

mathematical theory behind this meLhod; it will be ad'visable

to refer to the various references in order to gain 'a more

detailed understand.ing of this method. i

The program is to minimize an objective function,

S, subject to a set of variables, . i'e' to 'find' Min

" *rr) ]Ls (v1,Y2, .... vrr)lWeachievethistaskbychangingtheargument

luntil the minimum of the function 'S' is obtained'' To get

the minimum in the mos't efficient wayr wê first have to

establish a BASE POINT. It shoutrd be the closest pôint to

the optimum known to the user. The base point is determined

by assuming a set of values for the argument The method'

will be explained. with the aid of an example and d'íagram I '

ExamPle:

Assume a two dimensional function where the base point is at

yI= I' Y2= 5 and, s (V) = 138. The problem now is what

direction is to be taken from this point. l^Ie refer t'o a

routine whose aim is to "Explore" the best direction for tl-e

movement. Vüe call it. E - routine. The argument will be

re-defined as and this function is S (O). We increase or

decrease the co-ordinates by the value of a pre-given step

length and evaluate the function each time. The change of

co-ordinates. is done with one variable at a time

The move in the co-ordinate system is considered

a "Success" if it devreases the value of S(O), or "Failure"

if it does not d.ecrease the value of S (0 ) '

ExamPle: ¿

\Y see Diagfàm TletÀ-)

step 1. s (01 = B + 2, ø2 = 5) = 154 Failure

step 2- s ( 0t= I - 2' az = 5) = r37 success

step 3. s (0r= 6, Qz= 5 + 2) = L26 Successt'

This ',set" of movement has determined the "Pattern".

Now, the PATTERN MOVE has been determined.. Every coefficient

will change by a given amount:

of = 2 x oi- - Y

(Remember that V is the Base Point co-ord'inates and' O is' the

exploration movement co-ordinates) .

This pattern move set a temporary base point, while the

permanent base point has been moved to the "Best" point

found. in the exploration routine.

ExamPle:

The Pattern Move:

'Õ1=2x6-8=4A2 -- 2x7-5 = g

The new permanent base Pointz

83

s (YI = 6, Y2 = 7l

The temporarY base Point:S (ÕI = 4, A2 = 9)

It does not matter, in this

value at the temPorarY base

Exploration routine to find

should be.

ExamPle:

CASE A:

= L26

base

Assume that the functional value at the temporary

point is given as the following:

S(or=4,Q2=9)=130i'e'Noimprovement

the permanent Base Point

Exploration movement¡

-'.>

stage, what is the functional

point,. !Íe refer to the

out where the"next movement\r

over

The

step

(Vle

84

1. s (ol = 4'2,02 = 9) = 193

do start with Q1 = 4-2 because

co-ordinate proved Lo be a success in

routine. )

step 2. S ( ÕI = 4+2, aZ = 9) = 129 '5

step 3. S (0, = 6, þ2= 9+2) = 120'0

this last steP is Point 6 in

"lower" than the permanent base point'

the new permanent base point'. The new

determined as before

Failure

reduction of this

the previous ExPloration

Success

Success

diagram 1. Point 6 is

We therefore set it' as

temporary base Poínt' is

CASE B:

S (ÕI = 4, ,2 = 9) = 130 Failure

Step 1. S (01- = 4-2, 'Z = 9) = 193 Failure

step 2. S (tl = 4+2t þZ = 9) = L29'5 Success

step 3. S (01 = 6, 'Z = 9*2) = 128 Success

Point6ishigherthantheperma.nentbasepoint.

The temporary base point is not an imprôvement "ït the

permanent one. Therefore, this movement is abandoned'' We

have to return to the permanent base point 'and' stait the

exploration again from there. Ïf now' during this exploration

routine we find a betLer point which determirìes a patter" *o\/å'

we can then continue. But, if we again fail to find a better

pointweshoulddecrease^byapre-givenfactorp'Thatis'A= pxA (whereP<1)

and we continue with the optimization, but with a smaller

step length. This way the search is d'one in a more

concentrated area

Itwasfoundthatworkingwithsixvariables,the

exploration routine would change one variable only' This

changewillsonetimesproduceonlyasliglrtimprovementinthe

function.Thisresultisnotconsideredasatisfactory

improvement.Itmustbeconsideredasifnoimprovementhàs

occurred... To avoid this type of devel0pment, two more

constraints have been introd'uced' '

B5

12

TÏ

ro

II

7

6

5

4

ÞBAGR.ÂM 1

CAsE A

t)

Þ,

TEMPORARY

BASE POIN T

4&---------t,¡a

aaa

aa

a

AII¡IIII¡Io6AI¡¡tIItII

>a5A,III

86

aaa

aoa

LI

dIIIIIII

r3.B' tt.\^

t. lgon.7n t.4or-

asa

lCASE B

2o<--------- oI

INITIAL BASE

POINT

I

r

aaa

6

v,0,

10

a) J, which is an indication of the number of

successful movements in the E - process.

b) DELTAFN (d.elta function) - which ís the value

of a satiafactory improvement to the objective function. As

the step length decreases DELTAFN should decrease by the

same factor. So , Lf for example in the E.- routine, only one

variable has changed, J will be equal tjo ott". Tf for example

this change produced. a value of S (O) = 122 and an" n.",,ious

base point was S ( V) = !20 | this will constitute a satisfactory

improvement only if DELTAFN > 2 However, if

DELTAFN Í z *e regard this case as if no i*piorr.*ent has '

'

occurred

The optimization will be terminated by one of these

cases:

l. N, the number of function evaluations exceeds a pre-.

determíned value. In this case, the output will fa1l under

the title " CONVERGENCE = I'ALSE "

2. The step 1-ength size is l-ess than the predeËermined value LAMBDA'

In thís case the output r.¡i1-1- fal-l uncler the title " CoNVERGENCE = TRUE. rr

87

The Computer Program:

The Pattern Search Program consists of two

subroutines:

1. Subroutine HJMIN

2. Subroutine E

The latter is the Exploration routine. 'i

Variable Names:

Kì'or NV Number of co-ordinates iVariaOlgs).

RHO g t Reduction f actor for step siz.e.

LAMBDA L, "Minimum" step length.

SL Inj-tial steP length. l

DELTA ^,

cgrrênt steP size.

H the functional value before a move is being

taken.

SPHI S (0 ) , the functional value for a move. 1

SPSI S (v ) , the functional value at the permanent

base point.

PHI (i) 0 i, the point resulting from the current move.

PSI (i) Y i, the correct permanent base point.

THETA O ' the previous permanent base point"

CONV. A logical variable which is true if successful

convergence is obtained and false otherwise.

LIMIT Maximum number of function evaluations to be

permitted.

88

VALUE Name of a user

which evaluates

suppld-ed function subProgram

the objective funcÈions.

89

Program Use Procedure

In the MAIN Program there should. be the following

declaration statements :

LOGTCAL CONV

REAL LA¡4BDA

DIMENSION x (k) (k is the number of,\*

variables)

EXTERMAL F .' ;

DATA x /O-l-r 0.l¡..,../, SLr'RHO''LAMBDAI'

.1, .5, 1. E - 2 / l

To optimize the functÍon HJMIN, it should be called' in the

following manner:NV = k (k is the number of variables)WRITE (6'501) SL, RHO, LAIVIBDA

501 FORMAT (' INITIAI SÎEP LENGTH '5 (' . ') , 1P810 .3/l

REDUCTTON FACTOR I

1g('.'), 1p810.3/' MTNTMUM STEP LENGTÍÍ. '5("'),

1P810.3)

CALL HJMTN (X,NV,7.,SL,RHO,LAMBDA,15O,CONV' .TRUE.'F)

vüRrrE (6 ,503) X

503 FORMAT ('X=' 6F10. 3)

wRrrE (6 ,502) Z,CONV

SO2FORMAT('F(X)='1P813'6T5XTTCONVERGENCE='I'2)

The function to be optimized is to be given in a

Function Subroutine as shown:

90

FUNCTION

DTMENSION

Example:

(1)+6*!a=S*X

RETURN

END

F (x)

X (K)

x (2) I¡ .....

91

START Þ

C----"iïJ;-*pr;;.-*"--l -iì;-;"-.*'; r*;ion'l--j--" YES @LJLoJg'-E-ilULo$ite-j--i value below that @ ti:: i ,-.

Llsgli-Ilstovslgtt-9!i j--t I'to (Ð

DESCRIPTIVE FLOI,J DIAGRAM FOR HJMIN

-'Ë;i,.';; 'r ;;^.t-i;;tl--- J:;*:;: .J---"ei lnit'ial Base Point i lBase Point¡I.

f------------l l-:.-.--------'l 'l-----ti Set new Base i---; Make Patt.tn l--Þ!

l--P-o:ll------j !-Iqr.-------j l-t-------

t iî;;.-**-t*Jî;'.r---i----> vrs @| "l Ii--n¡ value below that @ Base i

i Point ? Improvement 0k? !-----tr'¡o eL______________ _______r

¡----->l

IL

92

is step size

smal I enoughl---t No ---=¡i-Du..;.*

-T

-l---> YES L-flt-:l*-irr-v

Make E'

Move

I Convergence=.TRUE.

lIr---Þ--rlrV

t.

:_Í::-!-STT-i

IIt

DESCRiPTIVE FLOl^l DIAGRAM FOR E

I ;;;;;; c*ãø-i.ãiã' -l

I

--v-------l- Á.. constraints ir l----i viol ated Ir--------ï-------'

,It;

NOIIv

l-T5ïovã-llrii Success IL--------J'l

I

NO

I

__f-_-_____ai Decrease Co-ordi nates ii-::---:

I

.________g_-_____,i Are constraìnts !I L-,-!-_-_:i:L*:g-----i

93

YESII,lI.YI

.i'IIIt.

.tYEs ----Ì::::j_

: lRetain 'l'. I I. tnew Ial

! co-ordinates it!¡ and new I

¡l! functional it-lI Value I

yES !--:----r-----l!------p-----i

¡I¡I

îi

YES ----p

Þ----r

II

NOII

____-_Y_I trmovea i¡l-I Success !tl'------T

I

NO

I

Y__-_.

i o;* ;'--;;;;.*-i't--------.v

i-------l

i._1ll_-l

I. R. HOOKE e T.A. JEEVES, Direct Search Solution of

Numerical and Statistical Problems ' J.ACM, Vol' B,

pp. 212-229, April 1961.

D.J. WILDE & C.S. BEIGHTLER, Foundatiön of Optimization.

Englewood Cliffs, N.J.: Prentice-Hall , L967 -

A.F. KAUPE, Jr., Algorithm 178: Direct Sàarch, .

Commun. AC[Í, Vol.6, pP.313-314, June 1963. "

M. BELL and. M.C. PIKE, Remark on Algorithm 178

Direct Search, Comm. ACM, Vol. 9, pp. 684=685,

Sept. 1966.

J.W. BANDLER, Optimization Methods for Computer Aided

Design, IEEE Transactions on Microwave Theory and

Techniques, V MTT-17, No. 8, Pp- 543'544t August Lg6g'

P.A. MACDONALD' Locatíng the Minimum of Function by

Pattern Search, Numericai apptication Group, Dept' of

EE, University of Manitoba, April Lg6g.

2.

3.

REFERENCES

4.

5.

94

6.

95

APPENDTX trD

MODEL PROGRAM

Introduction

The basic procedure used in this mod.el program

was to break-up the major components into.subroutines.

These subprograms thus are called up by the rnain program

when required to perform certain operaùions. Ih¿ outline

of this appendix is formed upon alu same basis _as

the

steps performed. by the main computer program. This allows

for easy interpretation of the steps taken bf the computer

as it. completes a cycle of the computations oi *r" model'

The general outline of the segmented program is

to first introduce the subprogram (or main program),

followed. by a copy of the Fortran IV languâ9ê, and

finally the computer program flow chart'

MODEL PROGRAM

96

occ1.

cccctccccccçC.

ccccaIC

CNqPUTEF $ODFL OF I.¡TLSfIÀ! CRF!.K WÄfERSHEÐ

Àlir{¿1¡C.r6

N?tlq\.J

T.O 'F

CFLLS TJSID ÞLÀCFO IN SEiTES T4AX IO

=1 I'trÊF FLnh I ¡ICLUìEn¡ =2 I \IERFLOh E XCLUT)ED

nÀTÀ ¡¡rpr,T pFItilED')tJ'I YFS-L'ü0-2CrrLfrtLÂTI1¡lS PRINfËD ClrT YFS-ltNO-zcF^p'.{f cÂL pÊ llirFR rluTÞuT YÊS-1'N0-2ctôÞHJC/rL CfLCC:4p PLnllFp 0t,TDUT YES-l't\O-2Àr¡ílrHtF DÂTÀ SET TO F0LLO',1 YES-1.'NO-20PTIrì¡:À1. ('ìprÂÁrlrl:{ TIr¡E ln sTÂRT YES-lrNCì-2(JPlt.ì1.ô1, ¡ÞFÊ,¡.1!(lN TtÀrE ro Fil) YÊS-1.'NO-z

pLÂcE r.ccncDIr:G 1o ABCVE St-:OUEf.lct A I OR 2 t¡JIHc {pFp,ìp¡it ó'f I ccLUMf! rrF Fcc.t4'\T 50 IN THE r1'1Alf'l'

FCÂ CtLLs t 'ffì I0

' Vi\R I ÂBLE f\á ¡|ES

cc.

cC

cç.

c.cccç.

cc

c. c..

c

c.ccL,

a("

cc1.

a.

c

ccI

Ç

cl.

cot¡TFlL Cr.Rf)

i\¡A 11 5

nr!Np¡ÊclÞ( I !

TC!ÞTI C.1PFI FLN

FC 'le

!t'ÂPÀtl(IrJliv ,1poTCDI\l'lEVAP

s1

Ëxcis;s

9Ir{ifrK'.lKPP;ÊCt)LPîaCÀpi-)ÞÍrj cs,qSPn I frG(s

()P1ìir¡r l:Sì.1 c, !-(ct-'ìs 9'KL.

¡ESCF I PfICN

ctrrÌa.r|.¡T pÉì ccl PI TAT In¡l

^VG /PF¡!L HnUPLY PFEC¡;

lln?4t NrEFCiPrl C\ SrrlPt¡GtIl\¡rqFCIrTI|.)r'i STCÊr.Gr: CApACITY -

culRt¡tr v1Ll.,Ê cf: kntlT 70i.lES''fnþ¡'Gç

M^Xlrrìtr a¡rn(r¡.!f nF.9nnT zntlE.SfnlÂ{ìr v^t.uF

P^'l ¡vitì,n'¡ ^1I1f\'C.lj;?F.r¡{'f VrLl,: nr P(Jr-tVÂpnRÀTICjN

o¡.r cnr.f tcr rtJT

c(,t?.R!'t'lT vf Ltrú cF qvÄPoF.ÂflLlN FFCI{lñrFccf ÞTlcÀ' ?c¡lFCTJRFII'¡I VÀLIJ:: CF FVAPOlEANsPla¡'fJt,il ÊF9\'l F¡Fln zqNçcueÊir.rT vALl,E 4r FAIU ¡llNusI ¡'fçccripll lN l.ocsi s

clJDqc¡tt v^Ll.tÊ lìF fcF c0ÈtßlNÉnSr,t{E^¿F + tìrlr'}r Z(ìÀr! ÊLrlW

sl.lrì ôcl: c'rl\lsTAllf ( nl kEcl-É I ELDìsliìqÀGF C.\ST^N1 (ptriìcflL:FIEL0)rL ìCîLr.Ì I rìrr

PqÀCNLÂTIO\ CAPAC¡fYPiqÇnLÂTJCrl ¡\T r\ Lrl!.lER LËVEL.cT''to^f.F FlR SPPING Ftcrl{S PR I I. G ÊL 1'''Ic,T lcrt! c,lrtcf .\rlT:,T,r).¡c,t c r\:sÍ¡f;l..A,lrlitr'l wj\TFf PESEVOIP ':'C.l. ¡ìU'lo l¡¡TqR5T'lo^ñtr cn\tsT/lilfDF?o Pipc'ìLlrIilt¡ L lsssTDqÂGf cÐNsIANT

0Ct l0002000 30004c00500 0åo00 7Jo0 8)0o 900t 00c,1100l 200130cJt40r)I500t6001 70ot.Â00l 9c02 o0it?loo220oz 3b02 40o25.)o?50cz7 o02ï)'02 0co 30003Ìo

r.0720'' o3lo0 i400 i50o340037003qù0 390

, 0¿0004 t0.o+?o043004 40o4 5Qo4500¿70o480

. o49C0 500o510o52005300549o-c50c560o5 700580C,5 900 ó00

UNIT STORAGE

IN/HR .-XI (lo'50 1

IN/Hí{ .XZ ( 5o ItÎ'¡ X3(101501 ..

tN x4(l) :' ,

ll, X5(l'lr50t

¡l'l X6(!. I

I¡t/t¡1Y iZt¡r, r2tttl/HR x9(51)

x9 ( t l'.:

IN/HR ' xlD('1o'5Ot

IN/HR X11( 1O'5O')

I N/HR x t 2l t.o ' 50,

t¡¡z¡p . xt3(1Or50lHPSi{P S

IN/HR. .Xl5(10'50)lN/HF Xl7(I)IN/ilR Xl8( t0,501IÀr x19(10'50 IIN/r-rF X20l !.0,501

. uosH(s

.,tN xz3(10'501

l¡9 s¡ ft/HR X2 l( I0 t 50 )

HRS

:\ol{

cccccccÇ,

c

cI

ccccL.cC

c

aC

ccccI

c(.

cCa1.

;t:

c

C

cC

!,¡11'.'R HO,JqS FPCÈ! ]-24nlTf cî,Tî FF0'r 1-311:ll¡ÎF !C\tH FPqq l-,!.2Yç¡1P YÊ

^eTIiITT¡L VAL(!í NFI à'l f I

^L \tt\Ll,E Cc

DISCYG., 9]SCIIA¡ìGÊ TILSCII!-)RÀ!Àt R[ìrrr D cuavE

psc6,R(ù1 0,rl^- INPUT

! PL lCF PA¡l 1^r - :l! cAqDs

2 ÞLÀC!: ÄLL PÁIr\t n,1TÂ - LIlrtT 0F 6ltoNTHS

r o¡ÂcI rt,n sL/\\K cr,Fls r0.tÀlnlc^Tf EiJtt 0F D^TA

¿ pL rîÊ 1., lt_sorl cF,Fcf DlscH^pGË 0Áf ¡

rî or.ÂcF !wo nL¡ri c¡Þos r1 ¡À¡nlc¡\f'É ENf) oF f)tscHARGE

6 PL T\CE É{LD III LL OI'TFTOh DATÁ - 3I CA'{DS

I ¡41il¿lGÊDRFqF I CI.D

CCEEK

PF NC FqURE

pL/tCfi Ci:NTPnL C¡.Ên FfrR ¡'ll. lO Nq - l CARD

ÞLrr:F JrrtTI/ t. cc\rìI TtÙrli - 3 C^F0S

1 LI.ST 0PTJ Cr.t.ÂL D^rcs - 3 caRDs . LItllT

x21(501x29( 501x?1(501x3t(501x32(!tx31( I )

cFs x34 ( 50 tIN/HP X35( i0l

r.eFF¡1T STEt,! t l0 9 t IF N?=l

na

F;oF¡t srEes 7 T0 o r LE il7È21'r

0n 0l

oo02

000.?

o{ì 1/'( rì.3.4C 14ocnTOôô a

1C:) ã

00r t1

r¡l| f)gTlrltZ^rlCN PfnGFÂM USES 4 C0EFF" OrILY " :-

(n Fo !.s

0 6100ó20063C064006 5006óo05 700ó 80069 00?t007too't 20c?3c074007 5C07óo0?7007 ô0o 79C08000cl008?oc 8l0084Coe5001ó00rJ700A8008c009 0009t00920093009400q5009ó0097009 800 990I 000r0tor02010 301040lo50I O60I 070I 040lo90I 1001t 10It20I 130ll40rl tolló01t 701.1 40rl901 200

illM.:Jsleri x1(ìlr X?(?lr l2)r X8(501t Xalll¡ Xt7(r.lrxx?(?(lr x3(!0,5ll, x4(Ll' xl4fll' xl5(l)r x2lfllrX\16(1Or Ált, X??(rlr Àt411¡¡, ùr5(rott Àlá{l-01

ÊÊ¡.L KÐ, KPl XSr KDP¡ KBr KLr

J.trFî,-Êp x?e(50) r x?9(50!' Xj0(5c),xr^. 1f, qrì¡,T¡¡, (raqTr Tl^ll-Sr TIrrEFrxlo,,)r xylìo/. 1, x'rr}N(t861, xtì(lq6lr

L'lcl iÂL cÎfrvt{1,...::^L t:c.r.!,!¡llt '1r Êl o .f.ttcn.t:.îa\l /' côt,;lr / sT¡pT, flr¡Es, T¡rlÊF, K

f lri{ !¡,1 / t'¡l / r,! i \t2' Àtô' lisr ÀlAr ÀlPr ¡,¡o

f'ì\l\ll"J / Cfll i f KD¡ KPr KS' KLIP' KRr KLr NV' CiJir¡!(Ì^l f lrlç't.)l / {nf\lr Dr CP¡lt Y' IC¿P, ÉCÂPt

DAT A

ICEPT, ICAP, LCSS' LAIIBOA

x3)(5CÌ, oAYt3tt, YEiÁ, HOUR,TIrtFDr Pl, D(I9Alr'MON(19ólr Y(

nl SCHS(¡ 86r 2¿tl

' ':.

x( 4' , È35( 501 ,x22(1lr X25(1)r

PERCÀPr XYr XMONr X0

ì .\O.., co

o ocl I

oot2

ôoì 3oel 40c! 5où:.5

ô(\ì ?

(,rì I q

0Dl o

0r)Z J01t !00 ?.'e{)?3

302 ¿'oci;1)(): Á

c0¿?

ct-ì ¿ ì00?¡r,r(J 1C1() Ìriro ì t0tl)ã1(-r i 4.

1(ìì'i)ûrA(ì(14 7îC 1rì

r\011

¡l 04 f)

10/. !

o(!¿ 2rìiì4 J

146400¿i<0 01.5cn¿ 7

on{-Þ00¿âlrr)Ã ôÖ(rtlc0q?

. Xr 3ISC'tGr P¡'RC¡Pil.f?ór 241, EVAPAil(3I' '.21

lz10C-ri'r'l[r¡l I XX I Xl(l0t 5Ì lr X?r X5(ì0r 5l]r X?r Xl0(10r 5l]t Xll(l0r I2?O

x,tl). xl2(!.0, <)lr Xl3(:.ô,5ì1, x!6ltú,.51r, xl 8(10,5ll, x19(l0r l?'10fqlt' X?fJ(11r Stlr X23f llr 5!lr v2¿(l0r 5r. lr 12ár X28r X2er X30r ' 1240f\?!' X32(1lr Xi?lllr X(r¡ Xtlr Xor XlTr X4 1250cî:r¡/n¡r / su¡,/ sxl.ilolr sx?il01r Sx?(!clr SX¿(1o1, Sx5(l0lr sxó(t0 1250

. xl, sK7(!1lr sx(ì('.0t, sxq(tc), sxlc(to), sxli(¡0t, sxlz(l0lr suHr l27pxsxr trrcr) ì.280rll;'rrnll / Flf.s /.'411?1 12?0clplffì¡! | cî¡'TP I lz. : : 1300clu\rnÀ! / Fll?nn / ilFL(,nD !.3r0rn4\'i'l\¡ I 1^Ln I B¡\l.nF(3l , l2l l32O

t 'r..-^ x r L',,i ro"' !¿0. t 1,(.t" /, sL' rìH'' L^r4'oa / cz.r o. lr loE - ii:8

\? / 135Cf----\r¡,rìE V.lql^qtcs 1¡) B;OpTIÀIJZFD-NV 13ó0

rlr,r = 4 l37OIt = r 1380

Ii,, ir'ì 10 I = 1r 3l l39Cpr:^n (5'2llt f)¡Y(llr YFÀÊ' (EVAp^rl (lr Jlr J - l¡ l2l l/+00

?'l FîlrÂÎ (llrj' I?r l¿tr 12F5.?l l4t03ô cîÀlYJÀtr.'c t¿r2o

c 1410K=o 1440

. +0 K = K + r I45C)årÂ,1ì (5r50) Y(Kl '

{írlj(K} ' D(l{l I (PERC¡P(Kr I tr I = !r ?41 1460

,íù Êt:ìv¡l I L"xr 3I?r lXr 1?F5.?, I ?C)1t 12F5.?l l4?CL l4B0

, lc lD(Kl l 60'l.C'+O/)OL=Q 1 500?i) l- = L + t .. . ': lSlO

ç':l'ì (q'¡Cl xY(Ll' X¡lí'lN(Llr X0(Llr (nISCHGILT Ilr I ¿ lt ?t¡l i ¡r 15?O9iì t- ì!i: r1T (l.)x; ?.1?1 lx' 1215' / ?0x' 12:51 ' 1530

tc (XntLl) 90,q0,70 1540ôf) nî lro I = lr ?l 15:50

ìr1r l5rrcrll YF¡Lt tJt,Y(llr tqALnll(tr Jlr.J = lr 12t . 1560tto t:.)e{Al l:3x ¡ l?.¡ ?-x, T2, LX, l2F5.2l l57C'1. 10 C ì¡:r f ÄilJii -.¡ 15BO

îc¡,iì (5,1?r)ì r!.1 , r¡1 ¡ ft3r (¡j4(lÍr ! = lr l0|i tNlttl, I = 1r_10.j, ( r59o' X{<(tlr ! = ir !0}r f\17. l'¡ct ilô , 1600t?o Flpr,\T (?I5,5X, jOll, ?I5l 1610

16 ?0ri^l (5,130) ICFÞft IC.Âpr FIILl)r FCÂPr CÞANr DiRECTt KDt KPi 1é30

Xo::ìt'¡Lr ¡FtCÂf,r nPi[.C' SSr SPP.¡t''G' K9r KÐP' CFDREST BASE' KBr LOSS l640xr.Kl.r IXCESS 1650

rr^ Fqpr4l (AFç,,?r 2Ê1.O.?ç 5F5o?t /¡ 7Ê10.2t F5"?¡ FIO¿?¡ F5.?¡ F10.2r 1660xFt,?) 1670

1. . 1680NFLI,ìD = I t6qOEVÀe = 0" '. '17001T = O" .i l7l0

lalK=t l72Ol. = la3t!(Yl 1730SrAcT = riHÞS(Cr'llLlr Or V(Kt' 0l , 1740

c _ t75C. t-,'l T{) ( i 50,1,ìot , ir'¡ 1760

!rt(! c^LL nr,r/.: (t:ÂYr YgaR, EvtPÀNt! Af ß,r 'n ( ! "0r,

ooì , ÀlP l?sof i) tr.,,r (t,rq(,' t"ruir n¡.ff:r MoNfllr Yf aF. l79O140 rrìlirlllT 115t llr ,l¿rr I7l l8C0

\o(o

c05 -?

n (ì ¡ï¿

0(r5ic¡lf60rls7005 À

ctfì1

{10¡'rlù0f¡ìcô6¡lì143OO{ì¿C.5q

alATilf r' ¡00q':oo 70otì7!0r)7-?1f)?a

oÕtt0n. :c07...,ot)" 7

c'o' l

C(ì.ì¡(ro1l 'rnr?oùq-?or'ì n rînl<cnoÁ

rica2i.ilq90ûa0Coo r

nî1'oca 2

oôa ã'ô 11íc(rô"

. crìe.1nÍ)ç l\) l .).)0, 0lci120! 1r

0! 04

flqlss = f'HtS(or "tlflTHr DÀTEr YÊ^R' FOUR, lBlOc l8?o

C.1LI, l.IILSOI.I( ICÉPTI ICAPr F:TLO' FC.AP' CPÄN' CIRECTI KOT PERCOLI KP I81O' \r opFÞ.Cr SSr SÞPt\Gr FSr KDÞr GÊ0qFSt BÀSEr KBr LOSSr KLr Nlt YEl\R 1840¡, lr,ìÈi'Hr ñÀ1Ë, PîCCÂet 1850

. tqn ôi1 To (?oc,?lolr ¡¡9 18192lt) flj-\n (5r'r9î) fJru!{r 0^Tr' ilottTHr YFAP 1870

tf ¡,cF ' t.Hnç (0, ,10^ltH, 0d11, vEAf{, l.louRt 1880?1o ç'l\tl ntrt9 18C0

c leooil.l ??t) t E I' Nl l9l0

c---- r,rr l¡llrf^L cc¡tnlrtorjs" L92C

Xt(:, ctl : í.,"0 1.9?0X1(t' 5l. l = lcFef / t:r l9lrox1(f ' 5ì) = çttl, / l':l lS50xlô(rr srt = cv/ìo / NI t96OXlr(lr ''lt = FT / Nl , 197C(r 2t I, ,it t = rxrîf.s / \l 1980.x:.:l(lr 5r) = t!FFCI / NlYt¿J{tr 5l) = nlFCnL / Nl 2000xriìlt, stl = cPqÞc / f¡l 2010Xl.)(r' qll = SS / \¡, 2O?O

' ¡l Ì.) l I ' 5ì t = (Pf{ tilG / Àll 2O1O

X.rtir s,rl = C.an,ìrs / f¡ ?040Yrl,(L cll = SASE / t:l 2A5O

? O6r)x'r,ltr 5!l = LnSS / t;l . ?O7Oc. qxl(rt = 4o 2OR0

. sY?(rt = n" 2090s1'(tt = C" 2100sxi(ll = c" .,' .,' 21]o<Xr(Il = Oo i 'r?I2Osxstr) = o" '?1]Osx"tll ,0. 2l+osÍcf I) = tl" 2l'roSX.ì(!' = O. .sxli(tr = 0" ?t7ccxtl(rl = o., 2140

' SYl2(Il = O" . ¿ .. ?l??Sxl.a(ll = O, . 22OO

Zlit CìjfTl\¡rfc 22lOc ?2zo

. :r = ixcFss / f,tt ??7ODì = PL::{Cr1l-,/ ¡ll 224O

. rÞ l = rìDf'Fc ,/ ¡ll ?250IC.¡o = tc^p / ÀtI ?260cr a.t = FCf.o / llì 2270P':îC:P=PÊor¡PlNl ' zzgor. ì = Kll / 'r.'! ., 2210Kr = KP / \l 2300K = KS / ¡lì 2310

2_1?OYnr = (ñu / r.lì

X?z(ìt = GP¡{FS / Àll 2310X?ì(ìt'= Frrl.lì / ¡ll 2)40

. x1(!l = Icf-,, I /'.ll 2J5O.liLf - Flr:Lt) ,/. \l31 : SS / rtr 2170G"rrÊrq c íìcr)cFS / Nl 27AO'

c 2390: CILL Fllir:l'lF(J.r ()or 0.r 0.r 0"1 2100

iulc)

o

oiô1.c5 ,i:llrF (á'?3{ll sL' PHc' LA}IBDÂOìo¡ 2in F,-rq'¡¿T (' I¡,ITtÂL STEÞ LEÀJGTt't r5(...1r 1PE10o3 / t REOUCTI0N FACTO' xR ra(rnrlr rpFIc,S / | vINrMtrr,r STFP LE\GTH r5(.orlt lPElo.3l

c__-_- rHÊ rìnTl¡,!lz\TI0N suBRoul.INe H rlI¡:lqu'{Cl C? C4LL H.,vlil(I¡ NVr Zr SLr Rr4Or LÁMBOÄr 150r CllNVr Flcloc iJa ITF I 4¡?¿,C,1 X

ClCl. 2ir0 Éìlìi.¡i.T (r X=.ér¡1"31LltlO dC.ITt (ô"r-,11 Zr C0¡iVCil! ?rj(-) Ê1\-^'11 (' F((l='tùf l.?.ór 5Xr tCoNVERGEi¡CE=iL2!

c1L2 ÞA!¡'1 ?l'1ìolll ?1',:ì rrìtilÀl (,lr)Cììô t¿ = ?c'lll' tl = c(Xl0llÁ D'¡lrrl â'rLì

CltT 'ìfln (5r1P1) F{lUa¡ CÂl[r t'tlNTlrr YEAF I

Olrq îfMc! - À.HcS(0, {¡li:TH,OÂTFr Yç^Rr }¿OURI

crJr ¡lcLflflll = !o)i,1 lr = 2

cCtl 2 -ì

01??or ? Ioì ?¡0! ?5

01 2 rr

ô! ?70123

() = X(r )

Kt = X(?l(S = X(11Klo = X(/. IcåLL |/lILS0¡t( ¡cÊPÌ' ICAP'

x, f)oÉÂc, sSr sFFI'lGr K5rX, 'rTNf !-r, 0tl1r. pSpCApl

¿2 = FlXl??0 4.\LL Fxll

' t'"rî

II!I

FJELflr FCAP' CP¡\^l'|(Dp, GÂUßES,6ASS,

z4to242e?4?O244Jz45O24607-47 02480?490250025tO?52O2r102r10.2550?.560257 C

?580¿590?lr1O2610?6?Q2634?640?6502 é'6C?67 0? rì80?ó90

DIRECT' KDr PERCOL' KPKBr L0SSr KLr. Nlr YEAR

HjoH

l-02t'¡ (il - I tr¡l . trJ) aø .r (¡r. x2¿{ll. x?t(ll.¡. t?1. xo(:'.r(il- xl'{(l¡, x300.qrf - I

III.¡II

.¡It

:

I

:

.'

.

:

i

i

I

I

I

Êû-¡-st--l-tsft. 6t ?s

11o

I

so-1

I=d

E8

.é-E=Þ

ÈG.

ôu ..gF4.òLl<

ËÞ

rt.OÊ

a!d.rg'sE

--õ-a

Dr¡tt!l

105

*_t_lcÈt rrrrl

ch

ar

'..

:È-9JI¡ß.-

I

o:ls. . --.

coc I

00r?.

îCO3

o004

o00 50001-'o^ 0?00r)t,

000ç

f'úl 0

.001I(]ol ¿col l001¿.

oc'l i.c0ì.r,

n1! q

lot ?l)oto.0f): Ioo? trr0Liaìtrâ4ooii

Llc2(

f-urJr.f I0l,t F(xl

^lrrcf¡Sllli X{/+lr X7l3lr l?lt X8(5(ì}rXllr G,! !r XZr-(t0r s!1, x4(!l¡ il4(l0lr

cF!.¡{I, IC€PT, TCAPr LOSSr KO' KP' KS' KCP' KB' KL

I'iirE(;f R x?1150t, x29(501 r X"Ol50lrXtP5t, S1ÀoT1 TIIlFSr TIi'FFr SlAa.T! tx¡ISCq6(1.86r t4)

f'l't'rìrl / Cal-lll / S1ôftIl r TIUËS' TlMF5r K

c¡i.irliìtJ I tttt I Nl r l.l2r il4r tlt r ¡l( r llSr N9.,ìr,,!t r' I cf.t F t Klì, t î, Ksr KDe, KR ' KL' NV

Cnlt'rar,l / 1r'ottf / !fl,lr flr Cp¡lr Yr ICAÞr FCôPr PERCÀPr XVr X4|JNr Xt)

x, fìl c.cHG, oÊîcIP(l¡6, ?4) r EVApiN( ?l' 12)a,ìr'f.¡1 / XX I fi(lOr ql.)' X3r X5(lOr 5tlr X7r Xl0(l0r 5ìlr Xll(10r

\îll. XI1(:(\,:tlr Xta(10,5l.tr X!r,(lrrr 5!.)' xl8(ì,0t 51lr Xl9(l0rX':.1. X?J(lO' 5) )r Xâ3(lC'r 5I)' Xâl'(IÜ' 5l lr X25r X2Br X29r XlOrXX-lrr x.¡.ìlrÌ' X?3(!l'.X('(1!¡ X$r Xo(l-lr Xi?(ìlt X4

:1 4r.trìir / stt.y. / sxl(ìotr sx2()01' sx?tl0)' sxt'(lot' sx5(I0l' sx6(i.0Xlr q)."lro)r SXll(LOl' SXc(tOlr SXl0(lOtt SXII(l0l' SXl2(101r SUMr

xsx!t(!nlCñ1{\rC\l / ¡/afiS / q{t2)ftì\'.r:rJ / Cr'i'11. I lZarìu:4f :¡! / FLrID / "tFtf nDcnlìir,)^i / A!t.t't. / 8f\Ltilr(31, l2l

lli"l ;.tTn""

¡3r'( 5Ol r X35(501 | X36(50) t X3(N5(101r N{'(101

x3!.(50rr c(]96)r t4DN(18átr YlXy( l 1/)1. X¡tot,l(1.8ó) r XD(1861 r

\=(ìÀ'ÊLrr1lì = 2D1 tO I = I, Nl

!o Sx'l 1(ll = o" .r = (Tlrlf S - STL{Tl / 21r

. J = (Tl.rFs - cTÁDT) - (K * 2¿)5T;rT ='tIrltS - .,

c----or).r ?

0ñ2100? ¡Oôr¡rc0¡l110j)

c'01¿î1? illn2 7¡{ì t ¡

;ri) I I

( 01:-)c01,l.

fatÌ¿.) 1(ìc0+-t

'it!-I

D'l 2CrI=ìrrti' !n!Tl^tXl (1r 5ol =Xr(1,50) =Xq(l' 501 =Xri\(L t(rlx'1. 1(Ir 5¡lxrt(1.:c)xì1(lr'ic)x1 ¿ll,501Xr q( I | 5C l\r,)tl, fOtX?{l( 1r lClXat( Jr qOtX.ti ( I r rtì |x?r.,1L 5C)cn\lT l¡.t!JF

:ìì :i,O J =,.1=¡r+1.

0 01000 2000 ?0004000 5000400070c 08000 900l 0001i00i 2001 300!4001 500l Á00l 700¡ 900l 90o 20002roo2?oo?io0244o25C02ó0o?1 002rJ00?q0o300o J10o7200 3100340o35 001600?700 380o3 9004 0c041004 2004 3Co140c45C0460041 004800¿,900 5000 5I0o5?.o05 l00 540055ù0 5600 570o5 8Oo5900 600

r l'r'cnNnl Tr0i.s.xl(L I¡IX?(lr 5l )x5( I, cl t

= xl0(tr 511- xiì(lr 5ìl= xl?(T, 51t= xllf l, 5'1,Ì.'= Il.4(Ir <l)

= Xìq(lr fl)E xlc(lr crll

= x?n(tr rll= x2l(Ir 5t )

= x,{(lr f.!l= x26(l' tl)

| ¡ 24

FoOr

c04410r+ 5

o0¿ 4no¿70n4 q

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0rl¿'.rc46 ¡

.0 (ì ^.1()f)ñ ã

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Sl,r.PT = ST^PT + Iîn 210 J = t' l'lt

4050

nn rô (/.cr50 ) r l!llfF (TIviS - STrìRfl 50r50r90caLL f-v4p(r(FvApar.tr t¡cfl (Kl r 0(Ktr Jr EVAPOTT CPAN' NllÍr)(l¡t = lV¡.F:tTx?,1(Àll - Jx2a(Àt t = o(Klt- r M4All(lx21( ¡lt = tr( t lxrr (:.il = Y(K )

X?t,tr'l = ¡lSCHclr.' Jl./ 1C0. * 0.CC0204Iç (n(Kl - xt)(v.t ) Á0rt0i)ró0..JlìlTi (Ar7¡lFnqil^T (lxr r!)¡scH¿r¡GF TIME DCñS N0T aGPFE.lD(ilri q(), t(Kl, ¡:lí.lti¡tKtt Y(K)t XO(Klr Xl'lo¡'l(Kl¡ XYIKIßîtì\Af (f It0lsÍfrp

l.a?o

'ì ()

,r() \r = oñn Ifl ?¡rÔ

l,)0ì.Lr)

!c (r.t - )) t10rlto,14Oi.i'FT = X?(!, t0l-,.r^Þ = xroll, 50l;T = Xll(Ir 5nlF!Êl-n = X5(It rg¡í.\Ci:SS = xr?(Jt 30!Íìllr¡^r = Xt?lIr 501rair¿ciìt = xr_¿(L 50)sq = x!_o(Ir c,ô)

Sll'rl:C = XIC(l' 5ClnPçrC = XiP(t, 5O)CennEç = Xr"llr 50llj¡Si z Y7¿(Ir c0l tLìSS = x?6(J' 501

IF il - ll I?0rl?0,'l 30l-)tì F!!:rar = 0o

Spl'1 = 0.'llScl = no1,r r¡ 170

1'lr) ¡)lÐriÇ:t. Xl3(I - 1r 50 ISo(l r=X?t)(l-l¡501q¡Sr:! = X2ô(I - t.t 50lG1 ln 170

06 l0062 00ó3006400 650o 660067006-400 6900?0007t0o7 ?o0 7300 74C0750o 760

'07?007 B00790.0 30c08lr)0820oBl00840.08 5008ác08 7D0 8800 8qo0 900c9t0

,r 00?o" o93o

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. 1i6pll701180lIc0I 200

t!i:f,f = xj( 1, t¡ - l tlVÀP = Xl0(lr N - l):T = Xll(Ir \ - 1lÉrr:t.lì ' t.(1, òl - l)r'xa.açs = xl¿(.l, N - ll:,t¡.fr: Xt..(1, :l - :lli'-,ìl,:t .' Xi.,(¡r '¡ - !I;))FrC = )rlc(lr.ti - l)ss = xr.ìl l, t.: - 1 lspifrrc = Xzo{!r N- Jl¡,'¡n¡l.S : x:lf Ir N - ¡l¡/.s: = Xlr'llr N - ll

Il.il

lI

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Fo\¡

olc 0,:) 1

0r 0û

01 010¡ 0?0tol

îJ 11q

cli)i0l o4

01 07

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0t lL1

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ol l Á

c¡ 170! r. c

0t I o

bt z¡')! .) I

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r)l tl¡¡1 ?"cl. ¿ i

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ol ?lùi 326) 3.ì

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c

L:ISS = X26(I. tl - )llc lt - r. I ¡30'L?O.l60

r,lnFcr i xl3il - r", f\| - 1)SÞRl.X?0(l-lrN-11qrs!-l = x2411 - lr N - ll

.l 70 îlu_ aUt¡ìtsF(pFpCtp(Kr J) r DRAIllr À11' R,ÂlNXr I IXa6 | ill = nti li,lXr(lr N) = FAINX

ltLL lñrr¡C(tCGPTr CVÂpnTr cy[Þr P.ÀINXr ¡llr ICAPr EXCESST RAIN'xll'ì(Ir rll = ICÍPTX'.tì( l' ¡ll = ÍV^P

1a(ì CâLt FIELnS(FltL.)r FCAPT EXCFSS' FVÀt'OTt EVAPr ETr 0IRECTT X(llr(oiriCrrt-, llFF.rÀpr Xl?lr OlREClr.Lr ò¡ll ..: ..

xq( Ir å! I = ÊlrLD\l!(f' ¡¡l - t'lviu ¡ r, lr I = c')(CFSS

xli(lr Nl - DI!::fÇfXl6(Ir ¡ll = pFRCOL

yìollr \tt = o.Xla(r, \) =').X'n( l. òl ¡ = n.

'îa rn (Ì.0r:ooir N2

11O c¡.Lt Ii¡T¡ßF(SS,2ERCCL' SPRING' Xf3l' X(4)' 0PËRC' SPRl' NltXrrì{Ir t:t - ni,Eß:Cxt1)(!r N' = ssx,lo(!r ¡l l = sgat\fìaßfì.cL = trÞf:Rc

2OC C.il.t. í;qcriN0(GF)REs' ÊafE' PERCOL' Ktlr LCSSr KL' gASEIi

't t-I

X'1( lr tJl = 4PUFESx24f I' ^l):4^SFXrÁ( 1, N) = LoSS

:r o c.l¡JT li.tr![

¡¡¡¡ st.r)f;DF(0IPtCTt SPRINGT BÂSF' FLol,¡' 0RAINI

lrrÂY = D(KlttLL nALr:HLliì^tD'luc¡y, Ll, FL(,.t.,xlX15li.tl = FLfìl.t + FLftHX

r 210t220l23C1240125012ó0l2 7012E0l2q0I i001?10L72C1330I 34C1350I 3ô013701390I 390I 4001410t42o1430L440t4501.46 0I47 0148014901 50C1 5t0\52Cl5t01540I t.50t560I 570I 580I 590! 600l6lo1ó20I 63CI ó40t650.I 6601 ó70ló80ló90I 7r01710Laz-OI 730! 7401 750I 760I 7701 780I 7?0I 800

. cî Tn t?20.?.,c,?701 t lz 'f'îo c = G + (x'c(trl - xj¿(^ltl t lx?5fì¡l - x14(¡lll2 -¡ l 1n'¡f I illlt:

:ìì lar (,r¿.rìr¿-¡Olr '.1Ç

?rr'l lt ( STâr)T - TIi45çl 25Or?10'??O2',itì I: (t\l - ß0Ì ¿(0'270r27O2Á1 r-1 'll IrlllÊ

K.- K + f' Glfnl0

Ef

tso@

cOl4?. 2?0 Gî TO (280r Z9OtZ4Olt lZo'l 44 290 \- = 0nl4i Gî lrì ?60

C

o1¿4 210 CAI-t. Gâ^PHI lX30r X29r X28r X3l t \2Qt X211 Xlr Nlr Xl3r Nr X34rXr Nt I X25. X3é )

.C----- 1=lo IS Â 0lrÈltY F0t,¿LlTY.11t 7

O1¿¡ 1

frla:)ot rioni5to) 5toìs r

ô't c4Ðl q6(l! 5f)ù¡ 97fìl q?

ot 5 )ol Ao

î

ç1 l1 ? gr)

¡1^ G'1 r0 t110,29c,?"01r Iz-ll0 c = S0RTlG)pt.lttÍ 32tì, (X(ll, I = 1,41.

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¡ll. ]l = tr¡rr¡ = ll4lll

' :,:q5 i l:5Í f I'tl¿l) = r{A(r}cn 1û ( :.tcñ,

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?cL\ C^.t.t- nAT^?(f. i{Nr ¿'llr Àl' Xâát

ol É!¡ll Ai

0r41ll 1/.n1å5

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xcxl-?(¡ttiritr trl , x,5, x36)

a1ìfi Gft Tn (?otl,¿noÌ' \l(f'?.'ll C^l-L {lriÂpHt(ri^¡}.1 , X?/., t'¡, Nlr X35r X36r Xll/.)0 cr_).tTIljuq

'-tt-I

rì") ¿10 I =¡¡(1,5'l_)X¡llr 5llxq( I, 5l IXllì(lr ctlxì',(I, i',l)x'I(L 5lI

I r \ll= x!(lr 5Ol= x2(1, Êi',t

= X5(lr c0l= x:C(l' cql= x!l(l' :0): xr?(1, _c0lr Xr2(lr tro I= X!ê(!r qOl

= XlPf Ir cC)

= xl-a(1, 50t= x2c.il, q0l= x?3(1, ccl= x¡¿ll, 501= x2êll, 501

X.. 1( I r 5lxl á ( t r 5lxr ll I r 1!x1.ô( l, itX?i)l I ' 5,r

c---- T!ll S oi ÙlJG 1)rìr:¡",1D N¡LL'GM THE

. C rlrt FI'NCT Intl IS EV'lLUÂTED"

^!.91 . ô?0 aFTt,Prt

x)I( L 5! IX?r. ( ! ' 5ì )

{?A( I r <1}/¡ ! tl cî¡tr I rltjE

3rì Trl ?c0.

¡ 810t820I 830I 8401 350leó01s70139C1890I 9001e!0L920t9?0I q40

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ADD

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oÈrlf

trtt 10

r{rlF{

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tõ!.{.,h(rF

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.-a :

ll - H -lrgtf . 5sll - tl 'l)0lf ' JllJo

ll-N'lt¡¡¡rl?JÌlJ It - r¡ . ¡, crI ¡ lJ.'tr¡t0ll-t¡'l)¿l¡l .$slJxl

l¡-ß'¡r5x.cll¡J l¡-Ë'lrltxrtl ll - ]J 'rìñtI ¡ .fUll

ct'0¿1'o¿t ll - ¡)

&lS 'lrO¿X I f^rll.Jlo5 'f)gtx ¡ S

C,S 'frstx ô'UiE-ltos '¡)clr ¡ lJict,9.¡¡¿¡¡ o S.ÇJ3X

tc9 'frsI a 0ì.1¡lCl '1, lll " I Ctt 'llntY â .ft,Á

t'oil'olt l¡ - Nr.J

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c

c

T}LUCK DâfA

clqr,rnN / M0r.,s,/ ¡{(121

tATÅ tt ¡/ rJAòl'r rÉEB'rxrsFPTr, rncTrr .rloVrr

ç r{1

.yÂR., raPR. , .r,lAY. r. oÍ.c. I

rJUNE'r 'JULYrt 'AUG"

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:t-l-f:ull+

oìOOiìl il,ßq0ulItiE HJ¡lJtj(ÞSlr Kr SPSIr SLr Rl-l0r LAt'lBÊÂr LIFIITT CONVr' VALUE 00l0

x, 0020.---- I¡IIS IS A¡i CÞTfT/fZÀTlNN PTNGRÀI qASFD ON THE PATÍEPN SEARCH OC3O

. c---- uÉTlrtrf nF HnnKE ^Àlo

JÉÉvESo o04oi---- St-F n.J.t¡ILr't ÂN1 CoS"BfIGHfLEÊr Ff)U\tâTl0^iS 0F 0PTIMfZAII0N. 0050r--+- Ê¡tctrwfCn CLIFFS, N"Jo : PREt\lICE-HaLLrlaô7 00å0

CC.]Z ;)l:l¡l;iltl', PSI(4lr PHI(4)r S(4lr Xl4! I OOZOI 0080

oco 3 . qg /\L L À.1fìf)Â c090c - oloo(:. 0ll0oo14 c. l- '.tç¡¡ crIV

3ìi3ocrtî .,t,rsñ¡i / L traL / {r Nr H, ÞHl, s, J 0140C(;r)a 1I \li = 0o ' O! 5Ùooo? (lrLL îTÄaTÀr(rIr¡El oL6ocrloP tLr¡F\ = o"occool 0170¡(Llo 'r-f . 019ÙCol,l i;:LìA = SL OlsOcirì 1.ì 10 I - li K 0200c0ì2 t0 silt = nFt.r¡ o?lQ

c---- r\,At.rf^rF Frr¡,Ctln\ ^f

t^tlt!ÂL 3ÂsF pQtÀ¡Î O2?.O

c- 023Coor ? 5Þ sr = v^Lt,:. I PsI ) 024Cirll.¿ \ = I 0250Cor 5 ?O t-t = SPS ! 02600,.ì15 l.l'io I = lr K : -. ' OaZoootT t1 F,r!(tt = Pst(It 0240

c---'- !1(E EXPLOF¡Íf FY ¡40VFS 0290c -' o3oo

orlt.ì cÀLt ¡(v¡t-ur ) ;' o31Oc : ,0320

ñClg Ir tr! "G'Í, t IMITI cn rî 90 'C330r---- rìÞrqcÀtT gtrfl(ftl'l¡,^L VrrLtrË ß:Lt'ì]r THAÍ At BASÊ pOINT? O340' .c o3to

OO:ô IF (l-¡.ûl:" SPSt rOÊr J..EQ. I .Al.tD. (SÞS¡ - Hl .LT. DLTAFì'¡) çO TO O3óOx7c 0370

n(\f1 /-O n.l q0 f .= lr K

oit"2 Jc (pilJ(tt.GT. pslilt "^ND" S(l) "LT" 0, "oF." PHI(l) "LE. PEI(-It 03q0: xrÀ¡ln. S(¡¡ .rìFo O.f S(tt = - s,(l) ' 0400

c---- srT ¡rFr.l 3^sl- PllÀlT ¡\jo rlÂKE PATT.EPN IIOVE ' 0410

or)21 c ,'r:r¡ = PsI(rI Zî13C¡Ua P-cl(!l = Prlf (lt 044Cü0?i p;.ri(rl = 2o tr Pill(l! - THFTA 0450C^?', Ârl tF (PHI(Í).,!-F" O., PHI(tl - Pst(lt 0460Íì0?" .'oSI = rì 0470O02P çÞ!{l = Vr,L(lF(Plil} 0480oc2r N=t!+l -' 0490Corf tF tr.t oGTo LilrJTl G0 r0 a0 0500oclt r.t = sPHI 0510

C---- vt<f cxpt.n'l^ToÞv p!ôVçS Oa?O

c o53on11? r1!L t-(vlt.t'F) 054C

c OflSC

Crlfi IÊ lil "Cr" LIt''Ill C0 r¡ o(l .. C5ó9r---- !ç PÍra'rFÀir FtINCTIOrlÀL V/rLtjE EELfi!'l.THAT 0F BASË P0INT? 0570î 0qg0

t)írl. lÊ (J 'crJ" ) oÀl'!')o ISPS¡ - H) "Lf" DLIAFÀl "4N0"

(SPSI - H!.GT.0. 05S0

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c0?50rljÂ00??001 Â

001?

o04ôon¿ r

c0¿ ?

cîå ?

|:,04¿00¿ 5(ìÔ¿ A

cLì4?OO/.i0cl.1C'(r'. ioL\5!00ç 2

ooî1i)o t4ñ15:0ô 15(,0q7

0ôçpllcrr ?

A0c----c

1O

c----c

' q(,1

!i (x .ct-" sPsI) Gî TC ?0q¡ ÁC I - lr K

¡r (Â8S(9Hr(It - PsIltll.GTo 0"5 * DELTAI G0 T0 40CNNT I ¡II':IS SfTP SIZF S\]ILL ÉN3UçH?

lF Inrt.TA "LT" trrlSc^, G0 T0 l3Cf.ìfcr? Í^sF sT fo s I zç

!',Fl-r¡r=FHr)*0FLTô1l q0 I = I r K

S(l) = liHC * Slltíll. TÂF¡l = FHF * DLTAF¡,1Gl rn î0

r)0:l\lv = oF/ìt.SE"tF (H oGF. SoSI I 60 rO 110-çPSI = H

lJclll

!20

ñô Ia0 L = t,.K¡sI(LÌ = FrlI(L):¡LL rTrlef!'(Tlñlt lui1llr t4r1;'c) \t, TI¡r9ClA\II'f ( 'CNN CíìNCL(JSION AFTFP ' I¿, t FUÀICTION FVALUÀTIONS ANDIFlO.5

x, r sFc.rìNnsrl;i"l,kN

¡ l,O C ì',v = .TnUrc¡LL sfopT¡¡(TIttFlv!:tTS {ótl40} Tl'4Et N n

vro E.lÞr.r^T (itìrl.\vFPGENCF OBT^tNED !NrF10o5r . SFCOl,,OS AFlER.I4r I FUN' X{:l¡i,i'l FVALTJÂÍ ¡n¡lSr }

q 'Ît, f rl' .ifl)t l

0610062006300 640065106600670068006 900 700c7l007 ?-0

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,i

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cd':rtc€AL / N. fl. tL Pllr. 3. J

6t. r1¡(¡l .ßfo. rt¡l .L'1. 0. .m. FHt(¡lû8. O.l

¡ - - -ÞSO L2I

.$¿0. (fFfl ' rn .t'1. Õ.'tr\lll .âfiO. llltl - t¡ '

tÊlt. 0t ?F

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c.lt Ð

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e0?7n{)?t

. S,ljgr¿oUTttlE f (VALUçtf ---- r!,1 *:.' FXPt.0Rl\ToRY ÀtOVFS A80UT

^ GIVFN pC¡ NT

cC0r!MO¡l / LnC^t / Kr flr Ht PHI(Â)t S(4lt J'

Ic---- t ftcrìFr\sg cucÊ0Iil1TF

J=0r(! FÍr,ì'f¡1 I I Ll1.O.11

Þiìt't. tit, (5(Ilr I - lr 4lnn ÂC I = t, K

P¡lI(Il = Fl-¡l(l¡ + S(llrF (PrI(t) .t-r" It G0 To ?0

. c,pr¡l = VÂLtrt. ( FHI l¡i = ^l + 1

C---- S'.,Cf i: SSFtIL ¡rOVÍ?c ' Ir ISPHI oLT' Hl G0 T0 ¿'0

c---- ntrcF r¿\sF c4nqDlNAfÉc

?o Slll = - S(l)PHr(l) = PHI(It + 2. 'n SlIlIc (Þr{l(l} "Ll¡ 1t Go fo 30

. soi{l = vrLrrc(Pr.{I)¡l=¡l+t

C---- .''llC,i: SSF l'¡ ¡'t¡Y' 7I

tr (spHI "r.r" Hl G0 TO 40r---- "E5Ff crlnptlJN^TF

10 Ptil(l) = PHI(It - S(llGî Tn ó0

C---- 1ÉTtilÀl ñtlt{ CnOFCITIôTF A.^JO F|JNCTILÌ\l^L VALUSf

/rn oqI¡'T 5oca ilo\^T (r+r, .1îs++++++++++++9çsrl

H = SPHI I,l=.,+l

50 Clt.Jf I¡!r,râ1IÈtT 7Or (Êfll(lt¡ I = l¡ 4l¡ H¡ N

?O Êl!?MÀT I I 5É.\4.7r 5Xr .Ns .I2l¡.Í fiJFì^f

' îr¡1

rll¿

I

00 Ic002000?00 0/t0o0 500 06000700 08000çr00, 0001 1001200l l00 1.400I5001 6001 700l 800t9co 2000?r00??0o2 lc0240o25002 60o?7 00 28002 90030003t003200330034009 5003 60037C0 3800 t9ü040004! 0042 0

Ht\)(,

sc\¡rl

LZ5

_rû- z-'fil+sl.-.

SUBROUTINE VfILSON:

Purpose:

The purpose of this subprogram is to write out the

initial condition used in the program. It. also allows for

easy reference to locate programs previously run and to easily

id.entify what was assumed. Ït gives the number of cells

used, date of data and coefficients and inital subprogram

conditions.

]-26

ô002co 01

00n 4cr,05

00cd:c(ì t)"

S''O.EÔIITIiIS I,,lILSC:I (ICFPT, ICAP' FITLC' FCdP' CPANr'DIRECTT KDIXD:a.nLr KPr IJPFF'Cr SSt SqAI\Gr KS' ÍDPr G.\frRFSr Bl.SEr KB' LOSS. KLXr ¡\.il I yFtFr À40¡jTHr 0ÀTEr prRc¿pl

CFI\L ICEPTT ICAP, FIFLD, KD; KPI KOP, KS, K8r LOSSr KL. I\¡iicqP YFl\rì , ÀtoNïH, DATE

!¡ÞlTî (ó.1{ì}l0 G1,ì{Ar (1?t t t '.rILSlN CFFIK uÂTißSr¡5D'r /, /, T25, tSIyULATI0N PR0G

xçAM., /, /¡ 1J5¡.TptS pROGÞ/.V Âr¿\(FS USE qF tlNîAR Ê,ESEVoIRSrr /r\llJ '

rÞL/CFr' C'rlF r¡PCVF thF nrFËp i Âl'lD FLnflq c0Uf Il'lc TECH¡!JQUES ' r IX, r!0, il¡! .11(ìSp T0 SIptJLATE TIF Hy|ìRCGRteH"r, / l

ce0c000 1

I.rrlTr {¡,2n)2O !: rcr¡¡1 (r!5, I IN. ¡\nnlf I ll.t. cFLLsrsI¡tlL,i R itltt¡ RÊspEcI T0

{':TSr' /' Tt^' r¡ftn PFSEV')lPS ¡,Fr PL^Cf:D Slr)E BY St0E ¡r¡xlro, rT(ì Ft'FT!.¡Ftr irnn!FY TFq HViìÊfrcír/!o¡t". t /t f I

o0l I

col I

0:) t:

o(ìl 1

n(r I r.

(ì01 sc017

',rt:,r¡f (f,r?01 f.:r., yF^t r. MlflTrlr C^TF'a0 F-ì;,'rt\T (rlq, rl¡t ÍHls Pt,N ÎÌ{f rrc Hf Pf . r Ì?, I cELLS usEDr a\Ð. r /r

xf ì.c, ,lHl sl ltjl.êT!(:lJ Y[aR oF !.ç., l?r 'srlF:TItic.DN r ¡ ùt+¡ l3r r.'r\ tt /ç Tl5, rrHt ÉîL[Cril\G,rtaE Tr]l l\lrl^L anNDITIONS USeD.¡ /¡ |XI

¡.^ FnLìÈtAI (1!0, rJCt-:ÞT =r , Ê5o20 T?5, .oEeC¡L=. I F5.2r T4Q¡ .($=r,XcQ,(t, ¡, ft0r rlC¡\P=.t F5"2r T25r r¡Þ=" Fg¿0r T40r TGRDRES=rr

xs4.,l, /t f:Iô,. rFl5L0=.r Fó,2, r2ç, ìf'ÉRciP=., F5¡2t T401 r9Â(Ë=.,XFi.Or /. Tì.C, rFCÀÞ=r t F5"21 T25r ,DpEi¡C=t 1 Ft,n2t T40¡ 'K6=r, F9"0)(trl,:?tTÊ (hr&.ol ICF!'f, PFRCnLT KS' lC^P! KP' GeC'FFS' FIEL0' PERCApT

'xfttsi, Fc,\Pr Dp:Fc, KFì'

Í0 fl"'iÂl (Tlo, t¿¡r¡¡='r F¿r.2. T?5r rKCrP=', Fto2¡ T40r 'L0SS=r ¡ F9.2t'X /, rl(ì, rr-rl(rrTi., F1c?t f25¡ rgg=.¡ F5,2t 140, r¡¡=r I F9.?, lta 'Xrt."ì, rK¡È.0 ÊFo7¡ T25r TSPPING!rr F!0.?l

þ¡r. lTF (Á'50) CÞ/tf{r KCrPt LnSSt 0lpl:-CTr SSr KLr KDr SPIIIÀ¡6

l.tlltf (6,601 o t, -'

(rù Fr-11.1¡,T ( i: ' )É,Éft,Fill'\11 ,, .:,

I

II

0 01000 2000? 000400 0500 0ó000 70008000 00

CNEÊFTCI.EoRDEl i , /,

0 t000¡¡001200l?0ol 4c0159o 1.600l 700!.âco190o 20c.o21.Oo2200230o240o? 50o260o2700?Boo2900 ?000310

,i0120'ovlo

0 340035003{r003 70038003 90

.P¡v\¡

t - '"

I

I

L28

i$ ncfil'îtf 1., /,rË5 tftllii¡qjtf¡. ,

YrF,f, t10f¡1Ìt,

fi,1s-o

[â" ¡

'8n1å''.

Èll,il¡fil

I0.]q. fl,i'6. ?,

ilait Ir t¿.II¡EE

tL"fc.

F¡. r

615 ü1'it I5l f t,'J Éc.ilcil, r¡û

ti-, CF,[ùC!

)FJ.?5,5.

?,2

?

c[rì ¡'I CtPr ¡.Íl Él-0¡'f Cr,?a'.

.â r fiÊl_

FUNCTTON PROGRA¡4 NHRS :

Purpose:

This subprogram is used to convert year, month,

day and. hour to x number of hours. Usually the value of x is

from an initial time datum. In this particular program the

time datum has been taken as the first hour of the rainfall,J

data input into the main program \Y

¡

'..,'

', -

'!

.:i:l

L29

0c1 I

Oi,i_

0r)ù20Qo?

0c1¿

C !:'I¡ICTlN¡¡ FñI TTI¡.3 I¡\I HNIJRST TICIi TTOI]TH HUSf BF AT THÊ BEGTNNING OF OO3Of î.lI CrrL¡rÊS T lft¡ç I[t FfìUqS Sl\CE Sl¡\qT

IlTÊ{ìcfì !'lr tìr Y' sl¡.ÂT, Hn(rR

rrri:cTIcN t:Ìilr3(sTÀRTr tir Dr Yr Hl

10QcJ.,=Yl¿ûù).(O(rC70C.il Âcc1)

oo!- !011 tt,.rt l

. 0iì,Ì +(;flr00'l ¡.

4itl700i e

. Qota. col0o¡2r

')AyÀ t4l, Mer p?, I,r4, ¡/5, Má, V7, y8r ilQr !1t.0r !lll I l¡il2 t ,JÂNrr rF 0060X:llr, rr¡¡,Frr.¡pfir, r¡:Ayr, r¡Uliäi, rJlrLyrr rAUGrr rSEPI .r.CCÎ., r¡,¡ OO?Ox.ìvr, rDlicr /'lY=OIc(Y,FQ"L*JtlNY=1lc lv .çQ. r.tl ) HILrF = O ù ?4 + ÍtiF (tr

"cç" t,2l lrlr,R = (D + 3l '

* 21 a H

lc {rt oÊí)" ¡.:} ll'luF = (D + 5o + \Yl r"21r + H

lE (M oÊrJú il61 t{1r,Þ = (tt + 120 + òty} * ?4 + t-l

IÊ (\t ocqo M5) H¡,,R = (n + 151 + l.¡Yt * ?1 + H

IÊ lit "rtto ¡,71 lr.)!tp = (O + l¡t + ¡tyl * ?t + H

:F u.l "î0" 5:'i) tltrijÀ = (f) + 212 + I.,lY) s 24 + H ... ,.:F ('! -f(ì" l'al FOIJa = lq + ?.4? + r¡Yl # ?1 + H

I; ( l1 ."Ftlo l¡ì01 H,')rrp. = (D + 271 + tlYl r¡ Zà + H

lc (M "co" f,! tl {ilL'R = (0 + ao4 + Àly} * ?4 + H -

lE (l¡ olQo Àr!.?) HOuä - (D f 3?4 + ilYl r ?4 + H\rL{î s = ('t5! * y + JJI * 24 + HOUF - SlÀRf^:: I U.: 'lîl rl

0010 .0020

009cc0900 10c01 Ì00l z0

. c130 ..ol ¿c

'I 01 500 160

. 0170. ol80

0190020002lco?2_oo2 30o240

' 0250o260

00 4000 50

f' fT .fC. { ¡ *ll

¡,'H.ra. Hil

131

rr a¡å .c0. nt

¡f cÊ..ca. mt

¡r or .fc. r*¡l

¡r f8 .c0. fitr¡

rr H .90. ntt

rr fil .r0. ,n¡

rsn. Bl tc 2

.!.. .......

cû-L-of--Î- i

I

t.

IttH 'ö¡' B' J(

r¡t$ '0J'Ð Jl

ttt¡¡ 'tf,' t{, Jl

l&l 'ðl' Hl J¡

l!8'0.¡'lt, J¡

SUBROUTINE DATA1;

Purpose:

This subprogram prints out the class A pan data

information- fed. into the main progran. This serves as a

visual check of the data fed into the program.

It'

'.,'.

133

cc 01

00ft t

0(ìô'ì

cÍìo4or'050c1ó0c'07

n("1qtlo )o

.C,O I 0001 !c{)1?cî!?0rll4C'll n

Slrrìíì0UTI¡iF tìATAI (lAYt YFÂRr EVAPANISrtrìâf.'lJrIt¡F nÀr^.!. ÞRINIS Cìul THE EV^P0cAlfOtl PAN DATA PER YEAC

llrt;ÀtsIlÀr FV4P¡t(3lr t2l

r rllFGcP Yt ^Ê

r DÂy I ? t I

l" |'lillr(ilå11 ,o*, ,poTcNrr¡¡ ÞÂN FVAþ0R^rrn*.r / tI.rÞlrr (Ár201 YE^e

?ô F-)íÌtr.1f (lXr l?r ?Xr TlCr 'JANir Tlór tFEF-'. f22t iMARrt T29t rÂPRl\l.rr 1?4r.tlÂYrr T40r 'JlJÀlS" T4ór rJlrLY'r 152r rAUG'¡ T58r'SEPTrrXÌé./|, .0Clrr T7r)r rilOV.r T7ór tDfCrr / I

1ì ¿O I = !' ?1,.lrITt. (4rã1) ftlÂY(Jl' (ÍVAo¡llIr'Jlr J = l. l¡l

a/ì FfriìLrAT ll(>¡ Ê1.?¡ llF^o?¡4 Ù C:l i.l? I t,lt, Ë

rllÌr lA,q0t90..FJiì.lrT (rt.rI

P ': lIJÉ ¡!1\ln

c

00 r000 2000 ¡0o04ù00500 0¡(000 700 0800c900 t.o00l ).00r2ù0:3c01rr0015001 óo01700t ß00l e00 2cc02t 0

i.¡

'i.

fi

+.

ts(¡)È

roíflrl

SUBROUTINE DATA2:

Purpose

DATA2 program was set up to print out the

calculations that \tIere done during a particular run of a

simulation. It serves as a check on the data ínput and also

of the output. This subprogram contains Qne other

subprogram called BUDGET. The BUDGET piãgram t" I volume

check on the calculations performed anä accumulates the

input and output of the prograrn so that a continuous . ,

accounting can be performed. The DATA2 subprogram is aI

digital printout of the values plotted out ín the GRAPHI

and GRAPH2 subprograns.

136

oi't.

0003

o00 ¡

lic at+

c00 5

(!oô5:)(.,e 7

ccoo0(ì0.1

0410

lìot 1

4n I Ifio l. ?

0,) I rr

0(¡'|.L\iìl Á

0c'1 7

01l. o

o(r 1:ac0?,1

on t Ic^tt

o0" 3i\0:+oc?5o0? 5

SIJ3kOUTINF nATÂ2(N'{llr Nlr Nr X?f,)0Inir.!sIi)r¡ xe(5o1, x4il l, x26ltor 5tlr x3(10r 5llr x3ó(501' x7(31t

XÌ?tr X5(l¡r X9(llr Xl7(11

IrtrFGÊn X28(50),. X29(f0t. X30(501r X-¡l(50)

c..l;.lrlctl / xxxÉlì, xl2ll0,x5t L x?0(10,xxl!, x??(!),anqsí:ìl! / st.,t:

x), sx7lt0t,xsxr it to)

/ XL(1Cr 51lr X3r X5(l0r tl)r X7r Xl0l10r 51¡t Xll(l0t5t)r xl?(1.0r 5llr XI5(lf),5llr xl8(l0r 51t, xl9{10'lll¡ X2?l t0' 5ì.) ç X24llO¡ 5ll r X26r X28r X?9r X30rX3-2(! I r X4' 18' Xqt Xl."r X4/ Sxt(lClr SX?{t0t' SX3(10}r SX¿llC)r SX5(l.0lr SX6(10

Sxc(t0t; Sx<t(ì0', SXt0t10l' SXit(l0l' SX12(l0lr SUr'lr

tlqJrF (Arl0l X3C(l I' X?ç(!lr X1l (l )' r'¡t'¡Nt Nl1C ÈrlpM^T (l4C; rLrILSnt{ Cr{[lK r,¡ATFF.ST¡tO Cr\LCUL^f 50 oUTPl,'Tr t | ¡ /¡ f 20

X, rn^rl .¡ ,t*¡ t?¡ l5r'Tlo¡ .CFLl. ¡¡0 .¡ IZ, . 0F .r I2r . CELLSTT\l I .

!':tTf (4r?0t.1 cnÞ.Àrf.l (r?r rl,P FÂI¡¡

XrDItilCT PFtrfrrl DDFRCxls rltt I I '

rì1 t00 I = ri t¡

IÊ (l - tl Êf)r¿0,?03(l IF (X?a(ll - X29(l - 1!) ¿0'r(Ot40.?.iì .;rrtTr (ÁrFC) x?o(Il I x29(Ilcc Frt.lr.!rl (r2.,r4, I3)AO arr'Ír¡:rlE 2 '

!r':lTF (õ'7(l' X2{¡l!tr XI(rl}lfl¡ ll¡ ¡ì¡t'tt¡1' llr X8(t)r XI0(Nr,l\r I}r\\¡(ÀjÀrit, Iì, x!?(Àl¡t¡!, r), xr.3(N\Àrr Ilr xlå(Nfl^lr llr Xl3(NllNr llrxx'lo(Nll\r l), X:n(r.tNNr It' X¿3(¡lNNr Ilr XZ¿r(NNtlr. Ilt X26(NN\¡r" I)rxxll(tlÌli¡' ll

"o FrrRIÄT i¡2, lZ, f-1.], \c7.1r 3Fc.4t 2F7.+, F1.41 F7.4t F9.4¡ 3F7.4XI

clLL qunGÊl(^lÀtÀt, f r X?ár ntlt;lF lx2B(ll - 2¿Ì l0or8c,l00

'3{);¡ìIrl (f'rc).. l. SX!(¡¡NN}r SXIì(NNN}' SXillrlri:'¡lr SX3(\f'¡lllr SXg(lNN)tXs,tq(l!iÀt lr 5¡:'(ttij.llr SX7(\ll^t I, SX9(ftl'lÀll, SXl0tNN.llr SX4(Nl,lN), StJM

'ì0 c ¡o.,,11 111, F7o2, 1F7"4, Fço1r ÇXr F9¡4r 23Xt F7o4r F9"4t t1F7.4lr.1n r. llrf l r¡uç

lcÊÞf EVÂpcrr Êv4p FIELD ExcEss., T5t,SS SPRING GRDRES BASE'r TIOTr ILO

0010002000300 040005000600070008000900rcc0l 100t 200tr0o 1400l 5001 6001 700t800 I900 ?0002! 0o2.20o230o240o2500?5c0?7 0o2ao029003c00?10

¿: Q1?O- 03300 3¿'00350o 36C03 7003800 3.t0

, 0400041 0o120c470o410045 00 4á0c4 7004s0o4 900 5000 510

l'alft: (árlllìl!10 flllilAl (rlr)

i.1 tl,qAlF \ID :F,.(,\¡

138

cûn. g ß rÊ14-r-:

o\c1rl

Jr

SUBROUTINE BUDGET

Purpose

The purpose of this program has been described in

the DATA2 subprogram. To further describe the usefulness of

this subprogram, it may be said that this program is synonymous

to a "water balance of the Watershed. " tl" accounting of

this subprogram is printed. out everY .,24' hours.i

140

I

03 c:.

0cù?

000.1

0c0¿

0ô0 i

ô1^ÉO0(ì7

c.( 0aCotl coCl ')

0cl ì0tì12orll30nl_¿n0ì iO.-r 1 ¡ool T

fl'\ì r¡

(!(ì 2 Ìof)2.ì

ôf,:'c 0? 1

C'rìrqe^2so()? 7c0?30(ì2 r

c03 |

0 (¡'¡ 40c? 5

('ì^3 ,.

r)(1 J'li:r 3 ¡cola

(l t) a !-r

s',Ìf.:cuIlt:9 R(,0GtT(f'l¡ll:t L x3é' l:11

ìlYFrlql,ll.¡ XÊ(501r x4(lt, X26(l0r 5I lr X3(l0r 5llr X3ô(501r X7(3lrxl?ì, x6llt, xcilt, xl7{ll

Jì\TËGqR X2g(50)' x29(501' x3o(50)' X?l(5Ol

.¡l .fr.rnî\t I XX I X!(,t-0,5!.)r X3r X5(lO' 5l. l' X7' XI0(10' 5l)t XlllI0'x5Ì). Xl2(1rlr Sllr Xl?(tOr 51)t Xlr)(lOr 51lr Xl8(l0r 51}r X19(l0t\qlt. x?r:'(Ì.n,5!), x23(r-ù' 5ll, x?¿(l0r 5l)' x2ó' x?8t X29r X30rXX'll'.Xî?(l ì' X33(r.)r Xr'¡r Xq' Iô! Xl7' X411'.tòl^tl / S,tt!'\ I S{t(lO)r Sx2 ll0tr SX?(IO}r SX¿(10)' SX5(10tt SXó(10

x), çx7(ÌC)r sX,r(10), sxo(Ì01, sxjo(l(rl' sxll(t0l' sx12(l0lr SuTrx,lxì'(lôl

OÞ^lÌ'= frôOlÉ (il,tu ôF1.ì. ¡t l DPAIN = x3ó( I I

r0¿ r,'

JF {l - ll 70,/'c.!.0r= (:\:r!rt - !l ?¡,10,?OqKt2(¡::,J:ll = SXl2(¡tÀi¡D + (X13(Àl\¡l

x:, { (X?t)(ll¡,t.t - 1' !l I x2o(¡¡NN -xl) + x?¿'(itNl.'- 1r I - 1ll / 2.

.aC 5X-! (r..rl¡:l = SXt (N'.j'l I + (Kl (^l\l'lr llsx?lrtN¡:' = s.x?l¡l'l\lt { xrl(l}sx3(¡:f ['l] = sxì(r"¡\ll + (xlo(Nr'l\' I ]!x¿l¡,lN¡¡l = sx¿(¡.:¡'lÀll + (xt! (¡l¡lN' Il-cx5(È'\Àl Ì = sIs(Ä'\t!l + {xl?(Âlll¡, l}. sx5(À'ì'Á1) = sx¿il.1'\¡.1) + (x20ll.:NÀ;, Jlqx7(t..i\) = xr3(t:ttrl, ll - xl?(!.)SX:(f:\:¡t ) = X5(':l:rl' L - X-4.1(1,)iX!ì(^¡\l'{) = SXftN{\t) } (X2¿,(t,\l\, IlsXl(,(\:,ltr! = çXìLr(¡lf ill + (X?6fti^li''SXtl(i'¡t\¡). (fl(ÀtÀtNr I| + Xl(¡F¡Nrijì lrl aO

40 Ir (:"lr! - 1. ) 70rr,Or 50 - :

Frl (:(1.)(r.'rt\tt - sxl?(^:itill + fxll(¡r!\tr¡ -:t !l +¡. 3'(-q\N - lr 51Ìl / 2.{ + (x?0(¡r¡'rr - Jr I} + x?O(¡Jttlrl:1t 5lll | 2. + (x?4(Nl'lN - 1-r Il d

XX:)41ÀrÀrtr - t, Érll I ?"6^ 9X'.(t:r¡^! ì = sxl (N\t^¡t { (xL(r¡N¡|, Jl + xl.{N\l'Jr 5Ill / ?" + l)Êl\IN

ql'(t'lf:) = cx?(¡'\\l' + XF(ll -3Ya().ltr;i' = SX'(¡l\\l l + lXlO(tli.r¡' Jl + XIO(NtJ\i rt.ll I ?"c,{4(¡r¡l¡'t . sx/.(f\r',.tt + (xl:l\it:¡t, ¡}.+ xì.1(¡rf.lÀl' Slll I ?.SXi,(i¡,r11 = SXI(À;ì,tÀlt + (XL?(\^t¡1 , tt { Xt j(¡jrlilr 5l.ll I ?" + 0RAINcv4(tiìtÀll = cxêl\t\lÀlt + (x?r)(NtNr tt + x?o(nl\lN,5lll I z"sx?(r,r:rJ ì = x??(^:iJ\|, Il - x'ì2(llSXl{r;rrrr¡ = Xrì(¡¡lrJ' tl - X?j(I}q\;(t r¡ilt = :Xe(Nri(¡) + (X?¿(tiliNr It + X?4(t¡r¡N' 5L.ll / 2.'.s.\!i,(rlrjrlt = <x)Q(f.¡\t'rl + (x?6.{¡jill..l

' I} + x2á(¡l¡:Nt 5't.ll I z.ç,X:r(¡lriNì = (Xî(t,¡ll! r t' + Xl(¡'Nl¡r 51lt / 2. - X4(1t

G',ì Tn co

,'r: .l'lìi lf,rrl(:l.ri) rar.,r.4T (f !o, rEPÊnf{ l¡l Tllt 8t.,llcl,T oF')GFA}li ) ..

firfillìtl

X't'lrl) - SXglrl¡{f't t - sXottllr{l - SX)O(¡rÌ'¡Ì-l - SXlt(tlNNt - Xl9(NNNI Il +

1r I! + Xr.?(¡¡fiN - I' I - Il) /l.r I - l.rl / ?" + (X24(NNt'l - 1r

+ Xl(\\¡li I - f ll ,' ?. + ORAIN

00r00 02000 30óo4000500 0600070003000900 1000I 100t?00l 300I 40ol500l 600l 70018001q00 ?o00?!Ðo2?.oo?30oi-40o250o?60

'l rsz7 oo?40o? 900 3000310

ì o7?o" 0310

o i40o350ov5003 7C0?cr)0 3.t0 '

, 0400041004 200430o 44004500460o47004ll00/'.)00 50ú05t0o52 00 5100 540ú5500 5ó005700 5,10.o 5q00óo0

+ X l0l ÀlNN r+ x'tl (¡tN¡t,+ xl3(¡rÀll.lt+ x20(¡t¡iÀr,

+

I}I

x?4(rlÀl\,+ X?6(tl¡lNt | - lll l7-.

- tll I ?o - x4(ll

- ttt I ?.- Ll, /- 2.- Lll I ¿.-Lttl2.

III / 2. + DRAIN

- ltt I 2"

FÈl¿

C\¡<srl

I

0€900¿900I9 0

Ultl ¿?ùD ,*\t'¡dlìrrb liuo :v

{l\Ì,ri'¡l3txsx

gx¿T9tçXùxÍx

rt.!)s,J}4vt,lt

I

¿ tJ ÈcÐ 'tñ0r

(!llt:{I IJ¡Ifr:alq:ttÈ!lj]r

a

a

l:'rt¿)¡, û)l':t:'4t g

'frr ir, C¿ltl:r'{, til¡r'r, sxl¡11Ì1, lìXl}|vtt fx I'lV'Jl : t

atf

ItIta

x--?.Rltx,llJIXJ

ll, tI t.t ¿i'tå-9t't¡'¡, 'l!: :1)

'$¿?J, ,t

t¡

tft¡Ittf

'--r--TgTv¿

'¿ , ltls 'r.¡vNro¿xHfüco . '¿ / tils 'P::9r€,1x ''¿ / ll¡1 '¿¡¡,t lfx

'¿ / ¡tts 'r;c¡totr

ItZX) r '¿ / llll 'l - Þ¡*lro¿X . - li¡¡ì{) CtX ¡ ll 'l - t¡Sl, tlxl . I

'0s'0¿ ll - r{fiü J

T

Ia.

It

rtrt1i¡'!,tl¡,JI

l:" j11:

lr.j;l': 'l:.. jli,.j

trs IÉft¿., . IltÈ9' ,Ì9 ¡x3- I( t

'a''v .n:3 i,tin'$,l:-:.')r)l:ìîi:¡,lÈr:Jt

a¡¡

tlIaf

I t.r ¿t'iq¡!)'i"'r,'t}:tJ,'liiJ,

'¿, lll - f'h-.nf)o¡X. l¡ßf$Èlt r'¿ / lll - I'frrrr.ttlX I ll

'¿,lll-l'F"¡rrllxIll'¿ ¡, ttt - ¡ 'Íjl¡Jrolf r t¡

il-t'r-

'oe'Ot lt - ¡F-fl) Jl

0f'0t'0¿. ¡t - f,

'cfJ¿tx 'lt

iltJ '0I' H-r.¡) J¡

nx -¿rt -ax -[f -lI'0Êx'e¿x't¿x's¿x'trç'0arr¿x'ils'ot) 0u6lx'ftt'rrucfr'trs'0it3rx .ilç'ot)I ttP ' ttç 'Etro(x 'r.f 'ilç rdtuE)r 'ây 'ìrç

E?T

l..?1 r tll (tj,*il - lXl (lJi¡rl - lvtl (Ëi?;l - fl;it --riter¡i.*il - lI8fri¿itll - lxl0(,i;iill -

4

.a-.r

SUBROUTINE RUNOFF:

Purpose:

This subprogram acts to proportion the volume of

rainfall that. falls on open water surface and on land.

Since the main open water surface was taken as Wi-lson Creek

itself , only a sma1l volume of the order of 0.5% to L'<'" off.Y

the total was taken. This was calcula.ted on the.basis of..'-.

the length of creek bed. multiplied by a width'of 20 feet.'

t ,'

l

145

o. cocl srrSrct,T¡ilg FU¡lorF(R¡N, of¿alNr fi¡, Fr.INx, It 0010

C-. I'JIS SIIIRi}IITIT:TJ CALCULATES THE DIPSCI PEPCIPIIATON ON THE CREEK OO2O

. n"^¡ o^IÀ!x ' qÀIÀr / ¡:1 :3?3ooor ilr;..llN = PÁl¡r .* O"O2 OO5OC'C,)4 I ¡ IrlX = PA:¡\IX - DqAf ¡t 0060

Hll lilu^"

tsÈOl

!

L47

!iY

iû-r-rlEt-

148

SUBROUTTNE EVAPO:

Purpose:

The subroutine serves to distribute the daily

Class A pan.potential evapor.ation d.ata into hourly

incremental values. The distribution function that was

chosen was the normal distribution curve., In order to use

other methcds such as the Meyer or the'Penmon Equation it

would have been necessary to place in digital form much moreì

data. This refinement would not have servèd much more purpose

at the present time than to be a check on the potential pan1

data

o:c0ù.1

c----C--- -f

000?c

ccot . .

c----c ----'c

î00r.01r 15 .xc()o60c07

Xooe.q

. C--r-c----

c ocq00t o0ot,

5U3íìrJUTIi;E tVAp0(f:VÂpANr ir0tiTHr t'raTEr Jr EVAF0T, CpANr.Nlt ..SIIIiI¡I'TIIIE TVAPO D]STRIBUTFS THE DNTEÄ,ITTÀL TV¿P']PÀTIOI.IT{P.NI.IG'I:')!.IT OI.IF OtV 8Y F¡IPLTJYINTì lHE fl9IIHAL NTSTRIEUTION CURVE

)lvÊt,qlrtÀ, FvÂPAN(3t | !.21

I r,ttf GER D^tr:\t )i.\rìL t)tsTllIti(iTl:)u cUpvE Pol80 t,rl0EÁN pR0B/18¡LITy tHE0R,y t1ïrpL !crì.r IhN - PÀc.¿F.N

X=.,C15çFl = "5 / lll2. * 3"1415ç) ** 0"5, t (2.7182t ** (((X - 14ott* ?l / 8.1)l

x=J-lcî:FF2 = "5 / i((2, + 3.¡415frl 'r* o.5t + l2.7lg2rt *r (((x - 14.t*r ?) / Âolll

Clf:t:F = lCnFcFl. + COFÊF?t / 2. * CPÂNC.ìÉFF IS T'IF AVFRACE' VALI.JE FCR  NECEFDf NG TIME PÉRIODI,]1F THi IiQLI,IL I{: IGHTI I.G TO EACH CETLi:V3'ÞOf = EV^r¡¡l(0ATE¡ M0Àlfrll * CrlEÉF / NI .

qI TÌIqNt'l a

0 010c0 20a030004000 5000600070008c009001 000lì00,2001 300l 4001 i0OIóOo1 7o01800 19002 000210o220

HÈ\o

ri

otr)-l

SUBROUTINE INTERC:

Purpose:

The subroutine represents the portion of rainfallthat is held by the vegetation cover. The process which it

represents i-s relatively simple. The interception capacity

is made a fixed amount that has to be satisfied before

runoff can occur. The storage, which varies from 0.05 inches

to .35 inches in depth over the entire"'watershed, is depleted

only by evaporation at a rate equal to the'predetermine.d.

potential. Any rainfall in excess of the fixed storage

capacity continues downward ínto the field sJbroutine.

151

l'

i'. OùJl StlSrìeUTI¡{E Ir,lTçF.C(ICEPT' FVAPCÌr EVAPr RAINX' Nlr ICAPi EXCESS' OOlO

xìrll, FTI 0020. .. 003c.. ôo02 cnililnN Flr Plr 0or oo4o.. 0050

rì4cl aFAL ICL:pT, ¡CÂP 00óC0070

nnî4 fl - rxc5ss o0fi0(ìCO' ¡¡.lrl = 04 Ooc)(J

I Ot O0oco{. lF I | 1tÀrxl ?0,?o,l.o ollo(Cnt 1l.oÂll¡ = fì¡lill 0ì2Or.(.01 ?:) rÏl:r'r : ICÍ:P'|' r RAIÀI 0110(.i:.)r-ì) 'lo r:.¡rlr = Fv^r'ilf 01401(ìlrr ,!r ( lcFÞf - cv^p) 40r¿o,50 , olioO0!.t ¿O FVro = ICF9T I OÌOO

, Orì!2 l..pr - O. O17Ocola íyrcss = 0" 01gi)c(rl.+ lrÎl,r.u 0Is0

c 0200¡.r ì 5n lclÞT = IcFel - FVÂP 02',!.9

^ol ( IÊ I rrÊDT - IC^p) 60rr(0170 (\22OC0l7 ,)0::X.|SS = 0" 0230ooLS aÊlu,?¡J o24o

. r 0250cotl 71 FxCÍsS E lrroT - ICAÍ, 0260cf.r?r] ' Icipr = ICÂP

, n0?l rFrlil.'t.t OZA0cn?? Errl 0290

ts(¡N)

tr Í¡A,lqt ¿0.?o.

153

.1ì ì fmðL

où0J l

00ô 2

00iJ.ì0004

c¡cî

oo,-ì Io n0?JC0 lù ?iì"o0t D

Dll r

.'ìl¿côt 1

ùr)14

o01 ;oor ôcol ?t.ì(ì ! Þ

O.l I :'00?1OLì?I.00??

0câ lnô? 40ir2qoc?s

ü(,)71rì f !ì

00r?On I r'ì

OO" I

c01 )0nl ìc0,t ¿

o01 <

oô?,A

011701? ICo2¡

r)041

SU3¡.OIIIINE FIELDSfFIIiLDT FCAÞi EXCESS, EVAPOT, EVAP,. ÊT,. DTRECT,..,. OOIOx(:ì, P{:RCnL, prPcÀp, Kp, otRÊct, L, Nl I o02o

nJ qrÀts ln¡t F!: lcHl ( r ? t 00¡0

or:Âr- rlr E?r.trJFILr (D, KÞ 33i3Cî'r'{¡il El '

ol , 0i¡! OOóO. oo70r1T¿ rrtl(ìHT / 0o1r 0.0r 0c0r'0n0, o"r, oo75t 1.25¡ 1.50r 0.25r oorìo

. 0090Xt.ì¡i' O"00r ^"0 / OIOOi'l - f'Î.lcol- ol lo

în !. = Pl Ot 20Fr = [xc;ss 01,,0i,rl = rìlL ccr 0l4O'; Ol SCcrt = cr 0160c? = F! + a2 OITO

Iç ( clct.n + 12 - ccÂpì lo,tor3o ot80ì-Q lT = tV¡.PCJT tx llFZ + FLI I (2. ù FCllPt, (t lf F2 + FLI I (2. {,FCAPt 0t9C

x I o2ooEr = FT r uclGHT(Ll O2lOIF lFr,r^pr\t - FVÄo - FTt 2Or4Or4O o2?oîô f'r = cV^F,01 - 5VÁÞ CZIOit) 11 40 0z4o:0il=fvÂnnr-ÊVÂP . . O25C.it-r í1r = !:l O.2t)etc (Flfl-D + r)J¡rFC! - Fcap + (E! + Ê?l I ?"1 90,50r50 , c27O5C F? = (Ft + trt +.t21 t ?" - (ETt + FTz) / 20 + DIRECI - (pl + DIt O28o. x I a" f pcÞcÀp I l?" * (p) + Fcap I (?" 1þ KDtt * ll" I ll. + t..l ozgox(2" * KPI + lo / (2. * Krlll

PF?CûL = (F? - p5,r.C^p ) / KP ... ..-' 3lÎ3rc (PFnCi-'L - 10.?50 / r.tr)) 70170,60 : ^ ,tO)2DI,r) P-r((ìnL = 0,..5(r / ¡t1 . O3lOFr = (cl + (r:l + F2l | 2" - (FTr + E1?.1 / ?" - ttl I 2. + ic^o I I 0240x?, ú KD)- (pt +pFprîLl /2. +'1IÂECLl 4 ((2. *KOt /.(1.+2. $. 035.O

x{'ì } |70 tî lfz - FCî,r,! cc,8o,Âb 03óo

0370î!'ì:ìtnfcr = (F? - FC^nì / '{0 O?BJc'ì T0 !1c , .1 03COâ^ lÊ (FlFt-l.) + nJDFC¡ _ pSRCl\p + (FJ + Í?t I ?. t t2orloorloo I ^ , o4oolr)1 Fã = fFl + t..l + E?l / ?. - (ET! + Ftz' I 2. - Dl / 2. - pL I 2. + O4lO

xoFÊ.c¡P I l?" * KDI +DIRECII * {(?, rKÞ) / (1.-+ ?. *Kplt O4ZODIl.ñCr = oo o4lolÊ (F¡ - P!:.CÀP) 120rll0tll0 0¿rlr0

ì r.o f,:-,ìcr]L = ( F2 - p:ficÂpt / Ko o45)/ì'r T.ì r- ?c 0460l20F? =Fl+ (El +Ezl I 2" +DIRECI- (ETl +Ef?l I 2.-gt l2o- o47O

xt'l I ?o o48o,)l ìiCT : O" i, .. .. O19OPrflanL.= 0. ,

O5OO!?o FtELn = F2a.rrrrr'¡r 3;å3

0530l-'l ^

it,

;:

:H(JlÈ

!

II

;i

II

.

I

'

i

i

l

i

,

]

i

l

,,

:,.

i

i

:

I

'¡

i¡

1s5

IflCI0rn-fCnrl ¡0,10

lgvfiFtrt - tY¡l¡ - nÌ 20,q0,

0 | O¡nEñ - fC&F r (f¡ r t?¡ I ?.1 89'

trft?cgl - f0.?50 / ñlll ì4,?0.

. - t[ll ] ll¿l I 7. - gt I ¿- ',Et{ a t/ ?. r orl¡tc¡l . (fi¡. r nn , fl. t ?- r

eL!tr-l-

fÍ? - fCñFl !0.10.r

0 r olaEct - r[¡gnP r {t.l r f?l I z.l l2

rr2 - PtÈcrft tzq,no,lt

156

I

pl-¡-flt{t--

Purpose:

The "interf", short form for interflow, refers to

the flow that represents the spring action occurring at

Wilson Creek Inlatershed. This is assumed to occur due to the

rapid passage of water downward and outwa{d from crevices

and cracks located in the shade stratum. The downward

SUBROUTINE INTERF:

quantity of flow must be such as to exceed a eledetermined

quantity bef ore lateral spring f low will take place - I.n

otherward.s the storage must exceed a capacity called

"sprcap" before'any later spring flow is genJrated.

]-57

c(ar

i.J

o¿ Eo -: u ti:J

ó;; ó' çd = ld 05€0

otto Ù ' )llot'OÉ€0,.. 0 =

.-¡iv i,j(S CgO¿2O!O fio ' .,1. t¿sliijfooËo '- ¿d = ìdob¿o ¿5s = ss 'O8¿Q u = !;!Ioó5

(),.(r,7.os rrÍSJolnitÌ ãri;''iÏ o"

o9 ¿ooEzO (IudS 1 '¿ / 1d0 - 'i:xO'ZO /IS-'Z I l¿d + Idl + ISS) * l(d0)* "¿'t I "L+ otl /'I=;55(tc€ ¿oOZ¿O ir¡ttrisot¿cr ¿o = l.:0O¿O ¿SS = 550610 ¿c)l / ¿ss = Jìllú:JOsiO S) / ( ørld<Js - ¿isl : !ìr I ¿úS Ú¿

O¿lO U¿'0¿'0e tdYlYds - 3SSl :I09to .

oEto :. ¡(s)l +'zl / dvlÈcs + tudi +'z t lclÜ -'z / ls - "a / l¿'tr\OtÌ.o +Id) + ISS¡ ¡ù (ld0r* "¿l I "\ + (SN4 "¿', t "'L + "¡) / ot = ¡55 01c€IO 0ì'0i'09 liJvSvds - IUdS +'Z / ¿d r SSI r:

iiii ïu::: : i:oô00 SS = tssot'oo lr i'rtj = f du0¿OO lli / C?'0 = dv3rds090 0ogo0 o.J)r ' S)r 'lY ! 3

0rr00OÊ00 ldo 'id '[i il;ihi¿c'J0¿00oloo tIN.¡!ds.3u3dc.d0)t ¡s).9N1ãdS 'lfllu3d 'sslJd3lNI ii¿¡l.flilìii¡fì5

r'¿0c¿¿r)05 ¿u0!¿uù

¿¿cu¡acotlcúùù ttrLìr 100

¿ rU0

YIJù

' (uù

t ruu¿ tu!ì¿ TUÙI iUù

C r(10u 0L10

r ùUC¿ ûùu9L){)\0rc r,c00

'G 0ù0

( 0uù

1000

s . ?z.l ?. . SPlll - SPtcÊl.l to't

(sf? - sticgrl tt,?0.?

ls9

tst? - .ol?cooûll sÛ.{0.

¡6 r fuid----

SUBROUTTNE GROUND:

Purpose:

The subprograJn ground yields the base flow and. the

loss for the entire system. The loss in this instance means

the deep percolation loss and also the loss to the ground '

water flow Iaterally from the study basin. The coefficients

used in this program have not been optímized but set as to

the best estimate:

ì

160

oc001.

otloì

000?

0c040rìC;nt.ì 0 ¡'c( 0"

nc0 P

0C0.r

00!0

001 I00t l0n1?0c !.4

SlJSntrtJT Itlf G!ìCUllC (GR,L)RESr BASET PSRC0LT KBr LCSSr KLr BASEII

Crra'ltì\t 1t r Plr DP1

Fã.1L L'lSSt KBi KLt Ll.

1o t1 = 0P.OliEs3,) 'ì1 = ilÂSF':1 lìP?: PFnCnL¿.c t! = L|lss

50 lì2 = 1" / ()"xQê?) /r 2. - ítl

¿,.) FÀSE = G2 / Kß

"rì LfSS = G? / (L

:ìo G\,)i.ES = G210 Drl = ÐP2

i t:ltJF il' irlr)

C

a

+ L. I (2" 't KBI + 1.. I (2" * KL)) r, (Gl + (DPl +

l 2o. -.1L 1 2.. +.BASEll . . , '

001 00 0200030004000 50o0ó000700 08000c0ol 000t l0ot 200l 300t4c01 500l 600 !.700! 800t9c0 2000210o220

' '.ì

l

HOtF

(\\orl

SUBROUTINE BALDHL:

Purpose:

This subprogram is the conversion prografn for the

flow data from Bald. Hill Reservoir. The daily flow in cfs

is converted to inches per hour to be later added to the

'Jsstream flow. ïï

This program can at some future date be changed in

order to incorporate hourly outflows from Bald'.Hi1l Reservoir.

163

CCCf gu3l:nl,ÎI¡:F F¡lLoHL(3HrL0'rr 9^SEl. C---- THÉ FLCH IS T¡!CRqA-(ED FP,CV BÂLD HILL D*1M

0'002 ttÂSf:= BHFLel, *,)"000204' 0oo? pFrrlÞ\

cco¿ Ê\t

j

i

0010.00200 03000400050

:'.1 \, ' ..,.. .'i

.H,i oìÈ

16s

at

t

.cl r FltðL-

SUBROUTÏNE FLOOR:

Purpose:

The subprogram FLOOR is used to translate the

hydrograph through the stream channel. The routing technique

is the Muskingham method

The formulas are readily adaptable to the computer

system. The major difficulty is that the routing equation

has an inherent dravzback. This is, the rout"a. orrtftot

becomes negative once an extremely high inflow .is encountered..

This difficulty could be rectified if the routing was Uorr" in

a number of reaches. ïn this case only on" J.rch was used in'

which the time of travel equalled. six hours. Basically the

method is simple and straight forward. The results produced

by this'subprogram are considered adequate for the study.

166

c1(r(r 2000 3

cI QOrr

SI'9ÑCUTINT: FLCCDCINJß:ECTr SPFII'¡C, BASE, FLOH,,DRÀINIC----rr'rlS PPnGPÀM T,\rES It¡T0 l:-FFÊ:Cf THr TFA¡lSL¡.TION pLUS CHANÀlFL SI0RAGE O020C--.-iTTI ICH IS T"\PI OF THF f'ÉAV€R O(I¡IO, LAKE âTTCHIE, AND RIDGS DAt'I

0C15. lC T = 1."0oônAr'C07 X = Q.5

I

001 Ic0(,10rJ1ô

coot I

cî'rNni¡ / FtohD./ rrFLC0D¡ìE AL K

G9 TA (rO,?0r¿Ol, !\tFLlCn

f.rìì¿ :r't Et'),!åT (TtCr I C0. rr F5".tr. Cl ..1F5.3c r'C2,,¡ F5.3r. Kl Olf,O. X ,, c5"?ç r X = rr FL"1, I / ,

cLìlt 31 FL.)'d: = t)!Ë.¡CT + Se¡lttc + p^sF + DÊalN00'¿ çl 'l¡ : Ft. l,i2

K : (."O

Onl q

cî = - 1.ô { (K n X - 0.5 ir.T' I lK - K * X + 0.5 *Tl31 = (K * X + Oo5* Tl I (K- K* X + 0.5t Tl(:? : (K - K * X - 0.5 * f I I lt\ - K + X + 0.5 ¡r Tl

!.tnITÍ lÁr?n, COo Çt r C?, K, X

(.

oo15 4() FL lr'l l = ÉL i9¡z

CLrt.q Él_îLl = Cr, * Flfll'lz + Cl * rLolJÌ + C? * FLl.ì,/l!

0oro IF (ÊLnil) 5o16o1600O?(! ' li,\ FLniJ = 0"0012! 50 ÊfTl.lÊN

\ltrLñnñ = tr

!-L l'.12 = DIkÍCT + SPRf ¡JG + 8^SE + 01ìAlr,¡

00400050

. c0ó0'' 00?0

00 80o09o. ol00

. 01!00t20

. 01300140. 0150

. 0160, oL70

00 1c

00 30

. olcc0 2,10' 0210. o2?oo230o240

. 0250' 0260.r ' o?lo

o23Q' 0?9c

0 300.!,. Ô310l.¡

,t

tso\{

¡ rl 1 il ;l :l) I I i I, ; : :.: ::.-

1: a.'

t i

9Q

IJ

1¡ r1 !E}.

â¡.

1kè

ã

QD

).

¡o {u¡

H Or

æ

. SUBROUTTNE GRÄPTi1:

Purpose

Thís program is primarily a plot routine' The

function of the subprogram is to accumulate hourly f-low, plot

out the stream flow, '(before and. after routing) , the actual

stream flow, and the rainfall during the study period.

The program serves as a visual- check on the

calculation data printed out by DATA2 subprogr.am. The scales

of this program are adjusted. either by a ¡'GO Tó" command-'or

by computer. The available scales range from 0.1 to 0.4

inches per hour. corresponding to 54-4 to 218i0 cfs.

169

oD'-11

oo90 x + l¡tg€,x + x + f t "ii,lt.. l€ix = r. ) ¿rco0690 (1,9€x + lI .R¡',tNlrzx + l¡ 'r.Jr'¡lilo¿x + ll't.J|,,,¡)çfx r ú,.,'v = (!(¡v i'(l()

l"J - Uur = tt\ urur.t .o89CC¿go 5'cr r llt * "Ool r' (I ¡:,ll"l:) rx'= i.' cr.tìU099oo9Ço iC?50 - t¡SjSbiZr'rZlJ'¡.i:JË'¡t¡'uul'XGÉç0 rSJ38"80I¡ 'eLL trSJlto?g¡ 'titJ,'¡S¡J 0r 'L¿L '/'r0o'/Lr"Jr 'L3íi'X0¿ç0 ¡0080'O¡ .861 ..Oo¿Oorj¡ ¡t¿l'¡O0tùo0¡ ¡ktJ.'.1ìû(,(r3ù.'t¿I).rvh.it.r Ual rtt,uClgO (0ir¡91 ill¡r 9¡Jù0O9O (Ü!¿ = X U9i -LLUûCóto ()u i l).i. L'J lt( :'.r

ciJ"o (0tf '9) lÌld'4 irJoO¿,0 (¡Sil€')I¡'¿ZfJ,'¡5lJ¿il,'bciXogro r¡5:19'I8t tf-LL'rSJfuoot. 'úir'rS¡) û¡ '¿¿L '/ 'rrJoto'ù¡ 'rZir't0Er0 tgZZO'Q¿ '8óI '¡ù910'0¡ '€Àl '¡9100"0¡ 'tslt 'r00ûC"0r '!¿À¡.lvir,!t.J tì!I ¿¿c'00"t0 (,Jg I'e l i J. I ¿rì I ¿ùùO€tO € / 'o('o(:i = Y 0{.t ctr)o'ozto t.^ ' o[ i r,i, t¡! ccvoOIIO (r)ii'9| ¡11¿¡ t¿0ùOOto' (rS¡}i"tiol¡'ÈClr'rSj1l!¡o(u,'IJÞIXobÊ.0'rsJf4't9¡'€¿L'¡sJ)z'1zr'8tl'.5¡J 0¡'t¿L'l'rol)¡'0'0r'.üi¡'xOüç-0 ¡051O'O¡ '86I '.0t}1.{)"r)'¡ 'tl.t '¡ovùrJ"0r 't¡?.1 ¡.Ou(r(ì"o¡ 'ti¡l ruI..it.il -r.)t [ ..; '¿¿uCC¿'¿0 li)L("') iJl¿ii 'r¿0ùogco i ' oÛco:j = x c¿ì, . !¿ù009ECo?€o l.Ir ¿9¿fr 'rIr 'ooïr '¡lr ''9¿l 'r[¡ 'ogl. l,(, 'ç¿Tïtri]lri] 0,, :::30[t0 ".

l CI i'e ¡ j¡ ¡ õd , '¿ i(i\)C¿Eor : (rSJJ?".¿,¡¡ '[¿11 '.Sr]8'ú./r'!LjxOlÉO ' ,ttSl)Z?LZt ''äÀ1, '¡SJ39o€I' '89I '¡SiJ 0r 'ç-¿! 'l ¡.c(ìÎ'J*Lir 'c." xo0€,0 ''-'¡9100'0¡'Eól ¡¡0900o0r ¡g¿l'¡9?ù0"0¡ '6"1 'rOo(r'O¡'tZ¡l I.i¡,'¡uJ LU¡' ¡Lt,ùC6¿O (Jùt¡'rt r¡¡c;Ì , r'!uÙou¿O olruoi = I Uo clr'Ù.

0t t ü1 L'J ùL "\ l rii) o¿¿0 .C9¿0 O8'C"l'o'rI ('JiìúC'â - xvs^l )t, eL ¿ ¡iJASZO O¿'OZl'C¿f l0o¿o'- xV'.,t| il O'i 9Ì(r0ot¿o o9'05'ub (oolo' - xÞ¡¡Al rl u5 -L l0ÙOç-¿O r{dlllrc rJ'l }¡lilJ

.O¿Zo 09'0"'0t (¿LìoG'- xvv{^, rl Eld'rìO\ZO i¡lìl¡ I ri.':.ti Ct ¿ ¡uOC0¿0 XY.iX = xri,À üi I t,:ùC6't0 0€'0¿'02 (XVhX - x'yr.^ì il CiL'oo81O (¡ 'lif!¡:lt¿X + ll 'lrNN)0ZX + ¡¡ 'rJlrii)¿rx = xvix c(''Ù0¿IO Z;t 'i = I o¡ uÙ lìoÙc09IO oO

= XVrr,\ Or ¿0üt)ogio ;. o'/i Jr L! tuoùOtlO òSllldvldJ

^Ë oil)fìlti? !rr!¡5 ----3

c€I0 hlouJ 3lv3s lold lvrIHdvï9 srN:l^lTd lc9l rlI rll li3l¡3'ld¡s:ll l'jtll!d ----J0ZI0 I t$ t / 9ll'¡[(i6 Vil! loUJOIIO / ¡l¡X

'o'olo t, t r.t. r.-. '¡*¡ / 9INI0d 'rl'r{lûd ¡gl,l\ICld '¿¡ñIûd 'iiÍ!IUo 9r\,.i }t,00Oo00 j0lo0 109) i€.X ' lÙE)É¿X ' (c'çlú¿X ' (ogtugx ìli'J¡lÑ¡ tiJ.ìoc¿oo

'J

O9OO (0'¿19¿X'(09¡eLX ¡(!sXO90O lï¿X 'ttg 'OIIIX 'lOg'011¡ZX '(09 '0I10¿X '(0E'ÙtlLrX lrtISl{it.¡'l ¿0000t00 J0€00 3^un3 càtl¡03Ud àì{t ic Hdvd9 v UJIN¡uó iJù tfr(r sIü1d 3i{tIflt¡Jrlrrs --=-JOZOO ( 9¿X ¡ 5¿x ' ltr 'U(.Y '"LxxOIO0 'Zl{ '€lX 'NilN 'IX tTZX tCZX ¡lgX '8ZX'û¿X'0¿X)IH'JlfO lÌllIf'¡':jgnS Ï000

ri

¡I

I'l:I

I

o1'c04 1(1(r/¡å

0¡4 i0î4 <

O(ì4 7tìor, ìn¡1.ô0O5!'01c 1

cc5 ?

Otlts ¡00i/'on55

oo5 inc57

OCFPc 15.1

c0A 0i)0/' !

.0et ?

co61

n0f ¿

ùíJni

cc6sco, ftl C{' 90LaôlctJ7l0(r7!

Crlt2troT l00 "41'l7r'0 r'175Ctr77

4078(;\ì7 I(,o 9{'!cca!C.i1ô1f'a1r0ilA i(rìì:î1tÌ1aì(ìrì7n(ìtr

r.,l = X20(N¡J|I'( 3 x24(Nt:N'

t112^0

7 '1)? ìt)?4a

Ic lul 1o0rl,ror?1ofÉ (fJt ?4or?40,200Ic lrt 110,ilcr3ootE f¡;) t2or?.:Cr?]CtF rK) :lo(ìr711r2lQlc (r) ?70r..70,?-)0lc ( ll 33Or? rCr3?C

ll r xII T X

?5ù .¡¡lTF l5'260 1 n1(Ilr Xlclllr'X?B(Ilr X?l(IlrX¡()' IpntrlT2' J = lr lilr (PntñT3. 3 = l¡ $l

?/rn c1Èr,t^1 l1? | i\1, ]t?, FlOo6r tXr l00AI ¡ I f ?6¡. 'ì'ì ra 1.1c

27r) vl(lTF 15,26C' X3,)(I)' X29(Ilr X28(llr X3l(¡ttX': l' (P':¡lf{T3r J = 1r M}

ç'r r n 3L0u,ro:t?TIfl (6.?5(it x?9(llt x?c(¡lr x28.f I)' x3L(lt'

IKl. lÞ¡J¡'1?r J = I' MlC.ì rO i40

?(ro þ'l!rF (Árz6crl x3o(Jl, x?9{l}r X28(Jlr X3I.(llrx\r!

300

?tl

]?c

3?')

Gfl f¡ ?¿o;j-.trti tó,iaot x3o(¡1, x?e(tlr x2s(Ilr X3l(tlr

XKlr (PnrliT2' J = t.' Nlrì1 T ri 1À0{?!'rE lå,?Ao} x?r)(tr, x29(I}; x?8f Ilr x1l(Ilr

x\ll11 fn 140*?ITF (ór?6C) x3J{Il' X21(Ilr XZB(Ilr

xk. Ìîrì rn ?4nr*llTc (Ar?¡Ot X30llÌr XZa(Ilr X28(l)r

34Õ c ì'tf l'JüFlã (!\lX - 10tl) 35Jr37Cr370

350 '/ilITt (é.15c¡ (P)lNlar J-ìr,0 Ê^irvtT (r+rr T?ór I00{1r

3tC l_ = Xl¿r(lf ,: X

t.L : L - t

ADDr (P0JNTlr J .

100^¡ I

ADDr lPOINf2r J -

ÀîDr {P0INTlr J =

AÐDr (POINf3r J i

ADC' (POINTl' J =

ÂDDr (POlNf2¡ J ¡

ADOr (P0tNTlr J =

/\ 0D

=-{' Nfllr Xl(ÑNN,

3'ì0 lF (LL) al(r'400r1'¡0f.in aDlTi lA'irA0 I (Pllhi f4' J - l¡ LLlr P0Il{T5

Gl T¡ /rl0¿./)a r{?I1r-- (år3SOl Pnl{f5

alo t = x?5lIl È xLL = L - t

0610062 00 6300 64006500 660067006800 6900 70t0710o7 20'0730o7 40ru15007 60c770078007 90'0900o8l{)o82()083008400850086003700RÊO04c0.0 e0009 l0

..10020'' o930

0 9400 9500 q6c09700980c990

, t000I 010I 020l03cI 040l05nI O60I 0701080I 090I 100ttl0Ì!¿0Il30

''1. I ¿cI l.5ÙI 160I 170,.180'

4?1 tÊ (tLl ¿q0,430,440¿}ì ll2 I rF ( Á.36n1 P0lrlTé'i ì T.r /.50/rirn \.,r lf !: (ôr'16()l ( P lINl4t J¿.i1 c.:lr I'lrrÊ

.ì{:ltr ({r'lr1.Lll/.¡.n c¿ìirltf (rl¡)

IiTUor!i^l o

\

lr

- I' NX)r'(9llNllr.JF5.2t

x3r ( I I ,

X3I I t l I

lr

1;

lr

lr

lr

- Ir Lt.I' P0lNT6

lr-

I'

:H'{ts

fIII¡IIIIIIIItIIt-

L72

filÞ.Y - .010{A ffi,eO.

lrñ¡rl - .û?cüt ¡20,t?

nËfir - .0:rc0l ¡q0,t{0,

tctar l¡

I

I

i L73

fNrÐ{. rt. I x?0(tiflrl. ¡l t l2l(r$å1. ll t llBlll6I.Xl¡f¡|..Xrf

TGN. Gl PE

.. I' .t

Pç l_ff I

L74

csr.,Gt r3 q

'l

ror\rl

¿rd

SUBROUTINE GRAPH2:

Purpose:

The subprogram GRAPH2 Ls used. to punch out the data

required for the Calcomp graphic plot program. The data that

ís punched out is the rainfall, actual and synthesized stream

flows, and the flow between resevoir systems. This program

!ì/as incorporated as an option in which.changes to the f inal

plot can be made. '- '' i

. .. ',.

_a '

J.76

III

r\F--.{

OZZO ûtr 3

t¡ol¡lri ù¡ olzooc,zo tLotr,,"l,,iiì;"ll å; 0ó 10ceto lxóiio IIN 'Ë'= INñN'l¡NNi\ ¡1)ÛbG^H) ¡[¿ ''ltHf,S¡o ¡(I ''ìtrr'¡lv.!'c" H)',1"JO9l0 l])tEx = t¿ ¡l)tlJsluOSIO tl'tt¡)tX = (I 'llif¡lVJotl0 lI¡N 'l)üd\l^H ' (

' li'l ''ì'¡t¡oú^tr

o€Io N 't = 'l 0L LU 0¿

O¿iC C9 Ur Lt0¿ 0J, 09 ( IN "O3 " rrilir I : I OITO

S:å3 ('r)e¿x = ,,,,n,, Ìl.i'iiilTi o'

N'i ='l 01 u'..t 08000¿00 ' ¿ + Ìl'l - tl\

¿ + Nl'll¡ - t¡ilii{ 090ù05 00o"o0 llg r0lllx 'tuel9Lx ' {uÉlxO€00 9¿X rl¡ .OgllNM .lII tOglUUú^r{ .all .0SlH3SIù .(ùil.r¿x trtrtSN¡¡luoz o0oloo (lx '9EX'gtx rIN'N

"ÉX 'fJNt\)ztrdvug 3l'i¡rn.JJ6r,s

ð lüo¿ É00_(' ! rJi)

I t(ìu., 1.)Jt r(¡0e loüI iCrü(ì t0co uùùù 0:lu¿ûù i';vùilÉ u.)c'ì00Jtr)t)ù

¿.r.iJ

i ocù

178

¡-

I

I

:fi-lJß:r-

APPENDÏX

I79

SUPPLEMENTARY FORTRAN PROGRA.M

WTLSON CREEK WATERSHED HYDROGRAPH - PLOT ROUTTNE

Introduction

This program is part of Wilson Creek Waters.hed -Computer Mode1. It utilizes the output data of subroutine

Graph 2. Vüith the aid. of the Calcomp platter, it plots this-{

.,"Graph 2 output is on punched.cards. Id consists

of the information of the rainfall, the actual'measured

hydrograph and the synthesized. hydrograph. There can be

up to six differenÈ synthesized hydrographs depending on '1r

the number of cells used

the "-t,Iain" program plots the various hydrographs

and a subroutine Rain is used. to plot the rainfall data

The program is built such that it records maximum

of five days hydrographs. The duration is controlled by

two given variables:

1) NFSTHR - The hour that the hydrograph begins(r to 24).

2I NHRS Total number of hours to be recorded..Start at hour number 1. (i.e. no.of hours + NFSHR), (1 to LzO).

180

Variable Names

HYDRO

DISCH

RAfNF

NHRS

NFSTHR

N1

Synthesi zed hydrograph

Actual hydrograph

Rainfall

Number of hours (1"120)

Number of first hour (L-241the hydrograph begins

Number of cells ..

How To Use the Progrgm

6 Control cards

Card

Card

Card

Card

Card

Card 1.

According to

Year,

l'ear,

Year,

Year,

Year,

3

4

5

6

r81

NHRS, NFSTHR, Nl

FormaL 3110.

Month, lst Day

Month, 2nd Day

Month, 3rd Day

Month, 4th Day

Monthi 5th Day

the hour

c.::¡ í,ira ¿iúl;rt ::. f -'|!-.f =¡: -=L::TI:n=lT

FTGURE

tT o c l-r ,i o oiã--o cl-o : o-c o o!' r r rrr r r ¡lr'!r':.:ú !h.,r rjrr r rjr r r,lr r r rjr r r rir rtl? 2 7 2'z 12 ?t I 2 2 z 2 t 1 2 1 1

l,r r,¡r r r rt.r.:r.:irr*rl.ri!3 r ¡ J:rt I 3:J ! 3 l::¡ lJ 3 33

1r,,,!,,,.,!,, , ,\,,,1 o,l¡ r ¡ ¡lr ¡ : ¡ir:oq ,-q-r ,r Ils s ¡.,1r s s sil : s -i i s s', i r s

1,,,!,,, J,,,,1,,,,!,,,!r : ¡.1¡ ¡ r ¡jr¡¡"..:':r¿-.'rrlr l r rlr l rrlr r, ;:rl r ?;r ¡l!,,,,1,,,,1r, ¡ ¡l¡ r ¡rlr¡ ¡lr: ¡ ¡lr ¡ r rrr t|r: r":,.'¡ r rl¡s gslg gî g : gs: r rls ¡s ¡lr t ¡.lr a r r:r:r:i ::ìrÉ{:c zi

î¿i-iîaä-õì-oT-îìîäT:- r r;J r,- s r-';:rr I ¡ri;:I t:,1r.l I I r:r I I tir : I tit | | ll

,t.r r r,i, r r r! i, J r r r rl.'. : ;::': rsrrlr:¡ ::::! rr r.r:3M'i3J3.rr!3iirri:¡¡trli ¡ r i r'¡ a a l't,t {t:,t I {,ti:.r :i.::. 1I ;, r...:1 r :1¡ x rf,:.:5 5 r 5 5 55'5 55 sls t5 5:!tllt:tst:966t8666S6¡:i::_':¡r,rx¡rrr:t: lJl:r r ì:

¡iilI.rrrrirIItjriIljr s ! ! 3 ! r¡¡:8t¿r:¡8t 6:l: - x::' ":f:;,. r ¡ n, : :I:1 rt:!M:;3 I95:393r;193?'

Following these control cards, there are the output punched

cards of Subroutine Graph 2.

Note, there must be at least

NHRS NFSHR CÁN¡S.

Changing of the Scale

'+0 0 0 û û:0 0 0 û'J, :c I olf i I o ¡'i o c o-c-cl-lT 0 0 0'¡ 0 0 0E 0 0,i-.0 0 ¡-0'l}ltì:n.:,ilu¡,:¡.irr.¡:,.srrr'-¡r..:'rr,.¡:c¡.r¡¡¡¡JlIr¡¡rhr,¡¡i."",,1tlr I ¡ ¡lt t I r:r i I r I I I ¡.r r ¡ ¡,¡ r I r I ¡ I Lr I I ¡ir ¡ I lll I r ¡!r r r ri,l'r r,,i r,, rl.r,, !,,,,1,,,,1,,,,,t,, r rl r r r rl r r r rl r,, rl r,, rlr lr ¡.¡:r4.. o.'¡r! ¡: rrtra -'rry r::'L: r \¡4.'ct;r,,::-¡r!,. ! ¡.j¡:: x --.t:. x.r.i¡l¡ ¡ ¡ ¡lr ¡ ¡ ¡.¡ ¡ ¡ : : 3 ¡ ¡i¡ ¡ ¡ ¡'¡ ¡ ¡ ¡'J ¡ ¡ ¡'¡ ¡ ¡ ¡'¡¡ : :l¡ i ¡ ¡i l ¡ ;i,,l, 0',,1, 0.',1,,,,i,,,.ir,,,!..,,.i,,,,1,,,!,,.r,10,,,1,,,,1]t:¡;lr;:¡iu.l¡1n(r'r-:¡!::.r: rq:!:i::ri!::qc.).ri,¡:t:9r¡t¡ J.¡{;\,.:i5:l5.5 5 5 s 5 : 5 5 t 5 : : r S 5 5 5 5 5 :15 ! 5 5:5 5 5 ¡;', ¡ ¡ S'l S S SIS S S S'S r S Sl

,1, ¡ r,L r r ri, i,.ir,,,l,,,,i,,, rir r r,l,, r,l,, 6,[,,,l, r r ri.-:x1!'q!.:¡:¡'.!r,¡.r4.:x: x::.\rx!¡!4...!...-at[.:tì04:i:aDiijil.:lljr t l rir t I rÍr r I I ¡ I ¡ rjr I I rjr I I r:r ; I rir I I r¡r I I ;jr I I lir I I rj¡l:: ¡ ¡ ¡'¡ ¡ ¿ ¡ ¡ ¡ e : : ¿ ¡ ¡! ¡ ! ¡'i ¡ ¡ ¡!r a r al¡ I ¡ ¡'¡ ¡ ! ¡'¿ ! I ¿'! 8 ¡ ¡lri;.r:¡r:l¡.:¡:.rrq,,.rer...!...-;...:ji::crÌ{ r,r{'¡:rri.:.r\;. r.:aFl? 1 ? g s î 9 r t.t ç ! ? ? : 9 ; 9 ? ! ¡ I -Q r : r 3 l ¡ s :l : r : s r'r s i I'g ¡ c !l..Dr.ltlr:¡¡e.¡11:¡i¡.q.r$f rrMrs:i:¿ts¡:..?us.,'úarstt¡¡;l¡¡rì!rr.¡;l

L82

In generaL the scale of the plot is fixed. The

rainf all data can be plotted \,üith two dif ferent scales.

Plot No. 1 sho$¡s the existing scale. In order to

get the scale of plot No. 2, these changes must. take place

in subroutine Rain:

DO 10 I = lr5 0060

(rr t'2 "t

00 80

R = RAINF (J, I) *2. 0150

FTGURE

(.j

DO

l¡t.f'I

i

r5 65

l+/r.+

StP r 16 tiS

t!. stl

':4.

:JJ

,LLz.

ü:oi

StPf 17,65 STPI 1B 65 SË-P f 19 65

Hæ(,

FORTR,ÀN IV 6 TEVEL 18

oc4 t000 ?0r 01

0004o¡05cno60 )07c00q0009001 oo0l l.

00r 2cor j001 4oor 5'c01 óO,1l 7n01 q0cr l90c 21c1"lcc? ?ùc?3oo¡4012 5o02áo^?fo1¿90n i900 11o0 1l001?003 ¡0O 1r*(101 50036001t00?3o0¡9o0400î4 !0n4 ?004 30044004 500 ôóoo 1a0c4qt) r) ¿90ñ 500t 5l0052nar.1o0:4Or)5 3

0056

DIMEtiSInf¡ rEUF(t00O), HYDRO(!20r lQtr DlSCHl120, 21. RAINF(120r ll' oIqfNsIoN Ho¡tç(12), oAYt5lr YEÂRt5l, HÀ¡(51DArA l40i\lS / I JAr'l.FFB.MAR. qPR.ttAY. JurtlE JULY{UG.S EPTOCf . DeC. | /

ott ISYolst s¡¿E r.üRN. 3

P[ {rO ?0r Nr.tRS, NFSTHq, NlPtr t\l 1,,)r tlHP s, ¡¡FstHf., Nl

l0 rnP.M^1 l1lrot I I tNll.=lll+?

?0 FcR¡t^T ( 3I I0 'nc 30 I = 1., 5

30 RFâD +0r YFÀR(ltr ¡'t¡l(llr l,AY(l)40 F('.FMAI (F5¿lr l5r Fç.11

în 50 L = f{FSIHR' NHRSp.FÂ0 60, ?ÀlNF(Lr it, DtsùH(1, 2),

tC ttÞIlf lór¿,01 RAINF(t.r llr DISCHIL,óo FcP¡r,1T ( qFl,0.7l

cÂt.L PLITS( IFUF, !OO0lEtFv = - 20.O'

. x¡X = 0.0Yl.X = O.CcÂLL PLI)T10.0, - 2.0r - ?lcÁLL Ft.nf(o.0r t.llr - 3lcr\LL oLOf (0.0¡ r].0r 2lCtLL PLnl(o.Or 0;Or 1l

I,IÂ I N OÂTE = 70230'

nlì 10 I = l' IY¡XIS = I - IFLgv=ELçV+20.0C¡l L r¡1.,'48ERl - .5r YÂXlSr .l4r ELEVr 0.r - llCn TCì l¡0'?0¡' L

70 c¿LL Þt nr(00.0, YAx1s, 3lC^tL Pt.r)fl1ù.r YAXtST 2lc¡LL pL0T(0.or YAXtsr 3¡t.l.G0 T0 qc

80 cÂt.L <YqB1l.(0.or' qcc.rL =2

90 c.or.tT¡ r{t,ã

tol 07 tze

(HYDRO(Lr Mlr H.3r Nlll2lr (HYDRO(Lr l'tlr H ¿ 3r Nlll

clLL ÞLOr(0.0,0.0' 3lCAtL SY{rl')L( - !.r 3.r.l4r f,HC.F.S.r 9O.r ólc¡.LL oL0T(0.0r 0.0r ll¡!--ì !00 I . lr 5

'xÊx ¡ x{\x } 2.CÂLL PLnTIXáXr YÂXr 3lYÂX=-Ii{(YAX-8.,

r C0 CÀLL PLOf(XÀX' YÀXr 2 ICÂLL nl.flTft).O, D.0, ¡)xnÂY¡r.l . TIFSTHP / 12.nn !4t ( : 2, Nl,tQft [3rì J = ¡,F-Sltll(r Nllt{Sxrì.lY : J / r¿.

. lF lK .GT. 2l rlo',T0 l.l0YnlS = DISCHIJ' 2l I O.ODO201 I 20.tF ¡.¡.r'¡¡. r¡Fc.T,tÊt r^tL PLnI(xD^YtÀ¡, YDls,3lCôLL Sy\Cr')L(.Xt)^yr yOISr.l¿¡ 3¡ 0.r - llCl'Itì llrì

¡10 VHYDP = ìlYJRLt(Jr Kl / 0.000204 I 20.

001 0oo2000 30

00400050006000 7000e00090ot00olt0ol200l 30ql 4o0l 50ol 6001 70

' 01800l e0

'o20002r-0o22002300210o? roo26002 700280

ì o2a0: 03p0

0?100320

. 0330,,03¿'0o350031,o0370'r o3aooì eo

" 04c0041 004?00430

. 0440045 00460047 004q0

, 049005 0o0 5100520o5100540oSco05ó0

PAGE OOOI

.14'r t3r 90.r - tt

'tsæÈ

o

FORTRAN TV G LEVEL Iq

O{ìq?0c5800 9f)0c60CO¡5r0cö ?005i00r ôoc65o04Á0li5?onó I00 (.40n 700c "t00 720c7?o074

TF I J. .!Q. NFçTHR I CALL PLOIIXOAYTN' YHYPP '

3'CALL PLnTIX0AYT YHYORT 2l

! 1O CENÌT\UFC¡LL PLflfl0.0r 0.0r 3l

I +0 c0¡rTl r.tuE

ÞO ,F0 I = lr 5|l: t¡¡llll!I = I - |xs=ttÈ2.ù0.2CÂl-L SY:'1BOLf XSr : 0.4¡ .l4r HONSf H, t 0.t 4lxs = xs + o.8CALL rll-ll.llEPlXSr 99.9.r.l4r DAY(llr 0.r - llX( = XS è .5

tçO CÂLL l¡t,\lBEP(XSr 999.r .l4r YFAF.(llr O.t - llCÁLL RAI¡¡II¡FSTHR, NHRS' CAINF'cAtL Ptor(tl.¡ - 1c.r 9991C¡LL EXITE¡IO

IlAIN DATE - ?0210 LOtOT t29

o59o0ó000ót00ó2 006300ó400iâ50

. 0ó600ó7 006800 6e0oToo0?!.oo720, 0?30

. 0740' 0750' 0?60

PÄ6E 0002

H@(¡

\oæ

,l -l

rLÇ¿¿U )'O.jr?u¿r.)u.rç r !¿1'ú\)'ú0¡5?¡uJ "tJ¿" t¿tsJU"tJ5JLuú(,.J

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tti!qi;r'0 ot)

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SIJNRNT'TJNÊ EÁINII,IFSTHR, NHES, RATNF¡-tlIr.,t'.cltslo'! RAINFil?0, I IcttL ÞL!)tl0.r 8.r 3lcÄLL PL0T(0.r 9.5r - 2)c¡LL PLOfllO.r 0.r 2lDO :0 I = lr 3tt = (I - rl + o.25Y = - (TI t 4.)

l0 C¡LL llUM9:PllO.25t Yr .10r llr 0.r 2lcaLL PLrIT(10., Yr 3tcÂLL PLOl(10.r 0., ?lc¡LL PL.}T(0.r O.r 3)nn 20 J = È¡rgtltR¡ NHRSX0ÀY =.t 112.P : PÂlttËlJ, !, " 4.¡F (J.ErJ. NFSTHÊl Ci\tL pLOTlXoAyr 0.r 3)c¡tL pL0T(xDAYr.- R, ?lXO^Y¡ = (J + t) / l?.

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01 000lt001 200l 30

3l ;30! óo0170o180' 0190

(tN.tr 90.r l4t. O20O021 0'oz?o

PAGE OOOI

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ttf U¡{IVERSITY OF IIANITOBA COHPUTER CENTER *** DAlÊ. 8lt7l10 Ttr{Ê¡tltl6 Ptl

C PROG TO PRINT OUT RECORO¡NG R.G. DAIA FOR IdILSON CREEK OO¡O002 0c

Dt¡rENstoN t,t32t 24t, Yl24t 0030.c oo4o

INTEGER AI32, lOI, AA, PP OOsDoAfA AÀt PPr Ur V | .^.t .Prr .3rr I | / 0Oó0

c ooTol0 Rtao (5r2cl fA(1r J!¡ J = 1r 5l' ix(1, J)r J. lr l2lr ta(!.r Jlr J 00e0

X = ór lOlr lXllr Jlr J - Ltt 241 009020 FORrl/\T (4X, 13, óXr 3I2r Al, l2F5"2l 01C0

ol l0'c

3C llRIIE (ó,40t 012040 FCRI4ÁT f TOI r T3ór 'I.IETEOROLOGICAL BRÂNCH - OEPARTI.lENT OF TRANSPORT O].30

x - CANADA. ¡ lt l¡ T4lr TRECOROING PRECIP¡TATION GUAGE - IIONTHLY RÊ. 0140XP0RTrt / t 0150

c 0160tlRlTE (ór50 I Allr 1l Ol70

50 F0R!.|AT I l¡ f 52¡ TRECORDING GUA6E NUT4BER . t l?t I I 0190c otgo

WRITÈ (6,60t , o2ooóC FIIRMÂT (T30r 'MORN¡NGrr T90r 'AFTERNOON' t lt f5t 'DATE|l 02I0

c o?2oWR¡TE lót701 o23c,'70FORM/tTlrrSrr'l 2 3 4 5 6 7 I 9 lO lt O24O

x t2 L 2 7 4 5 6 7 I 9 l0 ll 12. 0250\¡l I - 0260

0? 70NN=TDO 130 I . 2t 32 0280G0 T0 nco,8ol, NN 02e0

80 REAO (5'20) (A(l¡ Jlr J. lr 5l' (X(l¡ Jlr J'lr 12 03oo. 0o 90 J - Lv¡ 24 ¡ ,10310

90 X( ¡, Jt 3 too. 'o32ONN=l 0330Go ro l2o 034'0

loo RfÂD l5'2cl lAlIr Jlr J¡' lr 5¡r (x(tr Jtr J - lr t2lr (Att''Jtr J o35oX =.6¡ l0 lr lx(lr Jlr J - ll¡ 241 0360' tF (Allr 4l - Allr 9ll llO'le0rll0 o '-, 0370

II0NN'2120 IF (^ll' 4l : AII - lr 4ll l40rl40rl30 ' ' O39Ol3c C0NTTNUE 0400troo*=r-r

U)3c 0430

D0 300 I = l¡ K 0440N=0 o45Oxl = v 0460

c410X2ãVX3 . v O48OX¿¡=V ' 0490x5.ã v 0500Xó = V 0510

' lF (A( ¡r ll - Al Ir 6ll l50rtó0r150 0520t5oxt=U . 0530

N . I O5.,n160 IF (Al I' 2t - Al¡' 7ll l70rl80rl70 .1.' 0550l7oxz=U 0560

PAGE OOOI

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o

*1. UNTVERSTTY OF HANITOBA CoHPUTER CÊNTÊR **+ DATEc 8/l?/?O TlHEEll¡16 Plrl

N=1180 IF lAllr 3l - A(lr 8ll 190r200r190L9Ox3!U

N= I2ùO tF (AtI,4t - I + AlIr 9t - Il 2l0r2Z0r2lO210x4-U

N= I22O tF (A(I, 5l oEQ. AAt GO TO 240230x5=u

N=l?40 tF (AtL l0, .E0. PPt G0 TO 2ó0250 xó = t,

N=1260 CONT INUE

t{RITE f6rZ70l lA(L Jlr J = Z¡ 4lt lX(¡, Jlr J.11 241 OTlO2?0 FORTAT t3X, 2l?, t3. 24F5.2t o72O

lF tNt 30013001280 0730. 28O }¡RITE 16.2901 Xlr X2r X3, X4, X5, X6 O74O

?90 FOR",IAT (T3, T RG NO I, AIr T YR'r A1; ' HONTH Ir Alr I OATE ORDER O75OX rr Alr r AM .r Alr . t¡q rt A1l 07ó0

. ]00 C0NTINUË o77Oc o78O

Z = 0" O79t)00 3-?C N = l' 24 O8OOY(Nl:o" OBIO

. DO 320 I = Ir K- 0BZOIF ( x( I r Nt - 100.1 310r320r 3lo 0830

310 CONT INUE OB4OY(N! = YlNt + x( t' Nt , óãió

. 320 CoNÍINUE ,1 0860Z= ¿+Y(Nl .Og7O

330 CONT INUE c88O' WRITE lô'3401 lY(Nl' N - Lt 241¡ Z OB9O340 FOR¡lÂf I /r lOXr 24F5ç2¡ lt I TILBI TT0TAL -r¡ Fóo2¡ ,d.l OglO

cr r=r+r -., 3;13. c o93O. DO35oJ=I,IO I "r 0940

350 êåiiri¿E= ar I ' Jt

33;3c c9?oDO 300 J = lt 24 O9BOx(1, Jl = x(Ir Jl 0990

3óO CoNTINUF l0oo. c loto

. ,,0 :åÄll,'?¡îlî , . iliiGo TO 30 !.0 50

c 1060380 CALL EXIT IOTO

ENÖ to80

PAGE OOO2

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tt. UN¡VERSITY OF I'IAÀIITOEA COHPUTER CENTER t*T

0IHENSIoN HONST t2', DATA(3I, 24r 8t r RESULTIz4T o01oINTEGER RG(8I, YEAR, DAYI3II OO2ODATA HONS I 3Lt 28t 3lr 30r 3l¡ 30r 31,3t,30r 3lr tO, tl f 0O3ORGlo - 839"3 , 5440"2 Oo40RGIS = 700"9 I 5440.2 Oo5ORGIó = e24"8 I 5440.2. OOóORG30 = 241.7 I 5440.2 Oo?oRG3l = 503.2 I 5440o? OogO' RG32 = 783"2 I 5440,?, ooeoRG33 = 866.3 L44O|Z OloORG?4 = 578o8 I 5+40.2 OIIO' 0120l0 r{P It F ( ó,201 . 013020 FORHAT ('0.' T30' rt{ILsoN CRÊEK THIESSEN P0LYGON RAINFALL.T I I 1 0140RÊ40 (5'301 FGll)r YEAR¡ HONTH, DAylll, IDATA(t, Jr ttr J - lç 241 Or50

30 FoRMAT l5X, ¡2, ôXr 3l2r lXr l2F5o2¡ ft ZOy,t L2F5.2l otóo0l 70r{ = MoNS ( ¡aoNTH IK=2 3ì33OOsCI=lr8 o2OODO4oJ=K'N 0ZtO

P.EAD (5r301 Rc(Ilt YEÂR, HONTH, DAylJl, lDAÌAlJ¡ Lr tlr L - lr 241 OZZO.40 CONTINUEK=! 33ii50 coNT INUE * o25O

oogoJ.lrN o2óo

oo 6e L = r¡ 24 3;;3RESULïfLl = DATA(Jr Lr lt * RGl0 + Oara(Jr Lr zl * RGr5 + DATArJ, ozeOXL' 3l * RGIó + 0AlAlJ' Lr 4l ¡,RG3C + DATAIJT Lr 5l * Rc3l + oATÁt. O3OOXJ' Lr 6l * PG32 + 0ATAIJ¡ L¡ 7l * Rc33 + DÂTÂ(Jr L, It r, RG34 l,O3lO'60 coNTl\uE o32O

lrRIlf: (6r701 YEAR' MONTHT DAY(Jlr (RESULT(Ltr L. tr 241 , 3l?3?0 Foiìf1ÂT (Tl, 14, ¡3, l3r ?4F5"2t o35CwnlTF (7,8C1 YFARr MONfH¡ OAV(Jl, (RFSULI(Llr L-. lr lZlr yEARr O16t)

XMC^ITH' OAY(JI ' (RESULilLlr L = 13r 241 " O37O

80 FoRtlAf lTlr rltCrr 2Xr rAVGrr óX¡ !l!, .Arr 12F5.2r. l¡ II¡ rllc.r.:2X O3BoXr 'ÂVGr r óXr 3I2r 'P. o l2F5.2l '03909C CUNIINUE O4O0

l.lRITE tó,1001 o4tolo0 FLìRr1af (rI.' 04?o

G0 T0 lo o43OIl0 cÄLL ÉXIT o44O

END O45O

DATE. 8llll70 T¡HE.it¡l? pr,l PA6E 0001

.H\0\.o

Itttt¡ttll¡aa

ttttII¡IIIIIIIIIII!¡II

41. oÁä. l¡,{o. ?tJ. ?'r?. e'{¡1. ?

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200

Tç.LIIËÉT-

Itt UNIVERSITY OF MANITOBA COHPUTER CÊNIER ***

C PROGRAH TO CÀLCULATE I{IER FLO}IS FROH ELEVATIONS OO1O

c oo200TMENSIoN Txlz5l r TY(251 t ELEV( 20t 0030INTEGER YR¡ MONr OÂYr TIHEr 0lSCHGlZOt oC'40

00 50COUNT - I'REAO l5,lol N 0060

lo FoRMAf (I5l ooToqEAD (5'201 (TXlIlr TY(Ilr I = lr Nl 0080

20 FCRM^Í l2FL0"2l 0c90t otoo

30 HRITÊ ( 6,401 0l:.040 F0RÈ4ÂT ¡r.1r, f40r rELEVAÍ.IONSr, T8O, .OISCHARGÉSr t' I I I Ol2O5oREÂD(5rl,o'YR'il0N'0ÄY'TI|{ã'lELEv(ll;!l1'12¡60 FORqÀT ( l3Xr 3I2r 41, 12F5.21 . 0140

D0 ZO I = lr 12 0!50ELEV(tl = ELEV(tt + llOC.O 0160CALL TAi]PAR(ELEV( I I¡ FLOIIT TX' TY' N} OITOELEVilt = EtFV(Il - 1170.0 olBc,DLSCHG(!| = FLOll * 100.0 +.005 0Ì90

?o coNt INUr o2'JOwKITS (6r801 YR' HON' DAYr TIMEr (ELEV(Il' I ..lr 12lr (DISCHG(Ilr 0210

. xI = I. tzl 07.2080 FIIRYÂT ( lXr 3l2r Al¡ l2F5"2r 2Xr l2l5l 0230' '¡RITF (7r9,ll YRr MONr OAYr TIMEr (DISCHG{It

' t . !r 12l O?4O9C FORqaT (13Xr 3l2r Alr l2l5l O25O

co¡J¡tl = couNf + 10 02óoIF (COUI'¡T - 5ll 5011001100 O27O

100 couNT = t. . 0290GO TO 30 _ 0290

i ' .o3oo110 CÁLL IXITE Nf) 0 310SUBR0UÍINE TABPAR(XXT Yr TXr fYr Nl 0010

C REVI SCO PROGRAM OO2O

C SUBROIJTIf'IE INIERPOLATES BY HEANS OF A HOVING PARABOLA' REF'ER TO HY .OO30

c FoR E\CINEFFS cc40C XX IS TIIE PÇINT ON THE X OR Y AXIS FOR !.¡HJCH ,ÂN.,I}¡TERPOLAÍ ION ON T OOSO

C x AxlS IS RÊQUIßEt¡r Y ¡S THAT INTERP0LATÉD VALUED IHAT CORÊESP0tlDS 00ô0C TX IS TI"IF TASLË VALUE CORRËSÞONDINô 10 IHE SAM€ IX9S AS XX'

^LSO 1 ,OO7O

c s Txrs Ltusf 8E EouALLy spÀcËD 0N THÊ ax¡s, ly aRE THE CoRRESPoNoIN 0080C FOR TX.ST N IS TH€ NUMEER OF PAIRED TABLE VALUE POINTS - OO9O

tll.'rENsloN Tx(Nl , f Yl Nr 01000H0X = xx

C xX lS SIIIRFO ßECÂUSE lT l',l0ULO BÊ DESÏROYÉD aND TRANSF0RMÊD LATER 0120lo IF ((( - r'x(zll f (x - TX(N - tllt 70'40'20 0130

C IOO? FINOS OUT IF fHE POIN'T IS ¡N THE INTËRPÙLATION INTERVAL OI4O20 l.,lRITE (ó1301 Xr Tx(Zlr TXIN - ll ' 015030 F0iì¡4AT {T2, rp0lNT X=rr Ê?C"5r rIS oUTSI0E THE INTERP0LêT¡0N RANGE .0160

[r¡ Ft2"2r F12.2, .FND POINTSÙI ol7ÔRETURN OIEO

40 lF (X - Txt?ll 5С6O¡5Q 0190.50 Y = TYíN - lt 0200

Í{ÊT(,FN 0?1060Y,fY(?t o22O

RÉ rURÀl - 02 JO

?o cgNl INUE c24oHrN-l . 0250

OATE= 8lL7 170 fltlE.ll:¡ó Pr'l

IIt¡I

PAGE OOOI

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*+r uNtvERstrY oF f'lANtroBA cof*IPUTER CENTER *** ' oarEo gl|Tllo TtllE.lt:tó pr.{ pAGE ooo2

o Do80Io3¡H O2ó0tF t(x - Txlt - Iil + (x - Txltltt 100,90180 ozlo- 80 C0NTINUE OZSOC X IS LOCÄTEO IN THE TNTERTOR INTERVAL OR ¡F IT IS A POTNI EOUAL TO O29O. 90 V = lY(ll O3OoRFTUR¡¡ .. o3toI00X=(x-Tx(I-tlt/tTxtlt-Tx(I-lD+l.O i 03zovot = 3. ¡, Tyl¡ - ll - 3. * Ty(It + fvll + ll o33Ov= 2. r.TylI -21 -y01- (4. *TyfI - 2l- 2"5+ vol-2" *Tytt o34ox-lt + 0"5* Tyt¡tr,r,x + t2.,5 +Tyll _2t_ 2. * yol -Tytt_ 1t 0350X+0o5* TY(l)l {¡ X¡ù*2- (0,5+ Tv(l-Zl -.5,* yoll *X{.*3 O3óO

R ETI,, RN 0?70END O38O

N)oN)

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204

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205

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c¡-3-f!tsl-

üTTLSON CREEK WETR PLOT PROGRAM

The following program plots with the aid of thecalcomp Plotter, the recorded weir gauge h'ieght. The datais punched according t.o the .A,nalogue computer readings takenfrom a corrected weir strip chart. This.prograrn i's plottedas to the same scale as that of the original graph.. This ísto allow for direct comparison of ,results for a-visual checkof the plotted graph.

206

I 1'77. 5

FTGURE 1

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FORTRÂ N IV G LEVEL 18

c--------pLol oF THF HrEe GAUG| HFIGHÍ 0010C.---.---CIIÀÍ\.IGES TO BE I'IADE IN DIMÊNSICiI STAIEHENT OO2O

c--------r't rHE No, 0F f:AT^ CaRDS------ 0030C--------l t ELEV^T({IIZ} ----- 0040c--------2 t PLEVFL (¡'r+12IC--------?, YFÂq(l'll ---------- 0060c--------41 l.lflNTHl M t -------- oo?oC--------5 l f'¡\Y ( 11 l ---------b OO80

c 00e0C--------THE FtRSr CARD ¡N THE DÀT,l SHOIJLD HAVE THE VALUE 0F Àlô 0100. Ol',iFr.lsI0\ IBUF(I0OOl, ELFVÂTlaer !2lr PLELFV(80Olr YEAR(99,r HoNTH 0ll0

X(c9l r DAY(oc I r ToNS 17, t¿ I 0120I¡ITTG::R YEÀR' DAV' AI1PI,l '. OI3OF¡TA I.IONS / IJANI]ÂPY FFBPUARY T¡APCH APRIL HÂY OI4O

X JI'NE JI.'LY AUGUST SEPTE"{BER, OCTOEER OI5Ox NovËr.tBñR oECtqßFR . | 0ló0

0001

0002000 3

00040005c0060007

o00 I0009001 0

001 t

o0l2ool loll 4o0'l 500ió0017o0l I00t900200õ? I00? 2002?o024002 5o0 2ó00;t 70e2B002 a00? 000 ll003¿0 01?o1? 4003400?ó0037003 Io0?9o040

HÄ IN

0rl tFYO3St St ZF WFN" 3

IO CALL PLNTS(IBUF' IOOC' :

$ûr'i = 0PFÂD 2OI M

P''. I f,lT ?0 r l{M I S Trrç ÀrUf.l8ER 0F 0ATA CARoS I

' E. N0. 0F 0ÄYS*2

20 FORX¡T (til00 3c) I = I, H

PFAD 40' YFÂR(Itr H0NTH(llt OAY(Ilt ÀilPHr IFLÉVAT(Ir Klr

rcxlprNT ô0r yEAR(rr, HnNTH(Il, DAy(ltr Aupnr (ELEvar(tr Klrxl?l

40 FCRMAT ( 13X, 3I2, Â! , 1285" 2lCÂLL. PLCT(C"0r - 2"Ot - VlcllLL ÞLoTl0,0r 3"r - 31CÀLL PLrlr lO' r - 2'25¡ ' 7lc/\LL .PL0T(O.0, l0"t 2tYTLFV = ll7?.50Ci\LL oLOT(0.r O'r 3l

. DO 50 I = lr l0YaXtS = I - IYfLEv=YELEV+0.50CÁLL llrJ'tate( - lo ¡ YAXIST .14r YELEVT 0.r 2l "

--C¡LL SYïßtlL(0n0r 999,r r14r l3r 90nt - ll

DÂTE ¡ ?0222 t6t28t47

50 ccrtT I ittJE

C¡1..1 aLnT (0' ' O" t 3l

CÂLL SY^'1811( 3' ' ! 0, ¡ o28t 12Hr¡¿lLSOt'lcÂtL sy!r'llL(2"40, 9.r .28r lTHI{ElRYFÞ = Yçdq(ll + l9ooC¡Ll- ÀlUr3îR(¿'r'8.r '35¡ YERr 0.r -CÂLL ÞL0T{O,r 0"r 3lX|IAX = l.t t 12' / l0'c^t L Fl.rllxilAXr 0oDr Pl .,

CÄLL PL01(o.r 0"r 3ltl =0J=0nt)'q0 I = I' tDO80K=1r12J=J +1.pt.FLFv(Jl = 1!OO"00.+ ELEVÂT(lr KlELV¡\TÀr ¡ (pLFLEV(Jl - t173,00¡ * 20

PAGE OOOl

50

01 70018 0019 0

'' 02000210c220o270

K - lr 12. 02400250

K - 1r 0260. 0'270- o28o

,. 02c00300

.; '03t0: O3,ZO

0330' 0340... 0350 t

037 o. 0380' i' "r. 0 390

0400. 04lo

04? 0. 0430

' 044004500460047 0

,, 0480' 04öÕ

o5 0005t 0052005300 5400550

. 05ó0

CFFEKT 0.r l2l 'GAUGE HEIGHTT 0.r l7l

ll

N)Oco

FORTRÂN IV G LEVEL

o04 Ioo420C/,3ao44004 50 c4ó0 047004 I0oÀ9005000 5l0ci 2005100540055005á0(lc700s I0c5900Á.0006 Io0ó 20061

I8

XK=JXK=XKl10"0

?O CÁLL PLOT(XKt ELVATNT 2l80 citt¡TIr!uq90 CÂLL PLOT(0"0r - 0.25r - 3l

Oe 120 K .lr JL=R124î,r 12¿. r. L 'tlF. Kl G0 TO 120XAXIS=2,¿*Ltt = K / 12t F ( Míìr¡ o EO" MottlrH( LL l I S0 T0 , 00HON = Mnr¡TH(LLtCALL SY\.t301(X^XtSr 7" I "21' H0NSllr llCNlr 0.r 12lCItLL PLOT(0'r O"r 3l

100 ll = tl + ?X0AY = fìAY(N!

llo cÂLL ¡¡r,|¡1BGplXl\XISi 0.0r "2lr XDAYr 0.r - 1lcÂLL pLlT(X¡\XISr O"25t 3lc¡LL PLJT(X/\XlS, 10.,25r 2l

120 c3f¡TIr'.lljFI 3O c^LL PLof(j" I 0"or 9991T 40 STDP

END

H¡N DATE ¡ ?0222 L6128147

a

¡I

o 5?0058005900600.0ót0062 0. 0ó30. 0ó40065 00 660067006800690070007t007?0073007 40075007600770

. o7800?90

PAGE OOO2

N)o\o

o

o28

ó5 I ¡ 473. 807?. 8073. 8073" Íì073" 8073. I 073. 80?3. S073" 8073. 7973" 7973. 79ó5 9 te7a"79't2,7913"1e11.797V,,1911.7813.1811.1817.'t77?,.7177"1713,1765 q 2473" 1717"i6r1.,77736 7ó73.''1671¡1617,1673. ?5?3c 7573.151r"7513.75A5 c 2p73. 1573 . 1571, 7513.757? .751 \.151?,1 577.7573. 7513.75f 7.7571.V5r.'5 9 3¡173"117i,7113'7173"1573,1573"751a.157 l"-7577.75Ìr.7511"1r7r.75ó 5 c 3 Þ73., 7 57 3, 7 r13, 7 57 7

" 1 57 7 " 1 57 7. 1 57 3 "

7 57 3 " 7 57 3 " 7 5'î 1. 7 571. 7 57 t " 7 6ó5 9 4Â73" ? C13. a!r71" 9073.9473. 9974,0114.O .a74.L371.L871.2474'2914.76

' ó5 9 4P14,JL714 4974'5C'74"627¿ (ç74'7574"1914"7.e74,'1514"5814"6574'62t:5 9 5î,,74"1 .a74-5574"5¿.74"137L.,5074.177¿."4574,4471.1?7¿r"4174"4074.39ó5 9 cp74" î9 ?¿.3974., 3c?4" ?97¿.3 i7r,.3 976.38?4.3874"3711.1174"1774.7765 o 6.174., ?.774,7t,r4,3674"1514,.3574"a474.7474"147t "1114. t274"7174.30t,5 9 (ø74.3074,.7971"7874.,2871,2114,2714.2774.2674.257\.2574"2\14.,25ó 5 9 1

^7 1" ?.17 4. 2 17 4,, 2 37 4" 217 4. 217 1, 227 4 " ? 21 4, 227 1 " 2 t 7 4

" 217 4. 21 1 4 " 21

ó5 9 7P11"?otq'7ttf4,,2074'?074"?014'19?4"197¿r.1974o1974"1874,1874"1865 9 ß174. 197¿+., 1874,',:174,L77a^ 1774"1774.L111.1ó74.167¿,.1674.1ó74.16ó 5 9 Bo7 L" l 57 4 t !5T4 t t-57 q

" 1 57 4 . 111 4, 1 41 4o 1 47 4. 14? L., 1 47 4. t77 1"1 1?4. 1 355 9 9^74,1-a7^-1274"1274"',!274^l?14,I 1?4.1174. 1174. 1o?4"1074"10.74. 1.161 9 .a271"1174, 1.174,'L174.1274., 127¿..1271"1274"1271"1271.137/'.1374"1365 9t0rì74.1}'t4..\374"!+tr.',¡471 r41+,1474.1474.1571.157+.1574.1571"15(,5 910P7¿"1t,71,14a4.,1174.1-17L.,I374"t374"1114"1374"17'7+.7374.t?74"!2

. 65 911474"t271,1?74,,1.27q"11"¿.,1t74.,1174.t17¿.117a.1074"I074,,r074,10é5 91 1 P7 4. t 074, 1 074. ! 074.. : 074 : lC7r¡ 1 074. 1 1 74. 1 074" t 0?4. t0 74" t074. 1 0

. 65 912A?4. I 074. 1074" I 074"1 O74" 1074. t 074 0l07 4. 10740 1074. 1074. 1074" I 065 9l?Þ74,,1C?4.'! O7/r.'1C74.1C74.'0ç?4"0974.097¿.0974.08?/'.0874.0.874"0855 ol¡474"0171,077tt.O774"0774'0774.0774.0ó74"0671"0ó?4.0ó7/r.0574.0565 91?o14,OÍ74.0i74.0474"047¿..0474.0¿.74"0ç14.O+74"0474.04'14.0474.0465 914¡\74"04?rr 0474,O414.,Ott14"0+74"04ì,4,,0474.04?4.0474.C4?4,,0474,04ó5 cl4Þ74"0474. Otç74, 0474'O171,O474iO414. O+74. 0474"O174.0474"O474.04

¡I

..ì

N)F(>

2TL

APPENDÏX

lVilson Creek Watershed

Simulation Results

In this appendix there

from the model program. This isobtained by taking the averâge ofand taking the average of the two

STMULATION RESULTS

1. Optimization

2. Optímization

3. Optimization

4. -Storm 66-8-1,

5. Storm 66¿B-1,

6. Stogm 66-8-1,

7. Storm 65-9-2,

8. Storm 65-9-2,

9. Storm 65-9-1,

10. Storm 65-9-L,

11. Storm 65-9-1,

are the optimized output

followed by the results

thê three optimízed. storms

best'fitr hydrographs.

2L2

of Storm 66-8-1, Au9.

of Storm 65-9-1, Sept.

of Storm 65-9-2, Sept.

coefficients are mean

coefficients are mean

coefficients from 2

coefficients are mean

coefficients are mean

coefficients from Icoefficíents are mean

coefficients are mean

Order of Results

5

3.

15

of 1, 2,

of 1, 2

.:

of L, 2,

of L, 2

ao

of L,'2t

of 1, 2

2l-3

243

263

280

290

300

310

318

326

334

342

3

?

3

I¡ILSJI' Cq9EK HiITFRSHED

o SIYUL^TIoN PR(ìGPê¡1

. TilI q rrFrrcÊ rrÀl' .tÀK€s tJsE eF LINFttR RËsFV0Ip.S, PLIIC:O NN' ÂBrìVE IS.IF OiIIFFi ANN FLEOD ROUT!NG TÊCHNTOUES

¡N.CFCER T9 SIVI.ILAfE TIlE HYÐROCRÂPH.

t¡I Â..lI)JIIî¡J, C!LLS,STT!ILÂF I.IITH RSSPFCT TO COEFFIC¡FNTSANN RFSFV¡IPç AFË ÞL'ICÊI) S IDÊ BY 9IOF Tf\¡ OROER,TC FIIRTHEi þCNI FY TIIE !tY!)RCGRAPH.

lÈr THI s Fr,|l TqFeF t,lFFF ! CFLLS USED, År,tDÈE SIMLILÂtInN y[^a 1F r 9(6S1Är¡ftNG CN auG 5.

. THE F0LLOt'lllc'¡:RE TuÊ I^TITIAL CCi{DITIONS USED

lCçof = O.1 ÞcPCnL= 0.O KS= ì.40.ICAP= o.Cc F:P= I 5. GkCRFS= O.OFIFLa= 7.lC PSFCÂP. 3.80 0¡SE= 0.FC¡ P= c'03 OPETiC= 0'0 K8= 2000'cPr.N. o.9O . rDP= 5?.0O L03S= O.Ollf FCT= ù.0 SS= 0.0 xL= 500.00rn= ¿.¿.C0 Spt¡l rtG= 0.O

wH(¡)

I\IIfIÂL STFP LFNîIH..... 2.ODOF OIFEDUCIJCt:.ÊÀClnc .1.ô008-01rrl Nl.,rrte :TF P Lf:ilGlH .. ... 1.C00 F-0?F = O.¿¿cÁ270F-01

cntFF.= 45.0000

?c.îcc ?0.croo 20.'lno 20.c00F = 0 .? r7? 775f.-ot.çt3++++++++++++îÍi CflÊFF.= ó5.0000F = O.éCZ2on79-9t

CtçÊË.= áq.n0OOF = ô.2rFìÊ4rF-01fil+r++rr+++ì++tii CAEFT,- 65.O0QCF = 0'?rc'] 1?Bl--(lr

cotFF.= 65.oooo,F = O. l çC(' 8"2 f-Ol133+++++f++++++ttß côsFç.= ó5.0cìoQ

Co = -.714 Cl = 1.000 CZ - O.?14 K e ó.0C0 ¡. Q¡500

o.écc'rCc(ìf c) 0.Ì1ì0ocrE 02 0.180ùC0oE 03 0.3000t)00F:02 O.190ó8?28-01F = 0.??Cr'1:5F-01

ClrSFF.= 8q.000O

20.OOO :?0.001 ?0.r)o0 -?0.0O0F = 0.25851148-01

F = 0.??coe0lE-01

F = O.??4L1-tAF-Ol

F = 0.2i2n9nc,r-Ol

F ¡ 0.?ì ('1 5.6f:-0113É++l+++++++++t3ß C|lFFF.z 85.0000F = O.!¿f524?ç-01g¡îl+++++++rl++ßti CnFFF.¡ 8s.0000

' 0.Fc4fìcncF (¡' 0.l0fc0noq 0? 0.l.8oooooti o3 o.?oooocag 02 0.14552ó?F-or Ñí l3

t o.0000

,0.0000

30.o000

! 0. o000

I 0. 0000

I 0 .0000

Ê = 0'l ?1Pf4¿E-01 cíìEFF.: Io5.e()00

21.00c -20.00t -?0.11c -20.000F, 0.2r.0FC?qf-nlC11l!FFj" l?5.0C0t)

Ê s 0. l¿q52a?F-01lit+++++++++t++1ql COÎFF.= 8q.OO00ç: 0.?q.!ó?57F-0!

c0ÊFÉ.= 85.0000ç . o.l ( 1a'! e{,r-n l

cîFFr.= ft5.o00oF = O .t 1r)5.ì )7ç-Ot31t+++++++++ù++i3ß rnEFF.ê 85.00,)0F ' n.:ifr¿r! tqr-ôl

- cnEFF.= fìq.fì000| = 0. t c7<'¡ù;l r-l)l

Ctìl Fts.' t)r.0or)o

cnÍr:É.= ! o5.0c,1o

CniFF.= 65.C0C0

anfFF. ã 8ç.OCOO

lìO!Fc.= B5.OOOO

140.0000

1 ó0. o00 0

t60.0000

I 80. 0 coc

I 80 .0000

I 80.0000

I 0. o0o0

! 0.o000

t o .0000

3 0. 0000

I O.0000

! 0. c000

¡0.0000

III

It

5 0.0000

5 0.0000

50.0000

5 0 .0r00

70.0000

30.0000

r o.0000

I 0.0000

I 0.0000 .

10.0000

r o.oc0b

10.0000

3 O. OpO0

3 0.0000

3 0.0000

30.0000

30.0000

30. o ooo

3 0.0000

.t o.0o 00

50.oooo

3 0.0000

0.nco(ro0or 0? 0.tô10n00ç 0? 0.?0000o0F 0? 0.30000o0É 02 0.t3659978-01G ! tl.l r¿.al'/. tÍ-Ol

2 C0.0000

200.0 000

2 00.0 000

2 oo.000ct

220.0000

I 80.0000

I 90. 0 000

I 0 .0000

t 0.0000

I O.0000

30.0000

.t o.oooo

t 0.0c00

t 0.0q4n

to.ooÙo

C.nEFt.= B5.C00O

I 80.000c

I 80.0000.

I 80.0000

1 80.0000

I 60.0000

200.0000

2 00.0000

e00.oooo

t 0.1ì000 2 20. 0000

2L

¡vuÈ

o

cnEFF.= 65.00t0F ¡ 0.lP04ll7F-01

. CflEFF.. t0q.o000F ! 0.3êÉ¿.!?cF-ol

COEFF.= 85.0000F = O.!?-q941 5F-Ot

' C 0EFF'I 85 '0000.F ! ll.l?f5qo7E-01CnIlF.: .8q.0OOo

F: C.?2tFoOqF-Ol

F = 0.1?11447F-01S33++++++i+++++$il COEFF.= Bs.OOOO

o.eÊoaoo(r ot o.lorcoloE Q? o.??OOOCOË O1F = O.rq9lCqßr-r)lCnEFt.= 85.00oO

-20.0c0 -?o.rl01 ?0.ooo 2o.oooF = 0.1o07?Á.0S-01

F = Q.?Cl'¡ A'/¿!r-01

F = C.?ç84qô3F-01

F = O. I ¿4o q? CF-Ol

CnEFF.= 85.00q0

1f9+++l++r+++++çîß CnSFF.= 8i.OOOOF = ù.:7f¡O'l lct-0t

F = r).ì1?2tr2Í-ol

t 0.0000

r o. o0oo

30. c000,

I 0 .0000

:0.0000

!0.o000

10.o000

1t3+t++++f++r++3ß3 COErÊ.= g5.OOOO

o.BSnOeCCF Ot. O.!.rì11rJ0CF 0â o.?60ooolFF = 0. ! r 95 ??of--n I

cnrfE.z A5.OîOn

c.ntFF.= tc5.rr000

cnÉFF.3 e5.oQoo

rloEFc.= 85.OO0r)

-2C.OOO -?O.O0l 2o.1oo -2.0.100F s o.l3l1çlB.-0!C^[FF.i 65.000OÊ = o.1 Fl45l 3r-0!c0EFF.= r_05.0rJoo

F = O.3Ât067lF-O!CnEFF.= 85.0000

F = t) .l 7 ztjZ ¿.LE-îtlcnlFÉ.= 85.OOOO

F = ^.!l/<?415e-r!33ß+++++++|++++tt1 COf:FF.= g5.OOCOF = 0.1acaet5¡-9¡

COEFF.= ll5.OO0oF = 0.! ?58ÂaPtr-ol

CrlFç8. = 8q.0COo

0.5000000E 0Z 0.1338447E-Ot N=

2 20.0000

2 ?0. 0000

2 Z0 .00cì0

2 40. 0000

2 00. 00c0

2 2 0.00c 0

2 20 .0000

rnEFF.= 85.0c00

I 0. co00

t o. oooo

I 0 .0000

3 0. 0000

1 0.oocc

10.o000

t 0.0000

0.8500100F C2 0.'0'îCOOE O? O.ZBOOOoOE O? O.5OOOOFOE 02 O.lt63415E-01 N=F = 0.tl€5?;l0E-i)t

30.0000

30.0000

30.000 0

3 0.00 00

?0.0000

t 0.0000

50.0000

70.0000

70.0000

?0. o000

70.0000

70.0000

9 0.000 0

50.0000

50.oooô

5 0.0000

50.0000

5b. oooo

50.0000'lo.oooo

30.o000

70.0000

50.0000

5 0.0000

50.ooo0

50.0000

fniFF.= A5.0OOO

-?0.c1c -?o.oo.t ?o.1co -2o.o0oF ¡ n.lllac)¡Ìr-ôrC05Fç.= 6q.0r)0C

r - 0. ls!45t.3f:-orrnÊFF.= t n5.ôOOO

F = 4.2q¡06il,._,)1lnFFF.= B5.O0O0

F È o.l??6.?¡¿r-0r .,ìr.,

03 0.5c000c0F 02 0.r.172152E-O1 N=

240.0000

2 40 .0c00

240.0000

240. OOOO

260.0000

2 áo. o00 0

260.0000

I 0.0000

I 0.0000

! 0. 0000

30.cc00

I 0. o000

1.0 - o000

I 0. o000

I 0.0000

3 00. 0000

3 00. 000 0

3 C0.OO00-

300.0000

320.000f)

2 90. 0000

2 S0 .00c0

2 80.0 00 0

36

I n.oo00

t 0.0000

t o. oooo

?0.0000

300.o000

300.0000,

. ?oo.oo10

300.0000

t\)FL¡

¡3t++++++++++++313F = 0.14543'68-0t

F ! O.l?533oÂr-0r

o.S5OO0CCF O2 0.tQt',.r0o0F o? c.?B0oo00t: 03. o.:0000c0E 02 0.11ó3415E-01 N- 52

20.o00 ?o.o0|. . -20.0)0 ?0.0c0F E O.!?7?9/,Áf-0t

F r o.,3¿åq(¡sF-o: ..11,:='ll.lll.F = n.1f¡8?A?r-Ol

Cr,ìÊFF.= Â.'.rì000Ê r o.ll7?15"r-o!

C¡EFF.= 35.n000F = O.!tFt220E-C!.

cnEFF.= 95.OOO0F ' O.! 35qq )8F-Ol

cirepp.= Bs.oooo

CFEFP.= 85.0000

CQEF F. = ßc.0000

F = 0.1¿:¿'lt 6r-cl

O.85cr)ocoE Cl o.l0Cc100F 0? 0.280o0o0E 03 C.5â0o0c0E Ó2 0.11ó3415E-01 N! 59

-2.r\cô -2.(ìflo ?.oo0 -?.o00Ê = o.ltt5ô/2F_otç13++r+++++."1+tSg COEF!:.: 83.âO00F = 0.1 ?7âCâqr-01

r = ' o.! ?57505F-Or

crìiFF': 83'0000

Cn¡FÊ.= 83.0000

I 0.000c

! 0.0000

I 0 .0000

cnEFç.= 85.000o

CnFFF.= 85.0000

F = 0.ll15cr5i-cI

F = Õ-: 1l4Êl¿'F-O!fsi++++++++++++lti cllEFF.= 83.0000F = O.l 1 ll ó45r-0¡3li++++4r++ll+rßß1 CO!:FF.= 8-r.OC0O

o.R3CÌ0ôe!- It o.!{))îooo. r.i': o.??zss"gF

I 0.0000

10.o000

1 0.0000

t 0.0000

10.0000

t o.0000

r 0.o000

2 80.0000

280.OOOO

280.0000

F = o'lc7r?î9r-cl coEFç.= al.oooo

-?.QCC -2.o0C -2.000 -2.000F = l.t.l c¿.¿rc1¿F-,)l3tlt++|+++++r++1ft coEFç.= 79.0000F = 0.rl3l2t)6F-or

.F = 0.I?f,!crqF-o1

F = 0.!n4¿r7tr¡r-01

CnEFF.= 8?.100o

2 A0 .0 000

2 80.0000

280.0000

2 60.0000

3C0 .000 0

? 90.0000

2 80.0000

5 0.0000

30.0000

?0 -0000

ll3++++++.++++rl.g3 CCcFF.= 79.O000F = 0.1OE2 !.??t-01 '

CoSF P.= 79.0000F = ll. ll'1.4 lhtF-r)l9ß3..r++rl++¡++111 CO!-FF.: 7a.O00O

. I 0.0000' 8.0000

I 2.C000

I 0 .0000

I 0.0000

I 0.0000

0.79r)CCcF c? 0.t1)CDîOE 0? 0.273qçq5F 03 O.4799998F 02 0.1044:65f-01 N=:,'72F s 0.1(3íì9C3C-01

lnFFF.¡ 79.0000

-?.ôCc' -2.â0C -2..,)01 -?.000F a 0rl ç¡:?7')¿rr'0! i

CnÊFF. = 7c.f'1o00

Clìl-FF.= 7q.OO0O

50.0000

50.0000

5 0.0000

50.0000

5 0.0200

70. oo00

?o.0000

03 o.44oooooE 02 o.t rllóó5E-ol " NÈ- ó5

2 80.0000

280.0000

2 40. 0 000

28I.9998

2tt.sçsa

277.a998

I 0. oo00

to.o000

8.00c0

t 2 .0000

r0.( 000

10.c000

.50.0000.

. 50.0000

5 0.000 c

5 o. oooo:

50.0000

.is -oo.oo

'4ó.0000

4ó . OOOO

4ó.000 0

4ó.0a00

4ó.0000

44.0000

48.0000

48. 0000

275.9995

27r.9995

?-15 .9995

275.999ç

273.ec95

27f.c995

ro.0000 " 7_1?.9995

) 0.c000 2 69.9 9e?

N)Fot

o

3lß++++++++++++3i¡ COEçF.. 77.0000F = 0.1C5!0:l5F-01

F = O.l'"444"5-Ol

F t 0. 1.C37 ?i"t-0r

F ' 0.1C3?340F-ot3t1++++++++++++1ti CnrFc.= 77.1090F =. O.l0,l! 1?"F-Ol333++++++++++t+$tß CnÉFF.= 77.0000 10.0000 271.9990

o.?Ac(raçeÍ or 0.1ùl0c00f 0? 0.2?1-9qooE o-" 0.45999o7! 02 0.l03lq??Ê-01 NÊF = 0. ! C4? 0ôqF-Ol

Cn!iFF.= 75.0000

-2.OUO -?.O0C -2.000 -?.o0oF = 0.!cr,6378F-Ot

CoEF¡.- 73.0000F = O.lO"q?c2F-í)!lSSr++++++++)r+ìql CñrFÊ.= ?7.1000E = 0.1t70r,19s-ol

C15FE.= 77.OO00

CoFFc.: 77.0o0o

Ct'EFF.. ?7.00C0

F = o.l?12?.J3F-01

F = O. lCa9476F-1ì

F = O.lLr?c;:4f-oltit++++++++++++ß1t C0tiFc.= ?7.00COF = O.tO53!"¿t-01

CllEFF.= 77.0000

10.0000

' 8.0000

I 2.0000

I 0.0000

1 0.0000

F E r).ìC1lc'5t-0!ifl++++r++++.t++ßTß fñ¡jFF.= 77.OOO} tO.OOOO ?7L.ggg3

O.76aq1'qfF Ol 0.1 r)')COO¡Ë (t? 0.2?tcaclF O3 O.45a9aq4E OA 0.103192óE-Ol N= 89

c.20c c.2oc o.7oc o.2oo

CnEF F. = ?7.0000

COEFT.= ?7.0000

CnEFF.= 7?.0000

F = r).1 C? ? ¿r?ôF-01

1= ^.103r4"?r-01

2ô9.e993

2ttg.999?

2ó9.eee3

2 ó?.9993

271.C990

Sßi++++++++++r+1Jt CnleÊ.= 'lb.91QOF = ). lî11 ?l 55-01

COLFF.= 7ó.8O0OF = 1.ì(\t/*¿ltF-,lrfig+r++r++++r++lli CnEFr.= 711.8000É = 0.¡ Cì43(4!-ùl!ßßi++r+++++r++sßs C¡EFF.j ?/..Ê000É = 0.rCl4Cl9Ê-01133++++++++++++1ft CO!:fF.= 76.9000

I C.O000

10.0000

t 0.0000

8.OCO0

I 4.0000

I 0¡O0O0

) 0.0000

I 0.0000

o.?t(?coc?. 02 o.,1aD0o00r 0: 0.?7?19.90F 0? 0.4ó19997F 12 0.1014039ç-0IF = O.9tAf¡5l./)E-O? '

C¡:FF.= 77.2000

48.0000

48.00 00

48.0000

48.0000

48.000 0

4ó.0000

44.000 0

44.0000

44- 000 0

44.0000

44.000 0

.44 .00 0 0

44.0000

42. 0000

45.9999 -

:'

46. O00 0

4ó.0000

4ó.0000

4ó.OOOd

+0. oooo

46 .20 00

4'ó.4oOO .

4ó.4000

4ó.400 0.

4ó.4000

46.4000

C0E:FF.= 7ó.óO0O

-0.200 -0.2c1 0.200 0.200F = 0.qq7?018f-12f1Ìi++++++r++++1[q COf:FÊ.= 76.2qaoF = n.9r'fi!,'¿,iCF-1?133++++Þ+++++++l!l Cf.lFrF.= 76-799CF = O.çPt.72q4F-OZ

F = o.aâ6séí(,F-02 cr)ljFt'= 7'"1q99

311++++++++++++ißt CnFFF.= ?¡q.3aagF 3 (ì.(lÊrrt rnr-0?

269.c985

.269.e9ô5

259 -9985

Zrtg.998,

269.9985

2tt1.9985

2'tL.aq8i

27L.e983

80

I 0.0000

I 0.0 000

10.2000

9. e 000

9.8oCC

9 .8 000

271.qe90

¿71.909ò-

2 7l .9 e90

2 7l .9c9C '

27?.t99O

z7?.1990

9.ó000

9.¡ 400

9.4C00

ç.4O0O

9.4000

272.1e89

- 212.398c '272.39b9..

. 27z.59Aç

212-t9q7

95

l\)P\¡

o.?63oq95F O? 0.43?9991e O\. D.27?1-187F 03 0.4ó5999óÉ 02 0.96ó21888-02F = {).9?122:oE-O?

-0.200 -n.211 -0.20cs s o.:á848 t¡ F-r?!lç++++++++++++11i C0EFF.- 75.7qaoF = O.çéc412áF-02

F ¿ ('..72t4¡.5F-0?

F = .). o¡ 82 c6q F-Ð2139++++r++ì++++i11 COtFF.= ?5.7ç9oF = 't-9êADCa4Ê-O2t33++++++++++++fll COqFÊ.E 75.79?õ 9.0000 27!.9983

0.?5".ôarE n) 0.ric79c72= Ol O.r7lqe83E 03.0.4?19995e OZ 0.96800?48-02 tl= 107

CnE FF. = 75. sc9c

F - o'c62lq8?7F-o? co?FF.= 75.r99g

-o.'c1 -0.?ol -0.?o0F:= ).ccç3-¡A0Ê-c?

CnFFF.. 15.799q

fnfrFF.= 75.7oqc

tlS+++++++++i++3f,t fñEFF.= 7¿.C999F = 1.9(,elCaBf-02

F = o.cqcl¿.lJF-oz cnlFF'= 7a"ao9(ì

1lîì++++t++++++slß (nEFF.= 7¿.gagqF = n.cG<7¡r1?r-¿l?1$ß+r++l+++++{+11ß COEFc-= 7¿..oogoF = 0.ç5c6 qo3F-rl23çt++++++++++++Êßß CtiEFr.= 74.99rJ9

0.200

f,.?4oa1Fl,r O' 0.n?)qa¿Fß- Ol O.??l5a77F 03 0.4?990948 0? 0.955óe9?t'OzÈ .= o.cL(\65( l.l-1?

9.C000

9.0 000

8. 8000

9. ?000

9. 0000

CeÊFF'= 74'l9cR

-0.?0e -0.eîf -0.?00 0.200F .= O.c¿¿04ì jF-i?I I !++++++++++++ ll i CnEFÉ.= 7.?.qAonF = O.9¿cl C/ì?F-0?

o.200

f s ll. ñ4 4ô Á tìl'F -0 ?

F - O-çr."cO11F-n?

272.L985

272.1995

272.t 98'

272.t98.5

271.9 98 3

N- l0l

ißß+++++++++r++q(3 ínEFF.= 73.oqqBF = r).ç¿.,1 3tc1-02

C0EFF.¡ 71.q998F: ,).q/.171'l0r-0?i$f++++f.r+++++1Tt clEFF.=. ?1.oqçq

8.5999 ?71.7979

O.?ls9eBCF o2 o,¡r5aogleq 0l 0.2709qó9F 0:0.å8599e¡6 9¿ Q¡9t+i719QE-Q?F G ô.r'ì1l¡Ar4fif-n1

|

8.5q99

8. 3999

8. ?999

8,7909

CnEFF. = 1?.9õg'l

-c.?r)o -c.201 -0.:0c o.2-ooF - rl.c"17rrc,r-1?

3il+.+++.++++++111 C.nFFÊ.='l?.7^n7F = ,'t.<ì?rì7?\4f-A2

F: o.c_"23?2?r-02 clìi'l:F'¿ 7¿'t197

g1ß.r++rt+++ì++3tç COlFr.r 7?.7't'11f s rt.a '.'.' tr' ,f -\r)tSll+++++++++++91,$ cneFF.= 77.7qa1F = O.9a7¿'t'1 ?F'17

47.00 00

47.00 00

4 7.000 0

47.0C 00

47.0000

47.2000

41.7999

47.799q.

47.7.r99

41.7999

47.7c)99

47.9999

,i.

48.?999

48..7999

4 8.7999

4 8.7999

48.?996

4 8.99 9c

48.5999

¿;9.199 9

49.l9Cq

4i.lg92

49. I 999

49. I e99

fnÊ.FF.= 71.t9cA

COEF F. ¡ 7?.o998

e.?999 21L.5977

27t.1979

27t.797 9

2fL .797 e

27t.5977

8.5999

8.59Co 271.¡.970

B. 3949

.8.?999g.<aqq

I .5999

8.5e99

271.197C

N. ll3

27r..¡.97Þ-

271..1970

270.qr968

' 270,e968.

270.99ó8

. 8.3e99

8.3.199 ',- 270.i45c'.

8.1'ìt1 270.1960.

8.5aa9 270.3960

3 . to99 2?0. I 95 I

2 70 .3960

¡¡. l?0 ì

t\)Hco

o

3t3+++++++++t++39i CoEFr.- ??.7c97 8.5ce9 270.1958

O.r2'ra?rÊ C2 0.ft5<9S¡661 O1- 0.2?Olo58F 03 O.¿999986F 02 0.93192878-02 N= 127Ê = ^.427rìé??F-O?

É = C.c;78!êr2l-023i3++++++r+++++1tS CnEFr.= 7.l.3996F = ',:\.c??2ç-:.7r-o)iîS++++++++++++l1i CCEFF.= 71.3S9éF = 0.c221C45F-02-(iS+r++++++++++gßß CñFFF.= 71.3âCêF = ¡.c??ae25F-.)

C0EFF.= 11,.V9?6I = n.a.alec1'r-ô2!¡to+++++++++++fßS C0EFF.= ?!.39'ì1,

-0.20c. -0.20) -0.zGC

Cn¡FF.= ?.l.599?

0.7I3e94¿t' O2 0.qlâ?8llf 0! o.2ó919458. 07 0.49199838 02 0.921.80335-02F = O. ol 64 çôqF-Oa

F

E

-c.20c -c..?00 -0. ?o0ã o.9l?032tE-0,?COEFF.= 69.7945

= 0.91 6957aF-02

0.2c0

F = O.c.lE?AZqî-O?

F = O.c??4ó538-OzCOSF e. = 6q. ç995

F = O.!ìlltl 6.L"-Oall3++++++++++++3tß COFFÉ.= 6o.q'¡q5F ! o'9!7??L2Ê-ot

curir.= ó9.oae5F = o.ot638+.4F-C?t33++++{+++++++133 COF-Fr.= óc.9995

cnSFÊ.= óa.rr99ó

e.5998

8. sog3

8.?993

o.óoo?osaF cr o.glcç15¿,Ê ol. 0.2ó?ç432F 03 O.49laa77Ê O? 0.q1638ó48-O2F = O:ol6,6Z?6F_ô2

CnÈfp.= ó8.î9ç4

'-0.?cc -0.?ol -0.200 -4.200F = O.çl 7447ÀF-0?

Ê , o.ct corr î!-o2 lloEFs'= Â9'394/r

'

gSt++|++++++rr+S1ß Cnqfl:.= óf3.loo4È = O.cl a6845f-rJ?

C¡FFF.= f'8.7Þ94E ! 0.o¡Ct52noF-0?

in¡rr.= 6F.zç94c =. o.9157874F_O2133++++++++++++93¡ Cnf:FF.= .65.7994F = O.9l 548roF-C¿Stti++++t+a+++++çlt Cn[cF.= 63.4994

O.A8rc,q:cr C; rì.?Q'ìq(.Ì6F Or n.rÁA5a11FF = ¡)-çlc?55¿t-O2

cnsFÊ.= 70.!9,ì5

crìiFF.= ó9.c9?5

8.1998 269.r.94t

c.2c0

269.3944

2 69.79+e

2ó9.3948

8. ?C98

8.:i9q8 269.194ó

A. 1998

8.1998

e.1998

7. 999 I

8. 30ç I

g.laa8

8.1998

8.1999

4 8.9999

49.7998

49.399 I

49.3998

49 .399 8

49.599 8

49.19.9I

49. ?998

49. 399 I

45.7998

49.3c9 I

49.7998

49.399.8 "

49.59Ö8

49.1998

49.t997

49.1997

49.t997

49.1997

49 .1 e97

4ô.ree?

4 8.999 7

48.799ó

4A.799 6

2 69. I 9,.ó

I1

¡

t

CnEFF.= ó7.5q.,3

.-c.?oo -0..20J -{J.201 -c.?ooF - 'ì'1''rìr':'il -tlr

cof:Fç.: .t,2.?qa"Ë = O-e ! f¡l 2/rl t:Fll?

Ztjg -r.9?4

26A.1974

?68-L914

ZttB.l914

268.L92,4

?tt7.993?

267.9972

267.9932

N= 133

7.9997 266.79Li-

7.9997

7.9997

1.7991

8.. 1997

7.9c97

7.9991

03 0.499q9óqF O? o.ol5¿80cE-02

N= Ial

266.7917

2.16.79L7

?66.7917

266.1911

266.rgL6

266.59Lô

7.799t)

7 .7 qq(,

2ó 5. I 899

2ó5. I 899

ñ.148

¡\)ts\o

F = C. 9?Cóc? iF-0?

F = 0..17o¿e6F-0?33t++++++++++++tli Cn[ÊF.= 67.7992F = 0..a17"677F-O¿ßlî+ì++++++++++îti CnEcç.=' (,7.7992 T.?996 2$4.gg91

D.671ao?LÈ C1 O.771ç6zL: C1_ C.z<r.jea7Ê 03 c.48599ótt 02 0.917?677s_X2 N_ 155rrn cfrtcLUsl ñ.; ¡FTç1 : cq Fur¡.'13\, ÊvtLU^TIrlNs

^ÀJD i38.28062 SECCNDS

X¿ ó8.?9o 9.OCC 2û6-5q? 4ç.000F( x) = o.jc4a ìCf-1r CotjvçqGFNCE= F

CiEFc.= 67.7992

coõFc.= 67.1o7?

7.5996

?. q99ó

?.799t'

2ó 5..1 89 9

2ó5. I 899

2 64.? 39?

48.7596

48.7996

48.799ó

N)No

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I{ILSO\ CREEK HATERSHED CALCULATÊC OUTPUT

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OF I CELLS

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'1 .1)br\ 0.t008 0.00.¿I 0.00001.5535 0.00rJA 0.00rI C.c000l.5rl:¡ 0.ô00Â 0.0ell 0.0r)00I . i¿ot 0. c,0c3 0- 0() J I o.00rJ0!.55R,1 0.O00rÌ 0-cr)3r. 0.01001 . 55 ô t 0.0003 0.0r)l ) 0. co o0l.\t'4t+ Q.JIL01 O.t)I.r tl (r.UU0O1.5525 C.()00Ít ù.Oct',1 O.uO0l! .5505 0.0c03 0.0.1?l 0.0005t.5¿rt5 0.00')8 0.00i) 0.c017| .541.4 (r.,JüOrl (!.0(t tt lt-trttttç1.54lr'ì l).4OOn l)-Or),,1 (J.r)ôíìQ.l.5¿?a ().(10ùll 0.0rt11 0.0113I.r;/.(Jl (r.(,í;i)tt û.í)í)r¡ ú.OitlO1.., r'1., t,-t,|trtr rt.lttt it rt-ttl |.,1.51''7 ().01^,0q n.0/rìl ().01441 .5 r1î C.0o0q 0.00?l O.0n69'ì .5 r¡¿ g.g¡'¡tJ 0.OL.JI U.()1r441.528t 0.000a 0.c03t 0.0c1?I .52/'t, r). Ù00rì {). ()(}ì I O. 0()05l.>¿{t (¡.UUU¡r û.Ourlr lr-lruUl

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'.,r i itrJ ¡ il.') n ¿t':i' i zr'ti ê itrY i ¿lY? r¿ ii9J il ¡i,,,e ¿¿'1(Y, r¿ ilIt rì.' t io

sJ3a'ðoI0oz 0'0

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HTLSON CREEK IIATERSHED

o TH's PR'GR^:':::::'::.'.:":ï:'^- REsEvorRsPLACEO ONÊ ,AB(}VE THE OÍHERi AND FLOOO ROUTING TECHNIAUESIN OROER TO SIÀ4ULATE THE HYDRfJGRAP}IO

II,¡ ^ODITIONT

CÍLLSISI¡'ILÂR I../ ITH RESPECT TO COÉFFIC¡ENTS. AND RÊSSVOIRS ÄÂE PLACED S¡OE IìY SIDE IN ORDER

TO FURTHER IIOOIFY THE HYOROGRÄPH.

IN THIS RUN THËRE IIERE 1 CELLS USED, ANDTHE SIHULATION Y€AR 0F 1965STARTING 0¡.1 SEPT 3"

THê FOLLùH¡NG.l'lERE THE INITIAL COND¡TIONS USED.

ICtipT = 0o0 PERC0L- 0,0 . KS. l4O,ICÀor 0.c5 Kp- t5, GRDRES. 0"0F I FL0= 8' 00 PEÊ.CÀP: 8' 80 BASE= 0.FC.A2- 9.,OC DPERC= 0.,0 . KB. 2000"CPAi¡= 0" 80 KDP. 5?"O0 LOSS- 0"0DIPSCT- 0"0 SS= o"0,. KL= 500.00

. K0! 4rc!10 SPH¡NG' 0,,0

..?I

.4

' :t\)(,(,

TNITIAL SrEp LENCfH.....2.000E 00R50ucf Iort FAcT0R ...d.o.. l.00oE-01I'llN¡t,lU'1' STEP LE\GrH ....¡ 1.0008-02F ' 0'4i27330:-01

COtFF". 45.0000

2. DCO . ?,O10 2.C00 2"000F = 0"4?682918-0It,3¡+++f++++++++33t C0EFF"= 47.0000? E 0,5150129F-Ol

F = c,12t)6t 6?.8-e. c0EFF"Ê 47"0000

lgl++++++++++++913 COEFF"= 47"C00CF = 0,325o32J8-0t$tS++++++++++++Si3 CoEFF.= 47"0OC0

CO' -.?14 Cl - 1.000 C2 - 0"714 K ¡ ó.000 X ¡ 0"500

F = 0.33?5232Ë-0!

F = 0,3¡77819F-01333.+++f++l+i+++l3s C0ËFF"= 47"00C0 8.0000 162.0000

O,¿rTOC0OCE oZ o,8OOOOOCE ol O.¡.óZOOOOE 03 O.4SOOOOOE 02 O.3I?78198-Ol N.F = C.,2O164398-Ol

Cc€FFcs 49"0000

2.1t0 -2,OOC 2"OCC -2.000F = 'o't9J55U2E-0t!3t++++çi++++++ß3ß COEFF.- 5!.OCOOF ' 0,. l8s4i2?E-olt9t+++'++r++È++!93 c0EFF,g 51.0000F = C,¡u747e3F-Ol333+r+++|++l+++tit C0EFF.= 51.noo0

CoEFF. = 47"00o0

F = 0"1¡92J5IË-ctSlsi+.++++.++ri+335 CoEFF.- 51.0000 4"0000 lóô.0000

:,:,.3:îî3r;3n;:åîn.oo.r or 0.1ó6ooocE o3 o.44o,p0ooE 02 o,r?e2351E-or N¿

.10" 0000

10.0000

12; oooc

I "

0000

8.0000

8.OOOC

COEFF. = 55.C0c0

2.0c0 -2,00c 2"000 -2" 000F = 0,18430¿.38-01. CoEFF.= 57"0000F = u. l?315ô7F-Cll9t.+ì++++++r+rt59 COETF"= 53.0000F = 0" 2e983 738-OI

ç ' J,t 5a3762Ê:ct

160 " 0000

1ó0.00co

ló0.0000

I 6o, oôoo

ló2" 0000

ló2" 0000

ttt+r+l+++++i++ttt C0tFF.= 53.00C{)F - C"la92ù2/rfi-01l3l+ì++++l+++r+tll COEFF.. 53"OO00F = 0. l.,ll?598-01tft++++++'+++rltft C0EFF". 53.0000

6,00c0

6! C0C0

4" 0000

4.0000

C,531í'.¡0[ 02 r)'6r']100048 0I 0"172e00CE C3 0o38000C08 OZ O,l4t7?598-01 N' 19F r ¡.!?.17ô:,\a-nl

COtFF'= 55'CU00

z"ooo z,coo 2"000 -2,000F Ë 0.1686¡ clf,F-01t,il¡rrr.r.r+tr'1Í6 LUltt.. 5¡.r.)[too

50.0000

50. o0oo

50 ô0000

50. oc00

50"0000

52"COOO

49. c000

4ó " 0000

4óo 0000

4ó" 00.00

46. OO oò

44. OOOO

40.0000

40 " 0000

40. 00 00

40" 0000

40.0000

40.0000

3d "

0000

32"0000

32-t)(rôll

CnEFF.= 5l.ccoo

164" 0000

ló/ru OCC0

I ó4" 0000

I 6ó. O00C

+.0000

4. OOCO

. 4.0000

2.000c

6.0000

ó. oooo

6. 0000

l7o+oo0cr

I 70.0c00

170.0000

170 . 0 G.00

I 70" 00û0

I 72" 0000

1 72.0000

t2

8.00 00

tr. o()Dr)

178. Lì0c0

178ô0000

-N)lroÈ

:¡93ù++Ô++¡++++)t33 COEFF". 57.0000F = O.L362746î-oL

COEFF.. 57.0000F = ô.t1r.2Õ85E-01

O ¡cs**i"ií'iì.*.ss¡ , coEFF.. 5?.ooooF ' 0.1396549S-01

C0EFFrs 57.0000F Ê 0.1 3198588-01t3t++++++++ì+++3$t CoEFF.¡ 57.0000 6.0000 176" 0000

0.57c1000t C2 0,6')0C0C0E Ol 0"17ó0000E 03 0.3400000€ 02 0' 1319858E-01 N' 27F = C. I 4$C92 qE-01

2, t)Crl -2.0O0F r 0" l5?5tslE-Cl

F 3 C.144ó635E-Cll3l+r++++++++++gß9 C0EFF.¡ 59^0O00F - 0"2l725?6e-ol

F. 0,15??823E-0I

F q 0.1ç6/'324E-01

F ' 0'1429,1498-01

COE¡F" r ó1" 0000

2,000 -2.000

COE F F.. ó3.0000

¡tl++++i+++++++!!Ê C0EFF"¡ 59"0dcr0F = C..L5?îZ8ZE-01

_CoE FF". 59" coto

F = 0-13¡07788-01ft!|+++r++++{++ !!! c0EFF. = 59;OOüO

0,59000018 02 0"60c00008 0t 0.17800ocE

-2.ù00 2.000 -2"occ 2"000

ô.0c00

ó.0000

ó.0000.

6.000c

COEF F" - 5.9" C0C0

C0ÊFF"- 59"00C0

C0ÊFF.= 59,0000

F r o.l322Co0E-01

F ¿ .0'1336065E:01

F E o,172I5126-ol

F - 0,191 5435E-01

F ¡ 0.13Ió95{ìE-01

178.0000

I 80. 0000

I 7ó. 0000

I 76i 0000

6. O00o

6.00c0

ó. o000

4. o0b0

8.00Ö0

.ó.00006.0000

6.00c0

ô.0000

ttt+++++¡++++++ttt CCÊFF.= 57.C0C'0F ! 0"13303óóE-01

fi c C' l3l/r0¡ì78-01

. 180"0000

I 80. 0000

I 80.0000

' t80.0000' 180.0000

. 182" 0000

I 78" 0000

I 7E.0000

t78" OC00

COE F F. = 57" 0000 6. 0000 I 74" 0000

0,5?o3oC('5 02 (l'ó0f0000F ai 0.17/r00ùCE 03 0"3400000E 0Z 0,131ó95óE-01 N¡

COEFF.. 55.0000

C0ÉFF.- 59.00c0

C0EFF., = 57"oO00

CoEFF. ! 57.0000

I1 l-

I

32.0000

32.000c

32"0CC0.

30.0000

34.0000.

30,00 00

30.0c00

30. oo o0

?0.00 c0

30" 0000

3 0,000.0

30"0000

28"C000

32.OOOO

in34.0000

34" 0C'00

'34"0000

34.00 00

34, OOCO

3 ô" 0000

32.0000

F À 0" tlló0698-01

-2.300 -2.000F = 0"13234098-01

F. ¡ t.. ll¡7/.9¿.f.-nl

F r 0' 1857768ti-01 .

F - 0.17ó40578-01

F ' ù,l Jl. 1J J jt-o¡

03 0.3?00000F 02 0"13707?8E-0l N' 36

C0E FF. - 5?.0ü00

ó.0000

6.0000a

8" 000Ð

4.0090

6.0000'

6.00c0

C0ÉFFo- 57o0t)00

-2;Cro0 -2.000

CCEFF.= 55"C000

cnFFF,¡ 59.rrn0o

Cl)ÉFl..o 57"Ouo0

C(ìiFF.' 97rôo(O

I 7ô, C000

I 7ó" o000

I ?6" 0000

r7ó: oooo .

I ?4. 0000

174- 0000

''óo 00 00

ó.0000

ó.00.r0

,r.000O

8. 0 0Ô0

¡ 72" 0000

1 7?" 0000

I 72. OO00

l7¿.0f)00

I ??. C OOO

43

.34. OCOO

34,0000

71, QLt'rO

34.OO00

3r.; co 00

t\)C^J

ut

CQEFF.¡ 5?.OO0O Û.OOOO I?4.OOOO' 3¿'0900 \F r '0"13278098-01 trâ ^ñ^^F i O,l335os3.-0l'

C.EFF'r 57"oooo ó'0000 172c0000 32'0000

COEFF.= 5?..OoOO ó'OOCO 172.OOOO 3óo0000

o,5?00ûCOE o2 o.óoOOOooE Ol O"I?2OOoOE 03 0.3400c00E 0Z 0.13160698-01 NÛ 52F = 0¡13173338-0r

F.. 0"r3273?óE-01

F -.'0"I?zö246E-Cl

F = o.rsieÀ¿2E-or

F s 0.17877ô48-01

. F = 0"1320898E-01

-2,100 -2.000 -20000 -2.0c0

F z 0"131.ó0óeF-01ttS+++++t++++++tit, COEFF.= 57Þ(;OOO '6.OOOO ¡'?2"ÙOOO '34.OOOO

' F .: 0.1 32 7809Ë-0 ICOEFF,= 57"CrrOO ó"0000 172"0000 32'0000

' F = 0"1335051S-e1C0EFF.= 5?.0000 ó.OOOO I72"OOOO 3ó'00'00

o.57o0cooE o2 o.ócoot)0,)E 01 0,1?2oOO0E 03 o.34o0o0oE 02 o.t3t6oó98-Ol N. ôl

?.ooo 2.ooo 2"Ooo 2"0c0F = O" 132 748óE-Ol -

COEFF.= 59.ocoo ó.OOOO 172.00J0 34.0C00F ' 0" 13?34088-01

COÉFF;= 55.COOO ó.goo0 l?z'COCO ' 34.oOOOF = 0.17b4057E-cl. C0EFF.- 57.oooo 8.0000 I72.C000 34¿0000,rF = o" I8577ó8E-01 o r72"ccco 34.0oooF = 0,r31695;E-ol

..EFF'= 57'o0o0 4'0000 l72"ccc.'rl

COEFF"= 57.OOL\0 . 6.OOCû 174.0000 i 34.0000

Í - o" I 31 7313E-oCCEFF.= 57"ooOO ó"OCOO l?0.00Ó0 34.0000

F = .0o1335053E-Cl coEÊF,= 57"C0CO ó. o0oo I72"OOOO ' j ¡g"Oooo.

F ' O" 132?8Os€-OlOEFF"= 57.coOO ó.0000. 172.0000 32"OO00

o"5TCOOOOE O? O"óOOOC.JCE Ol O"tT2oOOCE 03 0.3400000E 02 0"131ó0ó9E-01 N! ó9

-0, ?o0 -rl, 200 -0. ?oct -c" 200F . ,l..l3l5t\lA[-0t!3t++++++++++++!fl CQEFF.= 56o8000 6"0000 172"0000 34.C00OF E o'l3l81o?'É-0t

aorrr.¡ 5r¡.Fooo 5.Booo lz2.oooo 34.ooooF - 0" 1325535E-01

.

COErF,c 56,8000 6"2OCO 17?"0000 34.0C00F = t,1315954E-01

CCIEFF" = 5ó" 8oo0 ó. oOOO .. 1 71" 9000 ' 34.0000. ¡- . r),1ì\5.J1',1.-OI

itr+++.++r.llfiitt c0€FF.= 5ó.tìCO0 . ó.0c00 172t?ACO 34.(ìOOOF = 1. I Jl 5ó5crt-rriree++|r+r+++è{+sle C0äFF.. 56"0COO 6.0000 . 172'2000 33.8000

rì.56I.t(i./.r' ')Z u")!r99redt vl fJ.Ir¿¿uu( L OJ o.5J799'lvL u¿ O. l)l)¿,5'rl--(.1 ^l' lt¿

C0E.FF. = 57.0000

C0ÉFF" = 55¡0000

CoEFF-= 59"0000

C0E FF.= 57" 0000

C0ÉFF.= 57"CCC0

COEFF.= 5?"Oo0O

ó.0000 1?0.0000 34.0000

6.0000 IIO"OOOO 34.OOOO

ó.0000 170" 0000 34"0000

400DOO l7C. OOOO .34.0000

8.0000 l?0"0000 34.0000

6.0030 168'0000 34"ocoo

:¿.

lv(,tì

o

COÊ FFo¡ t6r óo00

-0.200 -0.200 0" 200 -0" 200f r 0. I 315 96/r E-01

F ! 0.1315852E-C1

F r 0..13184488-0I

F Ê 0, ¡.3250798-0t

F ' 0.llI5B37e-01

F È O.¡3¡57I48-o1'3$r+++++'r+ir++95t C0tFF,= 5ó.S999F = 0, lll6l.l2E-01

F E 0.1315632E-01

C0EFF¡. 5ó"4000

coEFFo; 56"8oOO

C0EFF.= 56"5999

CCËFFr= .56"59s9COEFF. = 56.5999

It3++++++++++ÈrÍtl COËFF.= 56.5999

0.5ó591e55 o? o.,5s99994E ol 0,17219998 03 0.33?999ôE oz o,t3l5ó3zE-01 N¡ o+F - 0,l3l5lì478-ol ,

-0" 200 -c. 2ù0F r û.131ó¿318-0I

F t 0" l3l561iF-0tf3g;++rt+rì++++lßtF ' 0"131743¿.F-c1

F ' 0.,1325751E-01

F - 0"1315ó408-01

F = 0"1315d,5e9-01

F = 0"1315?leE-01

F = C'1315ðó5f-01

ô.0000

' 6.0000

6.0000

5" 8000

.6.2000

ó.0000

ó" 0c00

. ô" 0000

. ó.0000

COEFF"= 56.59e9

COEFF.= 56.3999

-0. 200 -c" 200

CoEFF.= 5ó"1999

COEFF.. 5ó" 5e99

COEÊF.. 5ó" 5999

ccE [F" = 5ó, 5eee

COEFF"r 5ó"5999

COEFF. = 5ó" 5999

C0E F F' = 56" 5c99

COEFF.- 56"5999

172" 3ee9

t72.7e99

l?2.3999

l?2.3e99

I 72. 3999

172,59e9

172" 1999

I 72. I 999

172- r999

0.5659e88r:02 0"599998r)E 0l 0"172t996E 03 0.33799908 oz o"l3t5ó338-ol' N. 93

c.2t0 0,200 0" 200F = 0" I 3l 56ôlE-0r

COE FF. = 5ó.7999F ' O.l3l58¿.6E-01

CoEFF.= 5ó.3999F = C" 132575cE-01

CoEFF" - 5ó" 5999F . 0. Ill71'lóE-01

C0EFF.Ê 5óà5999F . 0. I 31 5ó538-01

F = O. I3156345-Ol cotFF¡' 56"5.,e9

C0ÊFF.. 56,5c99F . 0.13I58588-01

F ! o, t:,r57r4Ê_1., ilrrl:: ::::::,

3!¡ ó000

33. ó000

33 ò ó000

330 ó000

33. ó000

33. ó000

33. óO0o

33.4000

33.8000

37.7999

33. ?999

31.7999

33.7e99

33.f999

33" 7e99

33" 7999

3?.59ee

330 9999

33.8000

33.8ùOO

330 8000

3 3. 8000

33.8CtOC

33.8000

14.OOOO

3?. 5C 99

ó.0000

ó.0000

ó.0000

5.8000

6" 2000

ó" 0000

ó.000t

6.0000

6.0ooc

0,5ó59e938 0? O.5ee9ecae 0l 0"172t9998 03 0.33?99948 02 Ooi7l561?E-ol N- l0l-n-nt/1 -,1 nt^ | -f, ^a4 -^ ^l^

1?2" l9e7

I 7?" I 997

t72. 1 997

¡?2.1997

172.1e97

I ? 1.9 997

L7Z,3991

r72. I e96

172. le96

c" 200

ó.0000

6.0000

ó. 2000

5.8000

ô. o000

ó" 0000

ó. oooo

6. OOOO

172. I 999

172.1999

172.1999

I 72. I e99

l?2.3999

1 7!. 9999

I 7?. t 999

172- 1999

\

N)(,{

F ¡ 0"13t5652E-01

F = 0.131527?E-01i3l+++r+)|+++++1gl C0EFF.= 5ó-5999F = o. I31.52715-0IS''3+++++ò++++++5Sâ C0EFF.=,5ó.5999F = o" 13I527cF-cllSt+++i++++++++itt COEFF.= 5ó"599ô

o"lo:,rqs¡E o2 0.5979e94E Ol O.l?21?e9E O3F : 0. IlI50?6Ë-0t

C0ÊFF.= 56.5999

-o,ozc -0,02ü -O,OZO -C.O2oF : ),I3l5Dl?E-olSSI+r++++++++++lSS C0ËFF.= 56"5799F : O.131+857f:-CItg9+++¡f++r++i+ß$l COEFF"= 56.57qqF = 0. I 3149448-O Il9t+++++r++f+++ßt5 C0EFF.= 56"5799F = 0,13I+8598-0I

CoEFF"= 56.5799F = 0.1 31483?=-C1S5t++++++++++++tgS C0EFF6= 56" 5299

0,5657eq1g O2 1,5939993Ê O1 O,172139?E 03Ê = 3,, ll14B4IE-e1

C0EFF"= 56"5599.

-o.J?0 -c,o20 -0.020 -0"0?0.F = O,t3l4?q5Ê-OItif+.+¡++¡.+++++3gt COEFFT- 5ó.5399F ! O,131498óF-Ql

C0ËFF.= 56"5199F = 0,Ill/.7J31'-01333++++++r+++l+ßlg CôÉFF". 5ô"5399F E 0"13147198-01tit+++r++++r+++9ßt C0EFF¡: 5ó.5399F ¡ 0"I314734f-Cl

F = ó,1314708:-O' ccEFF"- 56'5399

til++++++++++++$fS C0EFF,= 56.5399

Lr.5å5]?89: 02 1" 59199918 01 0"1?20794t 03F z Ð.I3l4btBF-ol

CtrEFF.= 5ó.4999

-or0z0 -0,c20 -0,020 0.020F = C. l.3l 45 SeË-Olt33.++++++ì++++ßgg C0€FF.= 56"4-199F 4 O' 131¿72CF:-CI

COEF F. = 56.1799

CCEFF. = 56.5799

COEFF. = 5ó" 6199

6.0000

6.0000

s" çsco-

50 9 800

5"9900

0.33?79958 02 0.13152708-0t

172.1e99

172. I999

172.1999

I 720 I 799

l?2. l7c9

5.9600

5.9600

5.94C0

,.9400

5"9400

5.9400

172. I 597

!1 2" L597

172, I 597

t72" t7e7

tl?.1397 .

t72.t3s7

33,8000

33.800Q

33. 8000

33" 80C0

. 33.7800

33.7599

17"7599

33.7599

37"7.599

71"7V99

33"779.9

37"7799

33.7?99

37.7.7 99

13.7799

33.?799

33. ?599

33e 79 99

33.81'99

33.81e9

33.8199'71.8Ls9

33" 8t 9e

33.839c

37.8798

0"37179948 0z 0,13148338-01

f = 0'13145768-0119g..+++|.+¡.l.ttt COEFF.' 56.1799F = 1'13I45ô5F-Clfffr++++++++ç++tSt C0ÉFF.. i6o4799F = 0.'1314563!:-01331.+rl¡.+1.+.++rtl'l CnEFF.= 56.1fqlc,5647eer,F O2 0"59t9990E 01 0"t71999c8F ¡ 0" l3l446dr:-01

N.10ó

5" 9000

5.9000

5.8800

5.92C0

50 9200

5. e 20Ó

5. e ¿00

-u.. r\¿ù -r,ì, t)/r¡

l?2.0994

. LT2.099.1

¡ 72,0994

L72.O994

17?. 0794

L72. 0794

L72.0714

0.3379991F 02 0'1314?08Ê-01 N. l19'5.9ooo 172.0190

N.112

C0EFF¡ r 56.4r"98

-rr¿(r¿9 0,utu

5.9000

5.8800

5.9?O0

5. 9 2Cû

5.9200

0l-0.338398?E 02

5.9200

r 72. Ol 90

l72.Ot90

¡72.O190

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0.13145ó38-01 , À¡r 125

171.9184

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o

ll3+Ò+¡.+++l++ittl COEFF.. 5ó.3998F = 0.13143928-01ît3++++++++++++331 C0EFFor 56"3999F = 0' 13i43 ê(lF-Cl3SE++++++++l+++tit COEFFo¡ 56"3999F s 0"13143978-ol

C0EFF.. 56" 3998F = 0¡1314378€-013f3++oì+++++++ìsiß c0EFF¡¡ 56"3ggg

0"t619e83F O2 O,5È999978 01 O.1718984E O3F = 0. t!I42o8E-cl

C0ÊFF. = 56.3198

-c,02c -0"020 -0"020 0,020F = 0,, 1 3141 eCî- 01'!,33+++++l++++Þ+lfl C0êFFog 5óô2999F . o.13I42598-Cl

F û O,r3142olE-o' c0ÊFF'- 5ô'2998

COEFF' - 5ó.2998F = Or 13ì.4róçE-O!3t3++++r+{+f+++tS5 CQeFF.= 56¿299AF - 0. I3141.72õ-01

C0EFF.= 56,2998F ¡ C" I 31 41 66E-Ol3t6+++++l+++|++ßi6 C0EFF.= ,6"2999

o.5iz997aF cz o,5879eB4E cr o.t7t?777E 03F ¡ o'l3r393cE-0¡

CoEFÊ.- 5ó.1998' -0" C?0 -r)" 020 -0.020 -0" OZO

F ã 0., l3l3a55!-01ti3ö.Ii+++r+ì++¡tf CeEFF"- 5ó,1?9?F = 0. I 3l 4Q 878-0I

F r O"13l3e?4.8-O' :oott"- 56'17e7

COEFF"= 5ó.1797F = ù,, l3I3 944S - C1ttll0i+Þ++++++{!3t COEFF.. 55"1i97F E o. t313947F-01

CoEFF"' 5ó.1797F = 0" I 3l 3e43Ë-01ßtS++++++++++++ti3 CCETF"= 5ó.1?92

0,,561?975t. 0? 0,5d59930Ë Cl 0"17Ió3ó8E O3F ¡ 0" 131377?E:0t

COEFF.- 56.0597

-o,î?c -0, o20 -o"020 c.020F = 0'1J:ll>7[-'Jlg5ß+++++++++++rßti COEFF.= 5b.O39ZF = 0., 1313874E-01

F = O. r3r 3745F-O' cohrF"r 5ö"()397

tf!+r+l+++++r+|!tß C0EFF.= 56.0397F ¡ 0, I l1 374oF-0Ilßlì¡++r).+++++ilf CO(:FF", Sþ.O?97F - ts,IJIl75(it-cl

Cocrr. - r¿(:-o397F = C,t?I.i7llt-0I9t9+l++++++++i+i1t C0EFF"- 56"e)97

5.9200

5. e000

5.9000

5.9000

5.900â

0.33859828 02 0013143?88-01

l?1, et 84

I 71. 91 84

l7l. s984

1 7l , 8984

I71.8984

5. I 800

5.8800

5.8600

5.9000

5.880Ð

5" 8800

5.8800

33.8?e8

33.8?98

33.8798

33. S998

33.8598

33.8?98

33.8?98

77.e798

33. S798

33" 8798

33¡ 89.97

33.85e?

33. S597

31.85si

33.85e?

33 " 8597

33.8597

31.e?97

33" 879?

330 8996

J3.e996

33. 89 9ó

33.8e9ó

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17.87s5

l?1.7977

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171.7977

171.7977

L7L,7777

17L.7777

L7t.7777

0.3385974E 02 O.13141ó6E-01. Nr 138

N- 131

5.8600

5.9ó00

5.84C0

5. 8 800

t 5. 8600

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5.860C

I 71. ô5ô8

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171.65ó8

l7l¡ 65ô8

171"63ó9

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0"3387eó58 02 0"1313943Ê-01

5. 8400

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5. 0 200

5. 8600

5. ll!>()O

5. rJóoo

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NO CONCLUSIO¡¡ AFTER T52 FUNCTION EVÅLU¡TIONS ANO 57.357'0 SECONOSxs 56"040 5.850 171. 47ó 33." 880F(xl= 1.313?31E-0¿ ÔO¡¡Venee¡¡ce. F -

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. I{ILSON CREEK IIATERSHËD

S I MULATI ON PROGRÀH

, THIS PRO6RAH .YÂKES U5E OF L INEAR RESEV9IRSPLACED CNE AECVE THE OTHERi AI'¡C FLOOD ROUTING TECHN¡QUES¡N OROER TO SIÈ,IULATE TIIE HYCRCGRAPHô

¡ÀI ÂDOIItONT CËLL5I5¡MILAR I{ITH RFSPECT TO COEFF¡C¡ENTSA¡.iD PESÉVUI RS ÂFE PLACED SII)E BY SIDE IN OROER

. TO FURT'1ER MODI FY THE HYDÍ{CGF.ÂPHE

II'I THIS RUN TH5!IE HËRF T CELLS USEO, ANOTHE S Iq'JL/lT IO\ YEÀf{ OF I9ó5SIARTING OI.I SE PT 2Iq

' THE FOLLC|.IING IIERE THÊ INIT¡AL CONO¡T¡ONs USED

ICEPT = 0.0 PERCoL= 0"0 KS= 171"lCÀc.c Q. o5 KP= ó" GRDRES= 0" 0F t EL0= 8.00 PSíìCÀP= 8.80 BASE= O,

. FCÁ9= 9"00 DPEC.C= 0.0 KB= 2000.. CPAN= C" 80 KDp= 3 3, I I LOSS= O" O

DIRÉCT= 0"0 SS" 0.0 KL= 500,00Klì = 5ô" 04 SPR I NG= 0,0

o

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4" 30 0" 0900 0,1530 0, I 2B?

RÂ,IN ICEPT EVAPOT EVAP FIELO EXCESS DIRECT PERCOL DPERC

IIILSON CREEK IJATERSHED CALCULATEO OUTPUl

DÂTE SEPT CÉLL NO 1 OF 1 CELLS

7,e994 C.01"9<.t57 0"07 "9ç42 0" 07"9974 0" 07 "9932 0" 07.9931 0" 07,,9974 0" 00eó8"t164 o"ozq48" OA,)t O" OggO0"08ùt

8"t879 0"t1768"3055 C"1t7ó8.43 78 9.141 08. ó240 0"22548"8726 0"28429" I L'86 0'25199"2737 0.21569" 3788 0" 18,q09.4790 A"?.1179.,6C58 C"2St99" 7486 0"12.779" B9rB 0.34O99"e6V? 0,21629-<1i45 0. 15249.,8503 0,083S9"7125 0"Oóe29" 6611 0. I 0579"ó217 0,, 1?t.59"5'$27 0, Oe5 7

9" 53rì4 0"O7779.479t 0"07829"41?4 0,068ó9.3650 0,05d99.1357 0" 0490I " )31r7

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SS SPRING GRDRES BASE LOSS ÊT

o" o 0,00"0 0,o0"0 0"00"0 0,,oo. o 0.00"0 0.00" 0 0,00,0 0" 00"0 0" 0

0"0

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1./ri59 0,,0070 0,,2fJ9 C"(ì10t C,'0QC4 C.O1"4?95 O,007ó o.256?- p"9001 C,,0005 0.01"583I O"0081 ,0.3110 0.(r0CZ C'oC'Jó C.0I.rö561 0,CnR5 0"3¿rÂ0 c"çOo2 0.,o0c7 0.0

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0,0906 0.5515 0"0017 0.00ó8 0.00ó9-0.0001

0"0 0.0 0,0 0.0c33o"o 0,0 0 "o 0" cc210.0 0"0 000 c.00r00"ù 0,0 0"'0 0.oc040.o 0" 0 0.0 0"0001opo 0" 0 0"0 0.00"0 0"0 0.o 0.0o"0 0"0 0.,0 0.00"0 o.o o"o c.o0.0 0"0 0"0 0.0069 0.0000

o"o3s¿ o"0051 0"oA32 0"o55r0.0098 0.Qr)4tr 0.0?31 0.05550.0 c.0029 0" 0620 0" 0555o.o 0.0ù19 0,0519 0.05530.0 oor)olo 0,0435 0"c5480.0 ., 0.0oc3 0,,o366 0.Q54t0.0 0.0 0"0108 0.o5320.0 00 0 0" ot 5t o.o5z2o.o o.o 0.,02t9 0"051tc.0 0.0 0"01 84 c.05c00.0 0.0 0,01 55 0. c4930"o o.o c.,Jl3I o-t)475o.0 o.o 0"rr¡.to o.o4é,3O.0 0.0 U..0( a3 O.()t'5(t0.0 0.0 0.,0û78 0¿C4370.0 0"0 0"00óó 0.0424o.o c-o o,i)ot6 0.o¿rl2

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OAÎE SEPT CELL NO ! OF I CELLS

RA¡N ¡CEPf EVAPOT EVAP FIELD €XCESS OIRECÎ PERCOL DPERC

8. 8?75 0.08" 8231 0.08^8t95 0"08"8!.64 0"O8.9t 39 0" 08"9117 0.08"8093 0.0c. Bo98

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0.0 0.c0!,4 0.03190.0 0.c112 0"c3080.o 0"1ù10 0"ú298c.0 0"0003 0.02ù90.0 0"0cc7 0"c2790" 0 0.0c06 0" c'?700.0 c.0c05 c"c¿610.0 0.0004 0.02520.0 0.0004 0. c2440.0 0.0003 0"ç7J60. 0 0" 0003 0" 022 I0.0 0,0cr'2 0,0?2ro.c o.ocoz o"û2130. 0 0" Cç,aZ 0¡ C2 0 6'0,0 0,0îo1 0.1200c. o 0,c.rç,1 0.e193o.0 0.o001 ct. ct 870.0 0"cccI 0.ct8I0.0 0,0col 0.01?50.0 0, o00l 0. 0l 690.0 0.0100 0.o1630.0 0,0c00 0.0I5rJ0.0 0"o00c 0.0r530.0 C'.0000 0"01 480.2991

SS SPRING GRDRES BASE

1"07e7 0"c05t t"ó2ç0 0.c008 0"0033 0.0to0(4ó o,0049 t"6562 0. coc8 0.0c33 0" 0l.oto6 0,o047 l.ó924 0.rJc08 c"o034 0.00"9775 0,0C¿5 1"7^75 0"00t9 0.C0-?4 C.00;9455 0.0043 1.7?t5 C.0CCC 0,C0ì5 C"00"911.4 C"irQ12 I"754t' 0.1Cù9 0'(:0?5 0.0o;8844 0"C,()40 L'.zZOS O.0CC9 o.CO3ó O.OD"g5r2 0" 0038 1.79'lo o" ooog o, oo36 o. o008271 0ô0037 t"8183 0"00c9 0"0c3ó.0"00"7998 0"0015 1.8177 0."00c9 0"0017 0.0o.7735 0,0033 1"8561 0"00l.9 0,,0017 c"00.7480 0.0c32 I.8741 0.0r.)0? 0,0037 0.0o-72)3 O"Clì3l 1.S9lt O"O00A O"C033').0C.ó995 0'002e 1"907/r 0"C'C10 0"4038 C.00;67c,5 0.0028 1.')229 0.00IC C,0u3ÉJ 0.00"651,'1 c"C02rì 1,.93?7 0" CCIô 0"C0'ì9 ll.0o,ó128 0"'J025 :1"9518 0"0c1ù 0"c039 o.0O.6l?C O'0o?,r 1.9653 0"(-1OlO O.OO39 O.O0.5920 0"c023 ¡"9781 0.0Ct0 0,0040 c.0O.5726 0.,0022 1"9904 0oOCtlD 0'CO1'0 O.00.5539 0" 002 I 2.0020 0. cct0 0,0c40 ú.0cr5359 0,00?0. 2,ct31 Q,Dú\.Q 1-CO1'0 0.O

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Q"36?8 2"O716 0"()375 0,r5ol C.00ó9 0.0000

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RA¡N ICEPT EVAPOT ÊVAP FTELO EXCESS DTRECT PERCOL DPERC

I.IILSOI{ CREEK HAfERSHED CALCULATED OUTPUI

OATE SEPT CELL NO I OF I CELLS

0"0005 0.o 8"7736 o"O0.01')t 0.0 8"7735 C.Oc, cccO 0,0 8"t735 o"o0"0cì00 0.0 8.7735 o"O.0.0cc0 0.0 8"7735 o. o4.1210 C"1782 0" 7735

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0.00 780.00 7 60.007 J0.c07t0.0069

SS SPRING GRORES BASE LOSS ET

0.2ó41 0,0C1¿r 2.14ó3 O.OOll 0"0043 O.oO0lC"?r6L 0"0003 2"149,i O"COtt 0.0Orr3 0.OCCO

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- 2"L4t2 0.Oct l c"co43 0.00c02o139¡ 0.Cr:,ll 0.,c'043 o.oaoo2.!169 0.001t o.0043 o.0q0o2"!.746 0"OCt1 C.,0043 o.c10D2.t 322 1"0Cr I 0,004ì o.0ooo2,1?98 0"00!.1 0,0043 0.00002"r272 0.0011 c"oo1) o.ccóo2"1216.0.00ì. I OdO042 0.COr_.O?.!?20 00 001 I 0" 0042 c. ocol2"lt,J2 0.001t ù.0042 o.OOo22"1 tó4 0.0ell 0.00i.2 0.0ô05?.LL)5 o"o0lI uè0L42 C.Critl2"tt0ó 0.0011 o,,c742 O.OCI?2,107ó 0.0011 0"c042 0.oc2l2"LO45 0oD0ll 0.c042 o.o0212"t..tL1 O.,Of¡l I 0.,O0/,2 rr.0.-'l 72.C(r53 0, riC.LO ,J"AD42 C.orJt l2.unrî r).OOIO ().,aC,12 e.OCi52.0ì1.8 0.0010 0.0C42 ri.110C22.0ô85 0"0010 ooc042 0.ocolz-f)4r,1 0.f¡t)1.) o, ()u1 ? o-tilrtttJ

{ç''rÈ{9

o SEPT 7 20 65.SEPT 7 2! 65SEPT 7. 22 65sEPT 't 27 65sEPf 7 ?4 65sÊPf I I 65SEPT 8 2 6'sEFr. I 3 65sFÞl I 4 65ssÞr s 5 ó5SEPT I ó ó5sEpT I 7 ó5sÊPf I I 65sEPl I I ó5sËPr I IO ó5sFpr I l1 65sEPT I t2 65SEor 3 l3 65sFÞt I 14 óistPT. I t5 65s(PT 0 tò ó5sËPT '8 17 65sEÞT 8 t3 ótsËPT 3 1c 65sErf I 2o 65slpT I 2l ó5sEpf .s 2? ó5s!ÞT I 23 65sE?I I 2+ 6'sEpÍ 9 I 65s[pT. I 2 65sËPT 9 3 ó5SEpt 9 4 65sEpT 9 5 65sEPr 9 6 65sEer 9 1 55s3ÞT c I 65S:Pf 9 I ó5stPr 9 t0 ó5sEPT I l1 ó5sEpT 9 l2 65sSPT 9 :.3 65s!PT 9 1¿- ó5SEPT 9.I' 65sFÞf. o l6 65ssPI 9 t? 65sEPl 9 l¡' ó5sEPf 9 l9 65SFÞT 9 Zul t'5scPT 9 2l ô5

0.00000 cFs

0r ?¿0q32 ++ €Q"74?73+ **0.743691 *4o" 745CC6 *r G

0.746¿79 *r A

0" 7475t2 *ù Ioo 7¿87l)7 ++ SQ

o"71e154 ** eo" 75C )96 +* 60"752072 4+ ô0.,751I52.*+ 00,7512à2 *r Aù,,75;JLì, ++ O

c"755391 *N O

c.75747I $ß A

c,75c551 ++ A

c" 75953.) +r a0" 760710 ** Qtù"76I7i4 +* 01t).,7^?867 tt t)9.1 ,7ó3144 ** ¡0" 7651?2 *t Ic.766?()g *rr Q

,,7(.7174 *r..e0.76iìi49 t+ $0,7ó9J?l âs åo"770)17 +aQt0"771469 +*Qio,71 ¿54 I +*QÈo" 77361I rf QtC; ? I4341 $*0io" 775749 *+Qtc.7?ó.917 *f Qi'0" 777883 *+O90ã?78tlrB *Ëef1"7,Jî)tI +aQt0..7!.!..)7 J $sQlC,7tJ?114 \\4 t0'?Âll9/' +4 t0.7äc¿52 *0 ¡0.7b51c9 *+Qt0.786ió4 ü+ât0.7rt7/rlB ++Qr9" 7Bd47O û+QS

0.78(i52I f +Ctoà 7{ì057O ÈrQt0.7916I7 +'of0. ?ç2663 +ô0$,).7q3708 f r0fo. t9., I5U .ôOi

0o

0" 010054.4CFS

0.0200I 08. ECFS

0. 0 300I 63 CFS

0.0400ztecÊs

t\)uro

À

SEPÍ 92Z C,0 0.0 0,0?00 0.0 8"7469?1 0.0 0.0 0.000c 0"0 8"74ó924 0.0 0.0 0.0001 0Þ0 8,7469

4"37 0.O 0.4150 c.1782 0"7469SEPT ¡OI 0"c 0"0 0.0100 0"o 8"74ó9? 0.0 0.0 0"01ct 0.0 8.,746c3 ,).0 0.0 0"0i00 0.0 8"74t,94 0"c c"0 0. c0rj0 0.0 8.74695 0"0 0.0 0.cC,)C 0"O 8"?4696 0,0 Q.0 0.00q0 0"o 8,7469I o:0 o.o c.oJ,lc. o"o 0.74ô98 0" o c. c c, o'JJo 0" 0 8" 71699 C, C Coul 0. (rJ02 0.0 9,74ó9

10. o,0 0"0 0"co.J6 0"o 8,7qó9ll 0"0 0.0 0r00t5 0.0 8"7466L? 0..0 0.0 o"ou3c o"o 8,746113 0.0 (r. 0 0,0C49 0.0 8" ¡45Ilti 0.,J 0.0 0" 0,160 0,0 . 8. 7439l5 C"0 .0"0 0-C,C50 o.o 9"712416 . c.0 0.0 0.0c48 0,0 8.,74t217 0"0 0.0 0.,0ù10 0"0 8,74ç3I I 0" 1 ù.0 0.00t 5 .0. o 8. ?3e719 c.0 0"0 0.0cc5 o.o 8.739520 0.0 .0.0 0,1irr? 0"c 8.73942l 0.0 c,0 ,0"c910 0"0. 8"739122 0.0 C.0 O.ñ111C) O"O 8.71q421 Ð,0 0.0 0,0¡J00 0"0 8, t3942+ 0.0 0.0 0o 0010 0.0 8" 7394

403? C.O' 0"4670 001?82 0"1394

RAIN TCEPT EVÁPOT EVAP FIÊLC EXCESS D¡RECI PERCOL DPERC

. I{ILSCN CREEK HAÍERSHEO CALCULAIED OUTPUT

DATE SEPT CELL NO T OF 1 CELLS

0.00.00.0

o"o0"00.00"o0"00"o0.00.00.00"00.0o.0o.00.00"00.00"00"00"0c.00"00"00"00.0

SFPT III O,0 0.0z ,),0 0, c3 0.0 0.04 0"0 0.05 0"o q.0ó 0"0 0"07 0.0 c.0I ù.0 0.ù9 0.0 0.0

t0 0,0 c"01t o.Q c"o'lz 0,t c,.)l? 0,o o.0t4 0"0 0.0l 5 0,9 0.0ló 1,A 0.cl7 0,0 0"0l,q 1.,o 1.(ìI '¡ ^. fì (ì-. O

?.o 0.c 0.03! O"0 ('.022 0" 0 0.027 0,0 O"ô

0.0 0.00.0 0.00.0 c"00.2991

o.0 c. 00.0 0" 00.0 0.00.o 0"00.0 0"00. c 0,00.0 0.0000 c"00.0 0, ù0.0 0,00.0 0.0o.o 0.o0"o o"00.0 cì"00"0 0"00"o o"00.0 0" 00" o 0.00.0 0" o0,0 0.00.0 0.0o.o r)"o0.0 0" 00.0 0.00.2991

0,0 0"ô0.0 0" 00.0 0.00.0 0"c0.0 0" 00. o 0,00.0 00 00.0 0¡0o.0 0.00.0 0.00.0 0.c0.0 0"00"0 0"0o.o 0.o0.0 0.0o"c 0.ù0.0 0.00.0 0" oo.o o.n0.0 0.00.0 0.00.o o"oo-o {)-o

0.0018 0.0600 0.00.0017 0.058? 0,00.00t 7 0" 05ó5 0" 0

0" r,00,1 O" 00,r,'D )0 00cc,0000 0.00,001c 0ò 00"0r),ìo Q"0q"00¡0 0"00.nô)0 0.00.0çì,10 0"00" 000 I 0.00'00ô/r OoO0.o0tt o.00" 0122 0.0o,0.)3ó o.oo.,od/r5 0-o0,0045 0.0O" D() 36 O"O0, o02¡ 0.00,'.,-1Il 0"0o..(..1 r/¡ o.o0" 0111 0"00.oJ')ù ù,Cì0,0cô0 0.00., OO'1(¡ O. ô

ss

0.c016 0"c549 0,00. c0ló 0" 0533 0" 00.0015 0.05t7 0.0o.ool5 0"o5c2 0"0'0.cc14 0"0498 o"00.ccr4 0.04i4 o,oO. OCl ¿r 0" 04ó0 0o 00. ú0! 3 00 04¿,6 0,00" cDl 3 0,0493 0. 0c.G0l2 0.04?r c"00.cülz 0.0409 0"o0.oQl2 0.o397 0. c0.c0lt 00c385 Co00.0011 0.0374 0"00. ocl l 0,,0 3é l 0" 00.c4¡0 0.039? 0.,00.c0t0 0.0342 0"00"ccl0 0.0332 0"c0.0c10 0"0323 0.0c.uc09 0.0j13 0¡00.('0r)9 0"Q304 0" 00"ccro9 000295 0"00.0c09 0,0287 0. 00.0008 0.0¿78 0.0

SPR¡NG GRORES BASE LOSS

a8.,7194 0o 08,7194 0.08.73e4 0.08" 7394 0.08. 7394 0.08" 7 391, 0. 08.,7394 0.08, 7394 0.0

.8.73e4 0.08"7393 0" o8" Tlel 0.08.7?97 0" 08"7380 0.08.7371 0. o8"736D 0.08.7 35L 0" 08" 131+ 0.08" 7340 C" 08" 71):ÌB O-O8" 7V')7 C.0rJ¡ ¡t37 0.08"'t 117 0. o8.7\17 O. O

o"3842 2.O't4t 0.Il4l O"4562 0.059e O.OOOl

2,0017 0"0010 0"0042 0.ocoo2"0'tè2 0"00t0 0.0042 0.0cc02¿Q7¿t7 0ô0010 0"0041 0.C00O

2"9'tL2 0.00!.0 0"c041 0.0cco2.0ó?ó 0"t110 0"co4t o"o0oo.2"O54O 0"Or)tC O.CO4t O.CCCO2,O$O1 0"0010-.O.'C0/+1 0.CC0O2,0567 0"o0t0 0"c041 0.00c02.ù5?e 0"0010 0"004I 0.ocoo2"O492 0.0010 0,0c41 o.Qo1o?"0454 0"0010 1"c041 0.00ec.2"O415 O"C0l0 c. u04t 0.0c002"0377 0"C010 0"0c4t 0.cco1

'2.0339 0"0c10 0,0041 0.0c032.01o0 0.0010 c.0041 c.0007?,0¿61 0"10r.0 0"00.ì1 c.0Dll2"O2_2t O,0CI0 o" 004r) 0" ocl42"ol s2 o"0oto 1"1c40 0,0014z.or1? 0cno!0 Q"o14D 0"ô0lt2.0IC2 0"00tc t"(04fJ 0.0î172.00ó¿ 0.0010 0"004c 0.00c32.0121 O"00lO o,o04o c.çoot

ì '1.9990 0"001O C.o0¡rO O.QOCO.:'.1"994(J C.COtO O.C04o O.OCOO' 1.9d?,) t.riolo o,o04o o.ooc,o

1"9858 0"C010 0,c0q0 0.0rr00t.9Bl{ 0"0010 0.001,0 ú.0(!0Õ

ET

.0,3s62

O.0r¡09 O.O¿70 O.Co.ooob- o.ô262 o"o0.0008 .0.0255 0. 0 -:0"0007 0"0247 0,00" 0c07 0" 0240 0" 00.0007 0,0¿33 0.00"000? 0.c2215 0"00. c0có 0.0220 c.0c.G00ó 0.0¿r3 û.ó0"cû06 0.o?c? 0.00.ccc6 0"0¿ql â"00.cc0ó 0"0t 95 0"00"ocoó 0.0I90 0"00.(ri)li5 O"0lðrr O.00"o005 0"o179 0.00.0005 u. ct 74 0. 00.eîc5 0"0tó9 o,oc"o0o5 ' 0"0I64 0"OO" Go(-r¡¡ O. Ol !.J O.. 0 '

o.i;cu5 0.o¡ 5ô (,.o0. ('0íJ{ 0. 0l 50 0, 0o.0004 0.0t45 0.0O-.oO4 fr.O¡lr¡ O.O

1.99tó 0"1384 0.5517 0.0ó75 0.0001

1.e775 0û0cr0 0,cu4o 0.c1oo1.,)733 0.c0lC 0.()039 0.C000!.9692 0r.0010 0,0c.ì9 c.co001.9ó50 0"0c,Ic o"o039 0.o0u0

,1"9608 0.00t0 c"c039 0.e0001.956ó O"00to 0,0019 0.0cc0L,?524 f),,00to ooto39 c.0noo1.94$2 0"CfJl0 0.c01r 0.c0001.9/+40 0"COI0 0"Cl039 0.00001,9197 0"00I0 0ôtlOl9 C.ri(r0l1.1)55 C" CO',l 0 ô.c0.¿9 Q.otull.9ll2 o.0ol(, ô,,c019 o.c0t51"9270 c.0cr.0 0"0039 0.0008l.'t¿¿ I 0.outo 0"ooJo c.0(j111.9195 0"00t0 c.,o03rl o.c0ll1.9I42 0"0CI0 0"003 I o.o0081"9099 0"C010 0"0038 0.0C05 ì

1"9^56 ú,,OrJl (r /)-Írfr-ìA h.(:¡a?l"rJI) oor,(ìlrJ 000u16 0",,()L11.8,1?l O.nô,la f¡.O0tll O-QttCO1"8r¿rl 0.0C09 0,C01'} 0.00C01"4885 0"Cr0('9 O"OO¡8 0.0Crù0¡.^rì42 D.4rtl)t rrr(rrì tn ô.rlt,¡to

t\). ¡,.0Il.F

o ssPr 9SË9T 9SFÞT 9sEPf {0SEPT I-O5ËPf t0si.pT t0sipT loSEPT 1OsEPf t 0sEpt t1s:Þ1 l0stPT 10sfPr t0SEPT IOSÉPf IOSEPT IOsÍpl lostpl t0SFPI ICstPT ¡.1sFPI 10ssPT 10SEÞT 1OstFI 10SFPT ICSFet l0sÉpT tlSEÞT .IIsaPT t1SEÞT IIstet I ISEPT }IsEPf tlSFPT II

0.00000 cFs

22 65 0"7957e1 *+0t21 65 0.79693Ð +4Ql21 65 0.797367 4+QtI ó5 0ô 793r03 rrQs? 65 Do79e'r1? *+Qt'.3 ó5 Cr EriC'r5q $* Q

4 65 1,80l.r99 *+ I5 ó5 J" 8ü3r127 ++ Q

ô 65 0,a04053 *û 07 65 0"q,)5178 *+ Q

I ó5 0.8C.51')l ú* q9 69 0"8()712I +* 0

10 ó5 0. Ji:3I/rû Bû Q

l1 65 0"snc!57 È* Itz 65 .0"8ic172 *t Q

ll ó9 0"91I135 *È.Qt4 65 C,,3121?6 *r Q

l5 ó5 0,9t3:')5 *+ Q

tó 55 0.8t.4¿12 f* ¡l7 65 o.ul5?t? rù0trI8 65 C. At6??0 ++Qtt9 ó5 0.8t72?l q*Ql20 65 0. 8IB 220 *+Q3?\ 65 0"819',:17 +*iJr22 ó5 0., a212 t ? vÊQS2J 65 C.821¿.)5 ++05z4 65 0"822196'l¡+Q9I ó5 0.8U1195 t*Qt'¿ 65 C" 824171 4+QS3 65 0.8?5I56 *+0t4 65 ?.3Uótld áû015 65 O" È¿71 t9 *$(ì96 ó5 0.,9?BJe7 +*Qt7 ó5.0"92.907] àû0tI ó5 0,93C147 !*0ic ê5 0.33I119 i1 t

to ó5 0" 8-?l-)9t rQ i1t ó5 0.rì12?57 +6 tlz ó5 0"8339?2 Èô ¡l3 ó5 0.8149rt6 *0 t14 65 0" 815347 f0 i15 65 3"8'1s91á rA tló 65 0"P17751 {1 IL7 65 0.¡J3å719 *A tl ó5 0" 9?91,71 +! II c) ö5 )õ ')4()5 ) ? t +t)l20 65 9"3rli70 úQ t2L 65 0.94?516 *ô t22 65 Ð"ft414ô1. +e s2) ö1 O. B4/r4ÐJ +q ¡

0. o 10054.4CF S

SEPTSFÞfSFPTsIpfsÉpISEPTSTPÏ

0.0200r0 8. 8C FS

SFPT IISEPfsrPfst pf.sff,lSlPrSE PISLPT,

II

0.03001 63C FS

0.04002t8CFS

Î\)('lI^..)

TTILSON CRÊEK I{ATEPSHED

str.ruLATlcN pRcçRÁy

THTS PPCOCÂIú 11ÂK:S USS OF LII\¡EAR q,ISTVOTRSPLAC'D O¡II ASf)VE THE NTHÍPi ÂIID FLCCO POUTI¡¡G TECH¡I¡QUESIN CIiN:R T] SIqI'LATE THË HYDREGRAPII.

trJ ^ô1ITtCì'tr

CiLLSTS I14tLilp t, lrH RTSpECT T0 CoEFFICIEÀ¡TS/1¡lD 0F SLV,TI?S ¡RF PLÂC,:i-r SI0E 8Y SI0E IN epCÊRIC FURTHF¡ ITODIFY THE HYDRNOP,APH.

It¡ rHlS Ptrr{ TtIERE ''lERË '! CFLLS tJSF0, A¡tDTFq SÌT'IJLâfIîN Yf:AR OF ìAå5STAFII\C OI.J SEPT I5.

T}I5 qJITOI{¡¡¡G HER9 THE IÑtT¡,IL CCNNITIONS USFD

¡CFPI = 0.1 PFRCOL= O.O KS= l4O.lCno= ç¡.6q (P= !5. .PDRFSE 0.0flÊLtl= 9.'0 PfPCAP= 8.80 BilSËc 0.FCÂP= ').C(t D9ERC- 0.0 XA= 2000.CP¡\= 0.Â0 KeP= 5?.OO 'L0SS= O.OOlÀ-cCr= C.O SS= O.2O KL= 5OO.OOr.n= ¿¿.oo SPRI|IG= 0.O

-tI

¡

;t\i)ul'(¡)

O lNIlrÀL slEp LF¡.!GfH.-... ?.oOCE 00rrF cucT.luN s^crcit . l.c0c:-01NJ¡:¡VUY STFP LF¡IGÍH ..... I.OOOç-02F = C.¿þ-ci¿?: f_0t

CO = -.71¡ Cl ¡ 1.00C C2 ' 0.?14 f(.6.0C0 X r 0.500

È = 0.¿c2;?7aF-01

. F = î.4'!.lDCr:41-Qt

2.OCa'

tß3+++++r++++++çSS C01FF.= 4j.0000Ê -- C.¿,;(çqqr,.-Olß11+r++++++++r+'åßß CQEFT.= 43.OOOOF = O.420!'ì¿5F-Cl

Cf lE F.F. . /r 1. O000F : O.al?Pl¿,5F-Oltt,t+++r++++r+++tl.f COEFF.. 4].00C0É ¡ o.i. ll0¡Iq:-0rS1î+++rr+r+++++3tl C(lEFF.= 41.0000

. COEFF.- 45.000C

2.0nc 2.000 2.000

ô.43000cc.t' c? c.r.2oooocF 02 o.:58ooooF 03 o.520oocoF 02 0.4!l0239E-0,.F = ô.er:7 '<OnOU-nl

c0EÊF.E 4?.OOCO

F = C.3579t47F-0¡

Ê ã o.l{ (0017f-01

-t ¡(l0n

F : (r..?.5Itlr-Õlfil++l+r+++++++1St CnÍFF.? 41.0O00F = 4.12e¿,1ó41-Cr3i1++r+++++++++tîS C0EFg.= ¿1.00ù0F: 0.3¡a.Cloí-O!

CQFFF.= 41.0000F -- O.3:F3chtÍ-')lgîçl+r+r+++++++t9i CnEFF.= 41"C000

\ I o.oooo

¡ 0.0000

I 0.0000

I 2 .0000

I 2.0000

I 2 .0100

I 2. 0000

2. lco -?.000

ClEFF.= 41.0000

C'.¿,lo¡0C(rF 0? r,r.1r'CooOCE 02 o.154000DF 03 0.52000C08 02 0.32829ólE-01F = o'î3?¿ 8'5:-ol

cnFFF.= 3o.oooo

-?.0cc 2.030 -?.000 -2.000F = O.?:óiç5?f:-Ol

C0EFç.= 37.0000F 3 0.3té4tc7f-0!':itJ+++++++++i++1Si C0EFÊ.e 41.0O00ç = o.l?1??ì?--01

C0EFF.= Á1.0000F : O.3l/¡ÁFi.?f:-()ttl! ++++ç+++ ++++l lf cnEFF.. /.l.ooooF : î.?:4t.:.'7F-Q1...t1ê+rrr.r+r|+ll.ß cft'fF.= ¿r1.0,)40F = l).2¡12.ri2r-Cr!i3++f+t|+f++++ftg C1ÊÉr.- 4ì.0000

GOEFF.= ]9.0000

cr)EFF." ¿r1.0O00

1 ô0 .0000'

I 60-C000

.1ó0.0000160.0000

ló2.0000

158.0000

I 58.0000

2 .000

I

It

14.0000

'14.0o0o

I 4.0000

I 6. 0000

ló.0000 '

' l6.coo0

! ó.0000

50.0000

50.0000

5 0.0000

5 0.0000

5 0.0000

5 0.0000

52.0000

51,.000 0

54.0C00

54. OOOO

54.b0oo i54.0000

5ó.0000

52.0000J-

52. OO'OO

O.¿t \iô,,r I C' ().1rtO(rr)OoI O'l O,t4tì(Jr)0ùf 03 O.5COOO0O,r- O2 O-31332r2Ê-O¡c i (t - 1t- L(. t-\.; P f -.r l

I 5ó.0000

I 56.0CC0

t 56.0000

156.C000

I 54.0 000

I 54. I 000

I 54.oOdo

2 0. 0000

20.o000

,2 0. co00

2 2 .0000

r 8.0000

1 8.0000

cnFEtri= 4 1. .0000

150.0600

I 50.0000

r 50" 0000

I 50.0000

ì 5C.00c0

" l./rÂ.000Ò

t4B.ôooo

N! 14'

20.0000

5 2.0000

5 2.0000

5 2.000 0

:z.oooo

52.oo00

50.000c

¿n ñôôô142-OnOô

¡\)lJlÈ

C0EFF.o ?9.0000E = 0.3e:9449E-0133t++++++++++++1îi CDEFF.¡ 43.OOOOF ' O.3lC?1ì5óE-0r

F = 0.3.03€9å5î-Cl

Ê À 0. ?4,24 cô"r-01

F 3 O-?C'Ê474F-ôl3t,S+++r++++++++5ß9 C0FFc.= 41.0000F = 0.2a(o^r.0r-c!155+++|r+++++++3ß1 CaEFF.= 43.000O

0./.?c,)cccí 0r. o.2.ì1c000c c? c.1440000F 03 0.46000c0E c2 0.29946408-01F = l).â.l4oi4F-01

CCFTF.= 45-0000

?.occ. ?.ooc -2.'roù -?.oooc = 0.2a"0590F-ôr319++++++++++++Èçi Ctlf¡F.= r.1-jDCO

cOEFF.= 43.0000

C0EFF.- 43.000o

roçFc.= ¿rj.00c0

F = O"?f1¿4.áF-O!

F = o.2eóB9rl3q-ùlCnEFF'= 47'Co00

F ã n.?F399¡cF-0tc0iFc.=. ¡r?.0000

Ê = O-2€?a0!tÉ-Ol! t,:.++++++++++++f .',S (Ö[FF.. 47.00O0c: 0..?9'lrì6¿{.F-Cltf5++++++++t+i+Sfl C,^iFÉ.= 47.0000

c.47(jr()c0F cl 0.?2?0010a c? o.t4?0010F 03F = c'?ÌÉ¡tooctr-o1

cllEFF.= 51.ooo0

2.000 ?.00c -2.000 -?.000F a 0.2??ê60qF-01

20.0 000

20 .0000

22.0000

I 8. 0000

2 0. 0000

2 0.00c0

2o.oooc

rcEFF.= 1r7.00O0

I 42.0000

142. C000

142.0000

I ¿2.0000

I 40.ô000

I 44.0000

144.0000

F È i.?1ftt5it--Ci

E ' O. ??51447¡-Clt3t++++r+r++i++t.qß CCEFF.a 51.0000Ê = C.?752 Ol4.F-0t

É E n..?ól ¿,rif-1r

? 2.0000

? 2.0000

26.0000

20.0000

?? .0000

22.000c

?2.0000.

Sßtr+++++r++l+ùfßf CiÍFF.o 51.0000F = O.2'tro4',5.i-1!fßl++++++.r++++t3i COEFF.= 11.0000

O.5tCcnCrCF Ct O.26l0OO0F G? C -112DOOOç 03 0.3?00OO0E O? O.2759t.351-01E ! O.:773ç71 f-0t

48.0000

4 8.00 00

48.0000

48 "000048.0C00.

48.0000

4ó.0000

42 -0C00

42- 000 0

42-O!'00

4?.0000

4?:OCO0

42.0000.

40.000c

34.0000

.34.0000

34.0000

34.0000

34. Oi)o d

34. 000 0

32.0000

24. OO0 o

21.OOOO

24.0000

24.OOOO

CiìfjFF.E 51.C000

CîEFF.¿ 49.CCO0

CoEFF.= 55.00C0

?.occ ?-,)3f) -2.rroo -?.000c = o.78C?9.'sF-Ol

F :. Õ. ?-t1L5a2t--1r cnFÊF'= 57'o000

F â o.¿?rzr.i:.[-0r criEFt:'= 5ã '0000Crìt:tr.. 51,()OO(lç z c-?t11t,c^F--01CIFFÊ.ã 55,00rJ0

I 4 0.0000

L40.0000

¡40.0000

140.0000

139.0000

l¿ 2 . 0000

t42.0000

CrlEFF.. 51.0000

0.¿000c00e 02 0.2830ó46q-01

29

21. c90o

'24.0000

24 .0000

?ó.0000

26.0000

?ô.0000

26.0C00

1 4 0.0000

1 40. 0000

l40.oooo'

I 40.0000

I i8.0000

I 4 ?. 0000

142.0000

NE 3ó

3 0.0000

? 0.0000

30, booo

3¿.OOOO

2Â-rtnôô

l4?.0000

142.0000.

l/.2.0000 ..

142.OOCO

N' 4!

l\),çnur

oF. 0.2?620c7Ê-01!13++++++++++++ß11 C0ÊFF.- 55.0000 ?0.00OO 140.0000

o.55r)occi: D? o.?o)coocìç o? o.r-40ocooE o? o.26ooocoE oz ã.zz¿zooze-or N.

-?.'0co -2.c00 -2.000F ¡ 0.2 9112 9ôot-0ì

\ CnFFF.= 4o.0000F ¡ O.??5i79çc-Cltf3+++++++++++lltt CnEFF.= 53.O00OF = O.2-cCcBó9i:-01

Ç = ').2?19ó15F-Olr = n-?744 173[-1]

CCEFF.= 5(.0000

!1Sr+++++++++++1fS COÊtrF-= 5?.0000Ê ' 0.??+?47fi-011! t++++r{++++++519 Cî:Ft.i 53.0000 26.0000 140.0000

0.5310o3,:tr C? C.?áOolo.Or o? O.r,4OOO(ìOE O? O.34OO,)oOF oZ O.?7474758-Ol ;-Ê :. t,1-21t-i'.)rl[-Ol

C'l6FF.= 55.00c0

?.0c0. -2.930 -2.000 2.000F = C.2PClìÁ.3r-0.|

c = 0.2r15,,, !1-o. cn':FF'= 57'0000

t33rr+i.++ì+|++1ll r.ôeFF.' 53.O000F = c'??él'51 oF-ol

cceFF.= r¡.ooooF = C.?ÞCt,gaa!-01.

F = e.2?q5ôqzr-o, ci)liFr'= 53'oooo

C0!FF.= 53..0000Ê = o.? 7547?38-Ol313++++++++++++1ti C05FF.= 51.0000F = Cì.2?i(,) 5Ìat-01

ln.-FF.z 5?.0000F E (t.?14717i?-O11t?+++'+++++++r!13 CÍ)cirF.= 51.0000

o.s?ococî[ c¿ o.?6)c0o0s 0? o.i/.ooooJE 03

-2.CCe :.001 ?.OOO -2.0ÒOÉ â O.??ót t'.7F-Cl

COEr-F.= 53.0000

C0ÊFF.= 53.000c

2.000

3ô.0000

26.0000

2ó .0000

24.0000

2 c. 0000

2'5.0 000

I 40.0000

F: O.21(,417óF-Ol

F = O.?77t677Ê-Ct

F ¡ O.î7796ttar-91

F ' 0. ??4c8?ßF-O¡

Ê = O.2745s',å!--0t

l¿.2.c0c0

142. O000

142.0000

I 42 . 000c

140.00c0

26. O000

2ó.0000

26 .0 000

24.00f)O

?e .0000

?ó.0000

?6.0000

'?6.OOOO

? ó. 0000

51

22.0000

2ó.0000

! tl++++++++++{ +913 Cn€!:S.. q?.0OOOF = 1..21!.4 ?12 r- )ì1331++++++++'{+ßSl COEFÉ.= 53.O0OO

O.lJr)J(!r)('Í C-' r'"1¿. let)(loF ('!.? ù.1aÊOOOOIF a t) . ?'l 17 11Êr -01

ÇfrtlFF.= 53.000ô

32.0000

? ?.0000

3 2.0C 00

32.0C00

3?.0000

34-0000

¡ô- oooo

3 6 .0c00

36.0000

36.0000

3ó.0000

3 ó. ocôo

3ó.0000

3 8.0C 00

?4.0000

34.0000

34.O00 0

34.000 0

'34.0000

3+.C000

34.0000

3?.0000

?ô^ô5ôô

C0SFF." 5l.00CC

C0EFF.= 55.OOOO

c¡FFF.= 5?.0000

COEFc.= 53.0000

CO¿FF.= t1.0000

138. C000

138.0c00

I 3 8. 0e00

I ?8.0000

I 38.0000

I 3ó.0000

I 40.0000

140- o0c0

I 40.0ocrc

0.34000CCË 02 0.2?4?,.75F-01 N¡

57

2ó.0000

2é.0000

2Â.0000

A4. dooo

tÁ _ ônrrô

2(. . OO0o

2é - OOOO

03 0.??oc0oot oz o.2744?52.-oL

140.0000

I 40.000 0

I 4 0.0000

I ¿r0.000C

!¿2.0c0c

t19.000e

I 43.0000

6ô'

?ó .0000 I 1á. 0000

N)t4a

F ' O.?-169(ZZF.-Ot

' F a 0.2ÊC?248F-01

F - . o.2?5Qc52t-01COlFF.' 53.0000

F e. e.'¿11?C!9.Ê-01313++++++++++++1.31 CnÊFr.- 5'1.0000F = 0. ?? 59 203c-01

F 5 o.¿?!7.6.1t-or cnFFF" 53'00CO

tls++d+++ìa++++f31 coäFr.. 53.0000 26.0000 1?4.0000

0.6'oococç c2 0.?ôcooooF o.? 0.134ooooF 03 o.32oooooE 02 o.??3?ó53s-01 N. 8l

C0EFF.= 51.0000

CnEFF.= 55.0000

CoEFÉ.É 53.00C0

F = 0-2733111 55-01'' CÍ:ÍFF.¡ 5l.0oo0

-?.cc0 -2.Ðôc -2.0c0 -2.000Ê = o.?755Cr 5r-01

E = C-2?¿??1qE-CÌ

F = 0.2?52Ca5f-cl

F ã O.277?3/.0F-Ol

F = e.273ì5¡4.-ô1

L zo.oooo

tf3++++++++++++flß CñtFF.! 53.Ð0O0Ê = 0.2728?aÀF-OtI 3t+++++{+++}++3gg CnEFÊ.- 5¡.0000

.

?ó.0000

?4.0000

28.0000

2 ó.0c00

?6.0 000

. F ã 0.2??l'1151-0rCnEFt.= 53.0000

- ?. oo c - ?.oa,, -a.000 -2.000 ,F 3 (\.?74?,5ì) i-01CnEFc.: 5ì .00.l]0

F = A.?13?/,¿-O:-OlCrrEFÊ.= 55.1OOO

F = C. 2?{c.l ?a¿E-OlCOEFF.= 53.0000

F.c o.211't1'!81-O1

F - o.z.ì7122'i-o, (r-tÊFÊ'= 53'0000

!t!l+Þ++++++rr+f!t CfìEFF.= 53.000OF a O-?1313c7r-11

C1:FF.= 53.0004F = C.2'l t-\51?É-01

C0EF.É.= 51.00C0

Q.c3Ci)ocnr C2 n.?¡'?c000( (ì? O.l2zOOOOF Cì1'O.30OO0OOË 02 0.2728748q-01 N' 88

Cn¿FF.- 51.0000

CotFF.= 55.0000

C0EFF.= 53.0000' CîFFË.= 53.0000

1

1 36.000 0

I ?6.00c0

'l ?ó.0000

I 3ó.OOOO

I 34.0000

I 3/r. 0O00

76.OOOO

2ó.0000

?6.0000

?4.0000

28 .0000

?ô .0000

26.0000

I.t.¡

I

30.0000

30.0000.

So.oooo

30.0c 00

3o.oDoo

e8.0000

32.0000

3 2.0000

32.000C

32.0000

32.O0oO

32.01)0O

32.0000

3 0.0000

28.OOOO':'

2 15.0000

28.0000

?8.O000

28.000.0

28.000c

26.OCOO

30.00 00

2ó.0000

2ó.00 00

¿6.0000

2 6.00 00

C.5?cococF cz o.2610000[ 02 O.lzocoooE 0? 0.2S0000'0F OZ 0.2717222a-o\ ¡l' 96F = O.?7C7251F-Ot

CqEFÊ.. t3.Cl0OO

-?.C00 -?.Orì,) -7.)$O -2-OOOF.Ë û.2?1qç.,1F-01

E !. ô.?1re1?5¡:-o, f15FF'= 5! 'coocC.ì3FF.= 5c.C000

F ' C. ¿'?:ìlì I ¿.i[-r)lCnlF!:.= 53.0000

F : 1-27"Lt 7Áî-Ol

I 30. o009

I ?0.0 000

I 30.0000

I 30. o000

I 3 0.0000

t28.O000

I 2 8. 0000

2 ó. 0000

. ?(,.0000

2ó.0000

24.0 C00

28.0000

?ó.0000

26. C000

26.0000

I ?2.0000

122.0000

1 2 2. 0000

122.0000

izz.oooo

I 20.00c0

120.00co

I 2 0.0000

26.0000

26.0000

26 .0000

24 - 0000

I t 2. 0()oo

1r2.C0C0

11. 2. 0 000

I I 2.0000

ïvuliJ

o

tt3++++++++++++t3i c'.!EFF.r 53.00OOF = 0.2?loôa3F-cl

C0ÊFF.= 53.00C0F '-. 0'37c4cq?r-01

cnEFÊ.- 53.oocc

0.53CÐoccr'C? o.?åIOOOOã o? O.'tlCo0COF 03 0.2å0000Ce 02 O.2702108t-0r N' 104F r 0. ?¿8qlq2E-0ì

. (OtiFs., 53.0ooo

-?.occ -?.coJ -?.100 -?.oo0F ! 0.27?895?t-tll

clEFÊ.= 51.0000F = O.2r.PI 547c-OlI ßt++++++r+++++i1ß CC:FF.r . 5q.0000Ê ' 0.?721 ?rça-01

F É 0.2( ç6:i?E-O' coEFF'= 55'00C'0

cDÉFr.- 55.0000F = 0.?Át3Ô¡.?r-0r133++r++++++++rt11 (QfFC-= 55-0O0ÕF = 0.??(,1.'Cl s:-ù!

COEFc.. 51-00CoF = O-Zr'12rt5f-¡)lftt+++ii+++++++sf3 C0?FF.= 55.0000

e.:50^îoC!- Cl c.?5lIOOCc o? O.ogoOOOOEF = O.2( 6?5ì 0E-Cì

COÍFF.. 57.0O0C 26.0000 Sí'.O0OO

?.eoc -2.ocrc -2.Ðct. -?.0c0F = O.2¡ 7?01¿r-01

CnFFF.= ça.00C0 2ó.0000 86.0000F - O.2¿ a¡'ql qF-ô1

CnEFF-= 5s.o0c0 26.0000 86.00007 = C.lÉ?67 )qF-Cr9tt++++++++++ì+fti Ct-ilFF,- 57.0000 ?4.0000 8ó.0000F ¡ 0.2é20cÁ5f-0r .

!31+++o++.+:+!+r!1.i CnEFF.= C7.C000 ?4.0000 f14.0000F = O.?(?1cÌ'Ìr-Ql

coEFÊ.= 57.0000 ?4.0000 8/..0000F = O. 2ó 5C rof,F-O:.

c0EFe.= 57.OOOO .24.0000 8¿..OOOO

o.s?cooccç ô" c-I¿))OOC,F o? 0.94ôOOoDÊ 02 0.2ó0O0C0E 02 0.26209458-01 N- 119

2ó. 0000

26. 0000

2ó.0000

t

I r o. 0000

1 I 0. 0000

1 I C. OOO0

26.0000

2ó.0000

26.0000

? 4.00c0

?8.0000

26 .0000

?ó.o000

?6.0000

F. O-?:6qCs¿F-OÌ

?.0c0 - ?.00!F = (1 .:577c¡ '"f-O,

F = O.2c,'tO778?-Ot

F = ó. zs.l tul r-olf$t'+++++++++++StiF . 0.¿'l¿ì.".0'-rììl1ç++++r+++r+++lißç,= O.?'28C7aî-01

F = O.?t6J617¿-ùt.

1 00.0000

I 00.000 0

I 00.0000

too. oooo

I 00.0000

98 .0000

? 8.0 O00

9S.0000

o? 0.?ó00000ç'o? 0.2672199E-01 N' ll2

2ó.0000

24.0000 .

z 8.0000

24.000 0

24.000 0

24.000 0

24.OOOO

24.000 0

24.000 0

2 2.0000

2ó.0000

2ó,O000

2ó.0000

z 6. oo oo.

26. oòoo

2 6. OOOO

24.0000

2,8 ..00 00

26. 0000

2ó.0000

2ó . O0.00

2 ó.000 0

?6.0000

?4.0r00

2 8.0C00

COÊFts.- 59.0QC)0

-2.00c -2-c00

cnFFF.= 61.00OO

C03Ft.= 57.OOOO

C0EFs.= 59.00?0

(oEFr.= 6?.0000

( lìl-F F.. 5a. O0()O

COEFF.= 5c.0o00

o.loco0ccF c? o.?ù)ilncr 02 0.åfì00o00F 02F - 0.24¿96:óF-0r

??.oooo

??.oooo

2 2 .0000

20.0000

20.0co0

20.0000

?0-0000

70. oo;o

70. 0 000 _

70.0 000

70.0000

ó8.0c100

6rJ .0000

ó6.0000

C.24000C0F 02 0.251825C3_01 N, 126

r I\)(ncc

.

(ù

CnËFF.' 6r.2CcO. t¿.00O0 51'.8000 2ó.2000e a 1.2 r?2 O? 5!'-{)l! l1++++++++++++!Sg Cíì[FF.= f.r.?00O l4.00OO - 51.8000 25.8000

O.¿n r.ii;LrisIa:i .rFr9ì.iq Êu..¡crlrll ivtLttarlql\,s aÀ¡D 9l.Iq32? sEC0NDst. r(?.11^ Ì¿.4¡n (!.o1í) .?c.8(tlF I tl= .?.tt'easf -.ì1 Cr:¡rv.r;CrrlcrE F

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s9pT ì{, i5 (.5

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0. or 0054 -4CFS

sÍ'nT l7 I 6<Sfiôt l7 5 Â5stPT l7 ô ó5

0.0?00108 - 8C FS

SÍPT l7 ? ò5stÞf l7 0 6tsljpT r7 ? 6is1âT'l? lo ôqsÍ2t 17 1ì.65s!Pr l7 1? 6çst.PT t.7 :3 65sÊpT l7 ì4 ê'ìst'Þf 17 Ì5 65s:Þ'r 17 lÉ éssrol Lf i'l 5tSEPT i7 :8 é5

0. o300I ó3CFS

0.04 0021 sCFS

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0.0 0cc0 cFs

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0.0200t08. ecFs

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0.0r00$1,4cFS

o.arooI 08. 8CF S

0.0300I ó3C FS

0.040021 8C FS

IN)(1rì9

I.{ILSOÀI CREEK I{ATERSHEO

SITULÂTICN PROGRA¡,'I

. rHIS PâC'GPAH Àl,1KES USE 0F L INEAF P.ESFV0lRSpL^cFn 0\-: ¡BcrvF rHE ltìrsFi 11Nc FLcCD riCUTlNr; TFCHN!CUÊSJN CTNFP,f1 SIF('LAT? THE HYOIiCGPAOH.

tr¡ Àoltrloi¡, cf:LLs,sIr.ltLÁR r.,¡lrH q,EsPFcr ro ccFFFlc¡ENfs,NO ì5S,EVIìI1S À¡E 9LACED SIOE ßY 9¡OE IN CRNÊRIC FU9.ÌIi;R ¡I'JOI FY TI.{5 HYT)RCGRAPH.

TÀ: THTS PU¡I THERE !{:FE ! CFLLS USEO, ANDTPc SlYllLÂrfC¡i Yg^? aF la65ST¡TRTING C',¡ SEPT 23.

THli Fr)LL0HING r{ide rHË IrrIT:At Cltl9¡TICNS USED

Iflol = 0.f PliPCnL= O.0 Kl= c2-lCÂo= C.05 Y.P= 14. GPDafS= 0.0F¡ËLñ= s-7C FÊFC¡rp= 8-90 BÂS:= 0.FC^p. <'.ù.) Cfr{Êc= o.o KQ= 2000.CPAN= o.ql KOP= 25.80 LoSS: 0.0CfPFCT= o.0 55= 0.20 KL! 500.00KC!.1ì1.?O SPRIIIGT O.O

-¡t

O I'K RAIÑ ICEPT !'VÂPOT EVAP FIELO FXCESS DIRECT PERCOL DPERC

SFPT ] 517 0.0 0.ù o.0067 0.0I e 0.0 0.0 0.1013 0.or, I 0.0? Q ,,.r2 Pl ñ.côt ? 0.c01 ?

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OÂTÉ SEPÎ CELL NO I,OF I Cgt TS

8.6e92 0.08.69R't 0.08.Áa77 0.08.73C'6 0.06598. ni?t 0.0979F .^174 0.0 19ZP,9.2trC C.O7È¿8.c767 0.C1q20. ? 747

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0. 1325 0.a512

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DATE SEPT CELL ¡IO T OF ) CÊLLS

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s.FPT ì3 l(; 65ssi,T I3 l7 ács¡flT '.q :q ór.slPl lq l? 4cSSPr'!q ?C é5sFpT !q 21 65ç, F pt ,1. Ít 2? (.5ssnr l8 ?1 1asf 2T l3 24 É5slPr la L ácscpr la 2 Â5s,!Þi t9 3 s5sFpT l,l 4 6Ê,

sFpT 1? 5 65stÞf l0 6 Âq

slor la 7 6q(fof la 8 5ãS,c.PT It O tr5

s'Î pT lQ t0 6cSf PT ic¡ l, ó55FpÌ 1¿, r? 4ssFÞf r.9 l3 ó5stPT lo -r¿r ,ìqsEPf le l5 65sr?f tq'ìó f:s5f:FT lq t7 ó5<fÞf lq 1Ê 1,5

seÞT 1? l9 {5sEPT 1cr 20 é5

o. 0000C CFS

0.0t 0054 -t cFs

0.02 00l0e.8cF s

l.r)ì ?314 *È------------ì.!lZ?9r'¿ t4 -----------t.rrlti.¡? :¡+-----------

I ..1¡.f /.0Ì. +ù________I .05¡qol À*__-____I.O541¿9 t'--r---- 01.157q73 +r------ tQI .C' 5; I 90 **------ 01.0642'5 trt----- Cl

I.0571 f./. +*----- SQt.t<âÊq7 +,t.--- tQI.ul 713<Ê ÊÈ---- 3 Q

ì.07..6 74 5*--- SQ'I . 07é tìCo ** --- 1Ql.ô7P??C *s-- iQI . OtC5ó3 **-- S Q

l.ca?la4 +r- r o

o

Q3Q30f

0.0300: ó3CFS

Qfor

0.0400?l8cFs'*ú 0.02*+ 0.02

. r 0.0I

* 0.01

* 0.cl* 0.J1

**ú** 0.C5+*.,fi''f* o.bó

+â** 0.04ü 0.01

+ 0.0t* o.0l

No\J

o HR R¡TÀ ICEPT EV^ÞOT EVAP F¡ELD EXCESS D¡RECT PERCCL OPÊRC

SEPT IOîl 0.0 0.î î.occt 0.Q A.921Â22 0.0 0.1 0.0000 0.0 8.e?o3?3 C.0 0.c Q.c,)ñc 0.0 8.9189?1 O.0 0 -0 o.cûcc 0.0 8.3176

).30 0.0 0.Ì079 0.0794 0.1176SEPT 2CI 0.C C.tl 11.1000 0.O 8.Rt.l.'4? c.c 0.t c.1000 D.0 8,81q23 0.o o.l c.oîoo 0.0 8.3142¿ o.c 0.c o.oùcc 0.c 8.91325 0.0 o.c c.0o(ìo o. r) . Â. llì 23A C.O C.0 (ì.C04'O 0.0 8.31¡47 0.0 o.o 0.oîoc o.c Â.8106I O.O 0.0 C.0oO! O.') 8.809-ì9 rJ.o 0.0 Lì.ajîQ? 0.c 9.'Joô?

'I 0 0-0 0.o rl.¡oC9 O.C B.do84ll ^.o o.o o.cc22 o.o 8.c17'5l2 0.0 0.4 n.(ìC/?s 0.C 8.Ãq1?.I ? 0 - rJ ô.¡) O. Cn7ì 0. O A-aCLt¡l4 0.0 c.û

'1 .00ê0 0.t q.B0?3

')5 o.C 0.i) 0.')(,cc 0.{) tJ.toco¡ ó 0.Lì 0.0 0.307r 'C.0 8.7çf{lI 7 0.0 o .,) 0. tc 45 0.0 8.7c67r A o.0 0.i) 0. oo?? 0.o 8. ?9q9:9 O.C 0.'t O.(,10o C.0 8-7Ç55?0 0.c 0.o 0.c10? 0.0 8.7154; ! C. C 0.Q ('1. ('r)Ol 0- 0 f|.795¿?? o.c o.c 0.c01c 0.0 8-1914?7' O.O O.J O.OCCC O.1 8.?953?1 î.0 0.e o.( 1(c 0.o 8.7tÊ3

ì.1(\ 0.f) 0.lq5e 0.0??4 0.ùc53çç oT 21.

I

HILSCN CRFEK I{AfERSHED CALCULAT€D OUTPUT

9¿TE SEPT CFLL NO I EF I CELLS

o.00.00.00.0

0.00.0o.00.0o.00.00.00.0c.00.0o.o0.0c.00.00.o0.o0.00.00.o

0.o0.00.00.o

c.0 0.0016 0.00q90.0 0.c0I¿.0.c'0qó0,0 0-0013 0.c0,ì30.0 0.o0t3 0.oo9t0.41 36

0.0 0.0012 0.t10790.0 c.e0t I o.o0150.o 0.o0lo Q.oo73o.0 0.co0c 0.00700.0 0.o0c9 rJ.006I0.0 0.c00ß 0.006ô0,0 0.0008 9.Q051.0.o 0.c(,07 Q.t)î'¡,?_0.0 0.c007 ().00';o0.0 (r.000ó 0.00570.0 0.c'co5 0. )D5s0.0 0.O004 0.r0:i40.D 0.Clr03 O.itt)i20.0 0.0c02 0.oo50

. o.0 c.0000 0.0o190:0 0-o 0.00460.0 0.0 a.00440.0 0.0 0.00.ij0.o o.cr 0-10410.0 o. o o.:io 3 c0. ù 0.o 0.00:t ?

o.0 0.0 0.00370. 0 0.0 0. 00 I50.0 0.0 0.')Ol4o.4 I 3ó

I O.O O.î2 o-o 0.()3 0.0 0.0¿ 0.o o.')5 0.o 0.:)É rl-0 o.o7 0.C n.r')B O.C O-i-l9 J.O O.rl

10 0.0 0 .111 0.c 0.o! I r). Li (ì .:rlâ o.0.1..}t t, r). ù c.o15 o.O O.l1 t, (!- (r o.,ri? 0.c o.('lF 0.tÌ 0.)| ç rr.C ().'t?o 0"0 0.1?l lì.0 0.iì?¿ ).c ù.rt

SS SPRING GRORE5 EASE LOSS ET

o. aooc o. o0.00ct 0.00.1oC0 0. r)0.fìnlo c.0rr..-.0ùc c.0Q- ôC,{10 0.0o.ûn( 0 0.0()i'ìr.ol O. ()

o. oar_r? 0. o0.0o07 0.00.(olP 0.0'O.r'()17 O.oO.Xôcç) 0.4ìo. r,r)7c, 0.0t).)a7l Q.t)rl.rr(rÈr'r).^J. Oô2? 0. O

0.írc,lP 0.r)t). t!t(r7 r-r. O

0.0n¿ì2 0.0o.r\ont 0.1.). ('{)r)U O.tl

e.?300 0.000ó 1.7q9/. 0.0009 0.0036 0.000.0o.2222 0.o004 1.8036 0.0009 0.c016 0.000c0.21/,8 0.0003 1.8o7ó o.0009 0.0016 o.00000.2077 0.000I l.Brl2 0.000? 0.0036 0.0000

0.6e55 l.8r.l2 0.047ó 0.leo4 0.0072-0.2003

o.¿009 0.o000 1.8r4á o.0009 0.0036 0.0000c. ¡.944 0.0 l.8r 7,t 0.0009 0.00Ìó o.00000.1ß80 0.0 1.8?05 0.000e 0.0036 0.o000o.18r8 0.0 t-8?12 0.0c0? 0.0c36 0.co000.t75e 0.0 t.8255 0.c00e 0.0c37 0.09000.1ô99 0.0 l.B?11 0.O009 0.0017 0.00000.164;¡ 0.0 l.8ue5 0.0009 0.0037 0..0c00c.1587 0.0 l.8l) ì 0.00()9 0.0017 0.00000. t534 0.0 1.83?9 0.Cof)? 0.o037 0.oo0t.o.I4Sl O.O 1'.8:l4C O.o0o9 o.OOJ? O.ODQZc.I63¡ O.O l.A35t O.OOOî o,OO¡7 0.OOO50.r. lEl 0.0 1.8"(,0 0.0009 0.1037 0.00tl0.r l1? O.rJ l.ll t/,/r 0.OtrO? 0.Alt1l 0,00 l70.1 28t 0.0 1.9171 0.00ur9 0.0O17 0.CrO?2c.l?-?6 rJ.1 1.83?4 0.0009 0.0r17 0.(rc?20.lleo 0.0 t.837; O.ooc9 0.')017 c.c01?0.t:44 0.0 1.8-J7 1 0.0009 0.0rJ37 0-00 lt0.rIo0 0.0 1.837? 0..J00? 0.0037 0.0005o. !.0r:c 0.0 I .ea,63 0.000c o.oa17 0.0c020. t.0le 0.0 ; 1.S3ó2 0.0009 C.0037 0.0001U.0979 u.O ' 1.8:155 O.,)OOq O.OO)7 0.CJCOo-0912 c.0 t.4345 0.Cúù9 0.0017 0.00000.ooc6 0.0 I,A?36.0.0009 0.003? o.00000.0972 O.O 1.P32i O.'rooq O.0O17 O.0000

Â.7?5j O.Of.i953 0.0'8.11.1 0.09.f91r 0.08.70ç3. O.08.71(3 0.08.79s1 0.0tJ.7r1l 0.08.7951 O. O

8.7i5? 0.04.7449 0.0n.l,i42 c.on.711t 0.0rl.7ìì 5 0.08.78.)? n,0n.7¡r,l (,.o8.7qÁq 0.0t).7 \t,1 0.0fr.78(.0 0.c8.7drB 0.04.78(n 0.0¿. Ì tti',, Cl " U

0.00.0o.0o.00.o0.00.00.oO.O0.Q0.0o.o0.o0.0(). t)0.00.0o.o0.0(r. 0o. {J

o.o0.00.00.00.00.00.0 '0.0o.00.0c.0o:oo.00.cì0.oo.o0.00.0o.c0.00.0

0.0013 Q.oq39 0.oc.00lt 0.0fì07 0.c., -'

0.C03C 0.0?7t,0.00.00¿9 0.074t o.00.oc?8 0.0¡¡ I 0. o0.0027 0-0Ac¡ 0.0o.o0?-6 c.0ó6c c.0u.00¿5 cr.(J6Je u.0O.t)O?tç'O.0/,15 O.O0.00¿l 0.0,rc2 0.o0.10?? c.05É.9.0.0O.CrJ¡l þ.t)ttttrr O.tJ .

0.,)02C O. 'l{27 O- 0C'.rJ,)21) 0.0((;7 0.0t.00l a o.04H? 0.on - t)O r .l lÌ. 'ìr. /.ô n. O

0.00t 7 '0.î45t'u.00¿i)01J 0.or.1r. 9.Oo.oo¡ó o.04t7 0.o0.¡0t å 0.0/,c2 0.00.n01 5 (1.0ìÊ¡4 0.0o.(rr)te (J.JJl2 u.o

o.62-5þ . 1.81?5 0.O695 0.2783 0.0:.e6-0.2002

¡.4?t ? 0.oo()r¡ 0.croi? 0.oo001.8?99 0.0009 0.0017 0.0100!.8¿8) 0.0ü09 0.0037 0.c000,l .s?67 0.ooo.) o.o037 0.ocof)1.9?.,i) o.oo0e 0.oo-16 0.0o00l.823l O.O009 0.00tó o.oooo!.8?t ? 0.0009 0.001Á 0.Lrc00¡.519¿ 0.uotJ'/ 0.0uJ7, (J.urr00l.n!?l O.l)Or)t O.0r)1{, O.Où011.rJr.4q 0.0c09 0.00tó 0.0002

. 1.8t25 0.00ú9 0.003ó 0.0004, l.'ll(,-) O.r)r)r)r) O.t)tÌtt' ().Ot)t).,

t.AO78 0.0C)09 0.Or)rA 0.0ô14l.rlrJ5l 0.0009 0.1ì()16 .0.,(¡0lgl.r'AZl O.000? 0.C'O1i, C.O0¡Bl.frr)o1 (ì.¡)¡ro., rt.t\hlt, o.îolttl.7o7l 0.0o'19 o.o0l¿ 0.00f)9\.7qh', 0.0O09 U.0r,16 0.Lr1O4I.7917 ().O00') O.U0)r, O.0(rOz1.7'ì8,1 0.00r)9 0.003ó 0.0ù011.7,1ç'l 0.0009 0.0014 ô.0000l.lt)¿.t U.u(,9., U.urJr., u.uuuU

Nq.lco

sFÞr l9 ?i 6ssFÞT la i3 É,ì

sFPr l9 ?3 65sgÞT la 24 ó5

" fsÞf 20 I 6rStÞT 20 ? Ê5s9p1 ?0 z êi5lÞï 2r1 ¿ 65SFPT ¡O

' 6'

sf Pr 20 fì ê5SF qT ¿'0 ? ('5s50T Z0 F Êc(Êo't 20 q ó5sFpT 2C lC 65sFÞT 20 .1 I ¿5sÊPÌ ?o )2 ó,isfÞT 20 l3 ó5sfÞt ?o r¿ Áq

s:¡r 20 :5 45sÍÞ1 7) 16./.csFÞr 20 !7 65stpf 23 l8 Á5(FÞT 2{l râ óqsçpÎ 20 2c.t.s¡Þr ?3 î; ós(roT ;.r) ¡:, éc,

.stPr 20 ?? ó5sFr,T 20 ?¿ 6qStoT 21 1 r-(c

sFç'r :l- ? t-..

st ç,T 2l 3 65sED' 21 4 ó5sFor 21 5 ó5sçDT 2l 6 45sÊ21 2l 1 essftrf ¿t 3 6i15r>T 2l a 65srr,l 2l lo 6sstnT 2l ìl é5stPr 2l r2 Áã5c Þl ?.1 1? 6î(,f oT ?r..)¿ 6ÊsÊPt 2l l5 ¿,ts!.Þ1 ?1 tO Á5srnr .:l t7 Áçsf Þr 2l rF é5tr.oÍ ?\ :e t,stÞf 21 ?c 65<rpT :1 :l ¿,rsf PT 2L ?.? A5

0.000c0 cFs

1.Op1673 **- S Q

1.0âc.002 *È- s0',.O3ólcC ù* i O

Ì.nP7243 ** ¡ Q

l.0qP1f,? ** s Q

¡ .o?,;c?c, ** 3 0'I . C?cooc ++ 3 rJ

ì.0r)617 Ê{ I 0l.\ìr)1gno +* S Q'I .t11i"?3 +Á 3 O

l.ol3(3? Êf s o!.oo1.5(? *Â t at.ô?Àr.6ã rn i 01.19t1 ec tÈ i a1.ô97't02 úr ß O

l.ooot?c rÈ 3 0r .0?ôl J7 s+ 5 aI.r0¡ô5É_ +* î o) .1 ('(ì17¿ Ë* 3 al.1lÌq)? r' 3 0l.ì')2111 +* 3 a1. l0l7?a +* t Q

l. r 0rr¡.¿7 *û 3 0l.tliî{¡¿ a* î rJ

1 .11( 4n.7 ù* 6 C

I.,('7r'r¡ì v4, 3 l)I r10¡l< ** <

^l-loî230 *È ß Q

l.l.rî14l', aa 3 Q

l.l l.! 0r.o rr $ Q

l.ìtro".. l* I0l.tr2ìf.t(. {'i s Q

l.lll7çR +t 3 Q

l.It470c f* t Q

1.r. 1:el9 +* 3 Q

l.lr{,.,.1n añ i r)

ì.1'!7435 ** $ al.ll$a¿? ++ I oJ.l!^24F *+ 3 Al.ì?0153 *4 t a'l .r71cq7 rr t ol.riÌo<1 trû î 01.!Zîtt(,o 4' 3 OI ì )?7qC *f <

^J.rl/.¿îP iú f 0'1.ì?5'iÊ/. *r: S O

7 .12611A {.f 3 01.171)L? *f S 0l:12 ìaa{_ ^r

c Q

l.i,'ql.?? 4û t Q

0-0r0054.4CFS

0.0200108.8CFS

0.0300I ó3C FS

. 0.04002l8CFS

N)q'\0,

HILSCN CREEK I{ÂTERSI.tEO

4SIVULITIC\ PRCGR,l¡'I

lqTS PEOGfìA¡1 ¡4AKSS USE OF LIÑEÀR R¡SãVOIRSÞLACEC O\A A3OVE THE CIHâq; ¡,\*0 FLCCo RoUTING TECHNIQUES

, IN CRD5R, TO SIMULI\TE T'{E '.'IY')RCGñAPH.

, I\ ÂCOIÏIf]\, CELLS,SI¡'iLAR HITH RESPECT TO COEFFICIENlSÀ\1 R:5:VCIRS Aí.8 PLÂCf::) SIOE Þ,Y 5IDÊ IN CRCERTO FUSÍ'18Â .T'CI FY TIiE HYùROGÀAPH.

J:.r TrrlS tU:\r fr¡SíìE',iÉeF I C.ELLS USED' AND

T!T: SIVJLTTIî{I Y5,1iì OF I?ó6 STÂRT:NG CN AUG 5.

Th3 F!LLC.JINç HERE TH5 INITIAL CONOITIONS USEO

ItC2r = O¡C PeR.CaL= C"O KS= 163.ICAP= 0.05 KP= ì. GÊIJû.ÉS= C.0FiiLD= ?.CO Pt:P,CAP= 8.80 BASE= 0.FCI¡P= 9.ùr) DP5F.C= 0.O Kß= zGCO.CPÂ\= (t.eO KC?3 3é.2C LCSS- 0.0tltcECT= 0.0 ss- 0.0 KL= 5CC.C0KC= 62.7C SP'{¡NÇ= 0.0

NOTE: This simulation uses the mean of thet,

3 hydrograph coefficient values.

.\

J

7

. t\). \t'O

¡J1 ('NI.l ]]LJJN

IbU

?:7L

J

c:)

':) ()

()ol

(D

's'J'3

c-r

ú

oC0 - -.71a Cl = 1.03C C2 = 0.714 K = 6.0C0 x - 0.500

t'lR P.A:rt ICTPT EV;1eOT EvAp FiELD EXCÊSS . DIRECT PEFCOL OPERC

^UG 51À t.01 0.ao5t Q.oÕ45 a,2o45 ?.CO00l5 c.ô3 0.o5c0 c.c?4i 0.0a45 7.0146ló c.32 0.05J) c.c?3ó 0.0c3ó 7"037?17 C.C. C.C/r7? 0.C.]?2 C.C,)?2 7.C45218 C.0 a.Cr,57 C.îDl1 0.0r1!1 7.CL|.?l9 C.3 C.lL52 C'C'-'î¡: l.)t)DL 7.Ot,5?20 0.o c.t/^11 c,ttlI 0.10?l i"c45221 0. C C. Côl¡l C. ¡).)lC 0. 1,10C -î.1:t5222 C,C 0"rJ45l c"r) r)c c.ccac 7.o45223 0.t C.0/,ål C'.C)tO 0.0ùC,O 7"O!522,, 3.0 0.'j¿.51 c.c1io ¿.!1c0 7."c452

0.Il 0.c46I c.0tá5 0".JI55 0.C452ÂUG +1 0"c c. o¿å1 c.0 0.0 . 1.c4522 0.o 0.1461 c"o 0.0 7"Qt,523 ?"1 1"C45t C.C C.9 1.CLt?4 D.i C"f¿6l C.C 0.C 7"04129 ).11 0.1:'11 c.? 0.0 7"¿t,!2c. o"03 o.o5¡r c.0 c.c 7.0(,5a7 C.05 C.l5i:f, C.0 C.0 7. l0ç9s o;c3 o.o5rÐ rJ.o o,c 7.t5409 1.î7 C.05C0 C. C C. C 7. 1!Q34

10 ù.a,2 O.1i.)t c,Ô O.O 7.2179tl 7.Ðt. c,cicl 0"0 0.0 7.22?6l¿ OrCZ C'O:]¡)r) C.0 C,C '1-?37313 0.0 0.c510 0,0 0"0 7.247LL(, 0.12 0.1509 C.0 C.0 7"2569l5 1.12 0.)5),) C.0 C.0 7.2215L6 0.11 C.45,:ìù C. I O"ù 7.41e211 0. t4 c. r52') c. c c"0 ?.56c7l8 c.?6 c.05c.) c"c 0.0 7.751619 0. 6{ì 0. cED ) c' o 0.0 e.22ZZ2A C"e9 C.05':) e.C 0.0 8.ee172l c"5t 3.05iJ C.0 0.0 9^555722 0, r9 C" l51C C"0 0.3 10"Ll3C23 C.33 0.C5r)0 0.0 0.0 lC.1971¿4 0.Jt r_r.{))J) 0.0 0.o 1r).5190t.?c o.0500 c.0165 c.Cl65 ?.5190AU6 7I 0.1à O" O5 j)J C.0,JtO C.OOCO 10.5?992 1.ô? .l.O'i(,,) .i.(ì,).)c o.c,l1û lo.c(,()93 C.ol.0rC5,)) c"0,)00 u.0c0C ic-?.3t54 0.01 o.0t'1.) c"o11t ()rc )r)o ¡nnr)7775 0.C 0.rJ5,,'? C.0.)10 ('.0(;,)e 9"9:1646 O.i n.')',4,) o.') ì,iî l.rllioO ..|(il?¡ .J.l t-¡ t).-) t). ))J¿ t¡¡-!J¡u (,,.o.rj:.I L\.ri L.rìr,) ¡ ù,1)Jl C.o.)O1 ,lo Í¡'12?q f'.il ^.ir4','i O.(ì1¡.4 n.fr,l,ì/. 'r.ri('\l

I 0 o. 0 a.1h ttz ''). 0 ) I 'ì t;.1,t 17 1. tt.? ¡¡ll 0.,) 0.044r 0.ùl)l 0.0C.rJ 1).35491? ô-/) rr-111,r .,.r))/.7 t,.:rrrz,7 ,).,t.)ìl

l't 1).c a.ç,2i", t:"i'.L.:t 0.('117 ')"?3,t<ì14 ù"') t).^lil ,,'r',1.1'r ir n''l l\ ';.1(lr\ç

DAÍE AUç 5 ó6

WlLsON CREEK HATERSHED CALCULATED OUTPUÎ

0.0 0.0 0.00.c292 0.0 0.00.01ó0 0.0 0.00.0 0.0 0.00"0 0"0 c.0cì" c c. r) c"0c,c c.0 0.c0.0 0,0 0.00.0 0.0 0..00.0 0.0 0r00.0 0.0 0.0

o. o022

CELL NC 1 OF 1 CSLLS

0.0 0.0 0.c 0.00.0 0.0 0.0 0. o0.0 c.0 0"0 0.00" 0 0.0 c.o 0.0c.oc59'0.0 o.c c.o0.029¿ oio ' o.o o.00. c588 o. o o.c 0.00"c294 o.c. o"o 0.0j.t-,?o¿r O¡C O.O c.Oc. ct96 .0.0 0.0 0.00"cÇ48 .'.0.0 0.c 0.0c. cl 96 0.0 c.o 0.00" 0 0" 0 0.0 0.00.c196 0.0 ' c.c î.c'0.1176 0.3 0.0 0.00. 1078 0.0 0.0 0.0c.1372 0.0 0.0 c.0c.2646 0. 0 0.0 0. o0.ó5ó5 o-o c.o o.oc.88?0 0.0. 0.clç5 0.0003c.5eâc c.0105 a.ag?-o c.00180.5850 0.0178 0.1¿12 0.cc4?0.7132 0.AZZ3 0,1717 0.0C?00._r116 A.O24Z 0.1848 0.0t3ó

0. ¡ 51q

o.Lz74 0.0244 C.1860 O.OtA20.oleó c.ez23. 0.1?21 o.o225c.00ee 0. cleó .0. i 539 0.c25?.0,oc18 c.017? 0.1373 0.c3e)0.0 0.01/19 0.t222 0.01190.(: 0.0129 c.10H.ì o.or^oorU U.UIII U.t.¡'rbt.! li.tì5JlC.O C.C0r.4 C.(ìrl5¿ O.O.Ì70o.(i 0.00,ì0 0.07.;1,0.cl'ìo0.0 O.(t1/,q (¡.0t,]L 0.r1']170.0 0q0u57 G.0997 c.0l9zo.o O.()o47 o.o''Jo ù.r)'ì'r.,o.o 0.c,)J3 0.c172 0.(,1 )50rU f'¡0()¡Q.(ì¡il4?rl llrf'l'ìi

0.00.00.00.0c,0

0.00.00.00.00.c

SS SPRING GRDRES BASE LCSS ET

0.0 0.00. o 0.00.0 0.00.0 0.00"0 c"00.0 0. 0c.c 0.00.0 0.00.0 0 .0c.0 0.0c.o o.o

0.0

0.0 c.0 0.o0.0 0.o 0.o0,0 0.0 00 0o.0 0.0 0.0(r.c 0"0 c"0?"0 0. c 0.0c.0 0.0 0.0c.0 0.0 0.00,0 0"0 0.0o.o 0.0 0.0o.o 0.0 o. o0r0 0.0 0.0

0.0 0.0 0.0 0.0 0.0 0.00.0 0.0 -0.0 0.0 0.0 c.00.0 0.0 c.c 0.0 c.0 c.00.0 0.0 0.c 0.0 0.0 0.c0.0 o.o ' o.o o.o o.c c.o0.0 0.0 0.o 0.0 0. o 0.00.0 0.0 0.0 0.0 0.0 0.00.0 0.0 0.0 0.0 0.0 0.00.0 0.0 0.c 0.0 0.c 0.00.0 0.0 0.0 0"0 0.o. 0.00.0 c.0 0" 0 0. 0 0.0 c.0o.0 0.0 0.o 0.0 u.0 0.00.0 0.0 0,0 0.0 0.0 0.00.0 c. 0 0.0 0. 0 0.0 0.00.0 0.0 0.0 0.0 0.0 0.00.0 0.o 0.0 0.c 0.o 0.00.0 0.0 0.0 0.0 0.0 0.00.o 0.0. o.0 0.0 0.0 0.0c.0 000 0.0 0.c 0.0 c.00.0c96 0.0 0.c111 6.0c00 0.0ce0 0.00.C/r44 0.0 C.O012 0.0000 0.000e 0.00.1776 0.0 0.0045 0.000c c.cc10 0.00¡3268 0,0C08 0.0114 0.000c 0.00c0 0.0o.+924 0.00I8 0.DzZf 0.0000 0.0000 0.0

0.0017 0.Ò227 0.0000 o.00cl 0.0 -O.O00O

0.ó595 0.0028 0.o?85 0.oc00 0.coct 0.0o.8150 o.c038 0.c5ßB 0.oooo o.1â1¡ o.0O.9t+95 0.0C4ó C..JFl0 0"0000 0.0002 0.0.!.0624 0.005? 0.1t05 0.o011 0.a0c2 0.01.1540 0.0059 0.1409 0.0001 0.oc,c] c.0l.2l?2 0.00¡11 o.l 115 ir.noo! o.o0r)ì o.0L.¿'!¿.t u.tjt.tl-, I o./t-, l', L'','lJL,l u.¡r(ru4 0.ut.l¿'01 ().(){r70 o.Z4!f Q-Ct(:ul O.Uç.;5 C.Ol.'ì7Ál (/. oO72 0.2nnq O.ôô41 o.Or)tt¡' O.O1.40 t rÌ 0. Crl 74 C.'l I lr I 0. n(ì0? 0. (ì¡()6 0.0lo4lrJB c.c075 0.3561 0.00c2 0.o00? 0.0l.r.i'1/, ô.on7.r e.ì'Ì,.7 ().^?12 o.')of)n ô.o1.4114 (r.0075 C"4lll 0.OCt,2 0.C009 o;Clr4/qt) 0.00 I1 0.4 ll5 Qnrrl)('2 0.f,íìlr'l e.0

o.00.00.00.00.0c.00.0 _

c.o0.0o.00.0 0.0000

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auG 5 1 ô6au6 5 15 ôåÂuG 5 1ó åóÄuG 5 17 '>t,AUG 5 IJ Ó5auc 5 1S ó5ôuî 5 2C 6,¡atc 5 zl 65ÀuG 5 22 65ÄuG 5 ?.1 66ÂUG 5 24 6t¿AUG 6 164AIJC 5 ? 65AUC 6 14IAUì 6 45ò,1r..:3 5 t 15ÄuG 6 6 ó':ôUC 6 7lr5

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c.00009 CFS

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0.0 200. 108.8CFS

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ICE?T EVÂP:]T EVÀP

66

l{lLSCN CREEK HAÎERSHÊD CALCULATED OUTPUT

FÌELD SXCESS DIP.ECT PERCCL OzgRC

c.c

1.0ù.o

¡" 0

t"('1. r)

ç.1¿84 0.09. to61 0.0g.0ê56 c.c9,o310 0'09,1067 c.08. ç948 c. cg.ç557 0-ca" 9.\!17 0. crì" î 315 c. c8.9199 0'01.9199

s.9î?7 0.0a.3957 0.eÈ.f)938 C"0.8" 8?80 0"0E. S7C0 0.03"4529 0'0c" È5 5¿ c.0¿" 3506 c.oI " õt+52 c.0s" 9-1.97 0.0.9"3312 0.0a"72r,5. 0.0rì. i129. 0.c'8.?997 0.0 is. ?e 37 0.06" 7?C1 e. c8.76C6 0"c¿"?5tl c'0e"1525 c.0e.7515 0.08.7513 c.0P"1512 0.06.7512 0.0P..7 5l? 0. 0

1.7512

8"151? c.0u. l5l 2 O.o8" 7(12 0.oe.15t2 C. cô.?512 c-0n. l,ilt 0.o4"7512 c.0. ," ¡5t ¿ o.oe" 7510 0-0tt-It,l t. lì-ô

r" ¡4 A') ( .0b. Ia Ì8 ç."irr. ?4(.? O.Ofr. 7415 c.08.11?5 0. c

O';CO24 Q"C37, 0'C193o.oo17 0.032? c"c399o.oclo c.c265 0.c335c.oc'c5 0.0251 C'C3aco.cîol C.'J222 O")174o.c c.0199 0"c369o. o 1.':L?8 C. î?61o.c o.0l'fl c"ci54O"O O'0144 C'Cl¿'7o.c o.0Ie9 0. c3i9o.7359

c.o c.c116 c"c3320.0 c.c104 ç"a124o. o 0. cc93 C. C3l6o.O O.9.rAl+ C'C309o.c ' o.oo75 0.c3o1o.o o.1có8 A.2Z?3o"o o"ocó1 C.C285c.o 0.0054 C.0z7B

' ó.0 ?.0c49 o.oztf,o.c : c.oc43 Lì.c263o. o c.ttovs c.02 56

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O.O O"O 0'02120.0 o.o 0.0205C'O O'0 C'019ec.o o.o c.0193O"C O'O 0'1196c.o o.o c"t13lo.o o.o o.cl75c.o o.o 0.01690.3159

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CELL NO 1 OF 1 CELLS

AUGI2

34

78

SS SPR¡I'IG GR3?ES BASE LOSS. EÎ

i"i9 u.0

0.0.),\)

, Q.r) ...)

C.t:

sI r,Itl¿1iL¡.

î 15

I

i

1"42i9 0.cc751"4109 0.00?41.3c51 C.00731.37ô? 0"c0?2I.3t5l 0.01?1\.332D 0.cc691.30?6 c" 0cc81 . Z C2.C 0. r'15 6I.?556 Q.Q9â5L.?2A5 0.0963

0'156C

1.2oro c. ccÂ:f.i?31 ç"ça/¿O1.1451 0.(,o581"11?0 c.ce561.08S9 0.00541. C¿.10 0. Ûc531"0333 0.cct11" CC59 Û. cc490.9?gB 0"cc480.9520 0.0046o.92-\¿ Q,O4h4o.8990 c" c043o.c,7?) c.cc4lc.845Î c. iÇ40o. e184 0.0038o.7924 0"01360.7573. 0.90350.7411 0.r')033O.?!96 0.C,0320.69å9 0. cc30o.ó750 0,co290.653S C-CC2Bo.6)3V c.0027o.ó135 C.00?5

c.2517

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c.0o"00. c

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c.1:)r0 il.qC. !,,.j ) l) \,. (.:

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i"r: i )r (ì.ci).,r.).)l rj.rlo.¡ )11 c.0It- .' t, r .ñ

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ô-50?6 O"OCO? 0.CClO 0'0-"^iLtL o.ooc3 o.ocli c.c1c2ð.íg"a o.occ3 c.cc12 o"co67o.ÁãrÀ c.oco3 o"co12 o'ccl3ó"Ã5;i c.oc03 c.ocl 3 c'ccl3O-"rr..lt O.OCC? O"C'14 C'C;('04

óiizlq o.r^.r/r o"ccl.5 n'11'oIã"1 i lr o. c!04 ô" lc:.5 c":4co^-iélq ó"co.r+ o.Çol6 c.oluoi.szzr o.ccc4 Q"lçl7 c'o¿01i;:;;iî ó.õð.,a o.ore3 o.c22o-o'ooot

0.ç,585 o"ccc4 0.Çc!? o'0î10i'-árri o-ocu4 o"1c'.ti c-a'Lc)ä.éia; c.co;5 u.corÉr t'oltol-'uiza o. oôci o. cclg c.c'¡'iQã--étss o-oo15 n.tùzc c'c:Doi.o,rzr o.ooo5 o.oc2o c'0110î"ót;; o.aoc5 o. co21 c'cccoi.ðìsi o.cor5 o.oczl o'cûclì-ózâe o.oo15 o.o1¿z o'tcc4t-"ícti o-3ctó o.c'o?2 o'oú141-lioç o.ocî6 o-oa?ì c'c'17i"tì,áz ò.occo o.t)c?v o'co?4i.izni 0..ìco6 0.1c23 4.111ei.içrs o.1cc6 o.cozr+ o'91??i.ãri¡ o;cccó e.(o?4 e'!1:9i:ãt;i o.ocDó o.co25 o'r'1lei.iqqz o.oo.)ó o.oo25 o'oc74i"ä¡oõ o.ccr)6 o.oc25 c"cc37l.àits c.ccf6 o"oo¿e o'¡J014i.ãclz o.oco? q.0026 cooc'û4i:1 i;ó o.ccc7 o.co?6 ç'ocL'1i.à iós o-cccz o.ooz7 c'coll)t.i¿;q o.cco? c.ce¿? o'oooo1-.á;rz o.ccc? o.co2? o'co¡'o;:;;;, o.óiÁo o.or¡e o'1c2o-o'coco

l.)125 0.0007 0.002'¡ c'0000i. r":¿ o.oc07 0'co¿¡' c'L\0Lot-.áqli o.oen? o.oo28 o'ocÛoi.icso o.oooÌ o.oo28 o'ocooi.cãcz o.coo? o.oozB o'ooooi:,. Ì;; o-cc.'l o.o12" n'(t(\"1)i.+qrr o.ooo7 c.ac29 o'îoooi.o"'lõ o.oooz c.cr)¿9 ()'oooIi-t,ocz o.cooz c.ooze o.o('ciì -nr"rl ^-llrìô7

Jl'ntr t'¡ ll'lìr"ìo ''t-.4 I I5 0.{rC(i7 C. C(;J0 .ç'(-c¿?1,tutt o.co0 I C.(,0:10 ( '0i.nn'tn o.oc.t)1 4'lft"ô ô'^'lBi.tlog o.ccotl o.ooJo o'coeo1.ítis o.coo8 o.'3030 o'ooaî'

C.t, lt.h 0'(; ) r, ('"0î.1 ^.C C.ì-alL 0.n

,, ì,.'rJ u. r )¿.) :ìr lJ45(ì.., ^. ^.\?l O." ì\'l

0.0 0.0O.o O.0o. o 0.0c,0 0.0o.o 0.0(¡. O O.C0.0 0.00.o o.00.0 0.0f¡.ñ lì.lt

C.0 d.90.C Get)u. C 0.O0" 0 0.00.0 c.0

O.0ló4 0.5941 0"J024ó.

'i r ¡9 o.> lrB o. o/'i2 3

ó-trso 0.5579 o.co22c.ol49 0;54C6 0.0c21ó.oi+s o.5z1e c.oczoir-orno o-.'o77 o'r'cl"o.or¡g 0.4920 0.0118ó.oi¡z o.47r,e o,cot7o.c1Z8 0.4Á23 0.(;el6rt-n| tr¡ n.¿/,.ìt a'.lìô|qC.r;fZO 0..r3450.O1r14ó.ctte, o.42il c.üol/*4.r)ll1 O¡4CF'¡ O'Cô13o.cl0r¡ o.le/,1 6.a1120.010ó 0.3842 0.c0ll

N)\tÈ

AUCAUCAUG

0 CFS s4" 4CFS

" 15 óó 0"431/.95 ------..Í., q7 ló só c.L¿,1178 ------.... a7 17 66 C.L4957ç A

Åu6 7 lB óó 0"4575113 -È---^. Q +AUG ? 1c 66 C.46SX17 0 .. +AUr3 7 2C 66 2"472rqJ -i--------------- C +

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c. cc00

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tt)G I 1 66 0.6351 99 +---- +Q

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0.0 300ló3cFs

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o OATE AUG, ? 6Ô

RÂTN ¡CEPT EVAPOî. EVÂP FlELD

AUG 9t6 2,o 0.0L7 0.0 c. c1 3 C.O C"019 0,C 0.C20 0.0 c.02t 0.c c-D

2t c.0 c.024 C.9. î,0

4.59 0.CAIJG I Ð

I 0.c 0.c2 C"C C.03 D.C C.04 C.' a.o5' 0.0 0.0ó 1.0 c.c7 0.0 0.09 C.C 0.09 C.î O"0

io 0.c 0"c'tl o.c a"0l? 0"o c.o13 0.1 0.C14 c"c c.Ð15 O,? C.t16 o.c 0.9I 7 t.0 0.û18 0.c 0"019 c.e 0.020 C. C L'rC21 0. J o.t?? r).0 Q.O?3 C.C O.O21 0.0 0.0

f.i9 0.o

0.0071 0.00.Ðo45 0"00"0.)22 0"cc. c31e 0.c0. c ?',.3 c, 0â"0c0t 0.1C" 1:J¡ C. D

C'Cr'-r(-1 ':"1c, c1.)t Q ô.)a.2t(,5 0. c7ó3

c" 0000 c.0c.c')ic c.0C.(r'j.)C C.Q

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0"12\l c.03..iir5 ù"CC"JL,l/.0"0c. cJ5t c" 00,0320 0"0ô"0):6 0.0c.1l')1.1.0c"cJ:)0 0r1c.o.)Ja c"çC.03r)C O.0o")285 0. c763

0,11)0 0.?0.c,io0 o. t)c.00c0 0.0c.ocic o.tc.cîc0 0"0c. c{rt0 c.0c.10 )0 0. Jc".l),i2 c.00.1117 00 00.cl¿t 0.0c. c,155 e.0C,.Jt11 0.C(ì.cì- lr) ':.00.o.:25 c.c,),(:).).': (t.(to.ct ¡9 0,0

HILSON CREÉK HATERSHED CÂLCULAÎEÐ OUÎPUT

8"1244 0.Ca.71 Bó 0,08.71 53 0" 08.7133 0"08" 7t lz '0.05.7111 C.C8" 7]3C 0.98.71¡c C.,)8"?139 0.01.71 30

8. ?130 C.06"?130 C.0ô tr 2^

8" 7130 0.08.713C C"C8. ?1 l0 c.0e.7ì30 0"0't.7).29 0.06"1t?.5 o.C8"7tr2 C.0c. 70 76 . O.08,69ç9 O.08. ó664 0.0E.,:t¿75 C"3'8" 5/+55 0.02-" 6277 C. C

8.61eI 0.C8.6064 0.09"50?a c.08./rCl5 O.08.5011 0.0ri" 6010 0. 0A./r(,10 C.0{ì.óc10 0.01. 601 0

8.6CI0 0.08.ó010 0.08" /rC! 0 C.08. 60 10 0.08.6010 c.08.5C10 0. crJ. 601 0 c. c8.5CC9 C.18i ¡¿CC5 C.08.5991 0.08.5152 0.0tl. f'ôr¡9 0. Cò.57 2q C.OÉr.5521..0.0u.521 I u.08.5Ce6 0.0

{

Êxc Ês s DTRECI PERCOL OPERC

0"0 c.00.0 c,00.0 c. cc,0 0.0

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CÉLL NO 1 OF 1 CELTS

AUGI2't4567ùI

t0l1

1lL4L'lb

tt

ç.t) c.co.0 0. cc.0 0" 0c ¡',r c. c)

,0"c c,c0. a c.0c"û c.o.1.1 c,01.O )"O

J.0 c.oJ"O O.O).0 c.o0-'i u. C

c. c c.0

c.0!.c3 0.3123 C.0eli 1.5"43 0.C008 0.00?c 00c0710.01c0 0.3615 0.0010 1.5209 0.e008 0.0030 0.0045C.00?7 0.75C7 0.00c,9 1.5269 0.CÛ08 0.C031 Q.aoz?0.0Ce4 Q.34a1 0.C009 L"5!26 0.00C8 0.0C,?1 0"CC090.ocet o.!30? c.0003 1.5390 c.0c08 0.cc31 c.occ30.0c89 0"3204 0.0307 ',!..5472 0.C0C8 0.CC?1 0.tCClc.0036 0"311e c.(!00? 1.5490 0.1îc4 0.c031 c.cc0c0.1)83 0.3419 C.CC06 L."'52-t¡ 0.1003 0.i)11..tö.CCaCC.c08l 0.2e3ú 0.0006 .1;557C 0.0CC1 0.C031. C.0CC0

0.c 0.0 0.00790.0 0.0 0.417óo. c 0.0 c.0) 74c"0 c.0 0.01720.c . 0.0 0.üù70c.0 0.0 c.00680.0 c.c 0.0côó0. C O.0 C.0C6/+0.c 0.0 0.0362'o.o 0.0 o.c,lóIo.o o.o o.co59'c.o o.ù' 0.00570.0 c.0 0.c156c.0 c.0 e.1c540.C C.0 C"Cr'53

' Õ. c ú.0. o.oo5l0.0 c.0 0.cc5c0.0 0.0 c.e0490.0 Ò.0 0..cc4 7c.0 0"0 0.ccq6c.0 0.0 0.00+50.0 0.0 c.00430. o ç.0 o.cJ4?c.0 0.0 0.c0410,3361

0.0 0.0 0.004c0. c 0.0 0. c()3 90.0 0.0 0.00380.o c.0 0.0c3?c.0 0.0 c.cc350.0 0.0 0.093 5c.0 0.0 c. c0 34c.c 0.0 c.0cl3ü, íl 0"0 0.00320.o 0.2 0.c131c.o 0.0 0-00300.0 c.o 0.cc3ú0.o 0,o üì.00¿90.0 0.0 0.1ú2a0.0 . u.J 0.;,J¿ 7

0.0 îr,o 0.nc2ô

ss SPR¡NG' GRORSS BASE LOSS E1

o.2938

o.2P.15 0. 0CC5O.?.Itr3 0.00C5Q.26r:3 0.0C140.2606 C. C0C4o.2532 0.00330.?460 ü. cccl0.2390 0.c102c.?"72 Q.c,c12Q.22':8 0. r,'CCz0.21e5 0.000.1o.zL34 0.00010.?075 0. eocc0.20!,9 c.c000c.1963 0,00.19t0 0.00.te5s 0.00.1807 0.00.1753 0.00.1710 0.00.16á4 C.00. l,st8 0.00.1574. 0.o0.15?t 0.o0.14e0 0.0

0,2973

0.t449 0.00. 14C9 0.00.1å71 0.00. 1 334 0.00.1297 0. c0.1262 0.00.1228 0.00.1¡9ô 0.00. I162 0.00.r13c 0.0c.1c99 0.0O. t (;ô? 0¡ C

0. Ic40 0. c0. lct2 c.00.0lil|¿ 0,00.0957 0.0

7.5570 0.03ól 0.1445 0.r402-0..0000

1.5610 0.cc58 0.0c31 0.o000t.r449 0.0104 0.0011 c'.ô0301.55â5 Q.CQ::B 0.0031 C.1C101.57).ç 0.cct\5 c.o1ìt 0.01?c1.5750 0.c0c8 c,cG32 Q.cGcc1.578C 0.??CrA O.OD17. C.CClCL.5rO7 o.OOe8 C.CC¡Z 1.10001.5q",3 q-e'DaB O.rtQ)2 C.OO0L1.5'35ó C.uo05 0.Cî12 0.0f;C'ó1.5878 0.0QO8 0.O01? 0.C0¿0t.5,ìt8 0.coo9 0.oo42 0.0151l. 5c1 7 0. cce o.ocl?. c.0t041.5î3i C.0ç09 C.CCl2 0.C16ó!.59t+9 0.CCC 0.C012 C.C2t01.5'.:62 ü.CÐ04 Ç.Qr:1? C.021CJ..5ç74 0.CCC9 0.iC3Z O.Cl561.5'1d,5 Q.Ct')4 A.CC?2 0.C104t.5994 0,00c8 o"oc72 0.cc5l!.6q12 0.C00E 0.0032 c.cc20l.ô?19 0.oc08 0.001? 0.c40óL6114 0.0îO8 C.0112 C.CJOCI1.6C18 C.0C.-B C.CCJ2 C.rJ0t01.6Ð21 C.0C0C C.COr¿ C.0CCC)1.b.?1 C.0t0s o.coa,z 0.OQocL.eçzV O.0552 o.??t)'t 0.25?2 0.0000

t.6029 0.00c8 0.1012 0.0cc0L.6022 0.00?8 0.0032 o.0ca0t.óc2l 0.oc09 0. c032 0.3c00I.óol8 0.oc08 0.oc|? 0.c0001.óCt4 C.CCC3 0.0032 Õ.0CC01.5110 0.cccB c.cc|2 c.0a1cl-|>eët¡ 0.O1CrJ O.ôt:)? (r.9CCO1.59,?rì O.CaCq C.Or1.?. C.Q1C?.t..59 )0 ,1.0c08 0.0032 0.ec37l.?s932 0"00C8 O.0032 O.0021t.5973 C.0008. 0.CC32 e.00991.5 )41 i)-qio4 O.Clt? r¡.01I Il.5e't2 0.o40r, c.cu32 0.cI ¡91.5')4O .0.O(rCB O.(r)J? 0 ¡.(t27'¿1.5',i.lrJ 0.00(:rì r).00 ],1 0.02:51.5'1r5 C.00C8 0.00i2 0.0173

I

¡9--J ''ori

ÀucÁUG

AUGAUGÂu6

AUGAUCA t.)1¿

ÂUGAUG

A (,,G

aucÁu6AUG

ÀUGÀJGAUGÂUç

¡rt G

ÀUG4 U{;ÂUç

ÂUGÂ l,rlAUG

^tJ64UçÀutÂUç,\tJG

ÄIJCAUG,1U G

ÂUîûUGÂu3ÁUGaUG .AUCAUCÄUG

s?99I9

11Jl01CIJl0101C1r)13

1llolrl0IJl1lllnl1Ì31ù1î1.)

I't 6tl8 6t1e ôó20 6521 6ttz2_ 652J 5624 65'!. 562567464 .559666 61t765I 669 6t)

1ù Á5l! 5612 6613 66t4 6ó1-5 å6Ll, tr5

18.r61e 6620 6521 6522 rr52r 66Z4 6t)I 66265)55t+ !.,65ó6ó 6576586ó.4 56

LA 66ll ósl2 ó611 6614 65l5 6âI6 6ó

0.00c00 cFs

0.654351 *-- +Q

0. ¿'561t1 *-- + Q

0.657797 n-- +QJ.659¿13 ú-- +n0.6a4179 i- +Q

c.\^?.449 *- +Q

).(:(:)a\1 ^- + Q

O.56cr\L3 n- + Q

c.6t 5512 *- +0C.667'lì() *- +10.36e24C *- +10.6714r.3 t- +0t. 5î tstt r +2j.51¿71) * + 0O.57)l'Jt' * +O).6741\L1 q +C3. é753J3 û +C:.575754 È +Q

J.6775t¡7 * +OO.67t1541 * +Cù.67q186 * €0.61C194 '1. +Q

C.60^)')l .* +03.5!17;19 Â +0t)-1.ù?,\'3?, f +Q

0.5q31.i7 Á 0O, t:ñ41 J7 4 €r).68/,.rJ7 +4 €0,órj5Iq7 ùr 00. /.rlA5.Ì9 t^ '{4./j+7,¡'l? r* 0D. ác819C ** q

0.é99:'9l t+ I0.6d97 )2 t*c+?" 6?C5qi *+0+L A,¡11c4 +'ÌC+c. 1q¿195 *^1+c. ê92a 1 \, ++Q+o.6q1795 *4Q+^.694515 ^re+0. érr53 çó * 0+C. é951 95 * 0à0. ¿)96'r 95 * Q+t). /_,.)7 713 * q+0.6?91?2 * ù+3a¡r993e? ù C+0.?0c196 i, Q+C.7C0lq2 * Q+O.701 778 *. O+

C¡ 0 lC094.4CFS

0.0200t08.8cFs

:{I'vri:,)n

0o03001 ó3CF S

0.04002t8CFS

N)\¡{

'a

o . DA'Ê ÂUC 1 I

HR RAl{ ICEPT EVAPOl EVAP

ÀUG 11L7 0.C C.0 0^c111 c.019 C"C 0.0 0,c?55 0â0l? c.c QoQ 0.cl?1 0.0zc t.0 0.c c.0lc7 0.c21 C.0 C.3 C.Ci02 C.C22 C.C n.0 C.0c10'C.0z1 l. I c" 0 c, ?D?t c"c24 iroO 'J.1 CnLrC)Î C.O

4.51 0"rì C"¿'4:5 0.1763AUGI2

t¿

ó

s9

ìñrl12' 1l

l5l6l7IS19

¿<2J

27

56

a

l0l17?iìlsi(?

J.0 0"0 C"cc,:r'J 0.C'l.c ir.D O"O)lc 0.0C.0l C"0294 C.0)iC C'"CCCC3.?1 1"050? 1"0)ìO C,C00ca. c3 il. 35c) c.30.Jii c,cìc10C.0 0.050,) C¿0')lC C"ÐCC00.0 0"051r) c.1t)C'0'Lìùcc0.c 0"94et c.c3ci c"0cc1C.i 0"î4Çl+ C"0114 C.CrC40.0 0"c4?c 0.2.)t4 c"c)L40"C C"r)¿/tÌ O'C')J7 0"4Ð37D.n C.0159 C"rl3?¿ 0,0074c.0 c"025? 0"'ll1? 0"111e1"0 i.c111 0.(:I5C 0.1150c..r 0.0 c.0i11 c.cl10C" 'J C. 3 C".11 I o c.00. c c" ù o.0J74 c. co.c c.c 0,cJl7 c.0.1.ô 0.0 0"ctl4 0"0c.c 1.0 0"0'),)4 0"2c.c 0.. 1 0"c).J! c"0l.c 0.0 c" 0l'lo.0"c4"',J u"O 0.C,)'11 ,1"30.0 0. C C" oi,)C 0"C4. Só 0.0 0.5?o5 A.L?6V1l

.t

WILSCi¡ CP,EEK HATERSHED CÁLCULATÊD OUTPUT

e6

FIELD

0,4951 0.09"4857 C"08.4829 0.0ò. ¿8: 5 0.08,48t. I 0"Ce.4P10 0.0e.48tc c"c8.481C 0.01"4910

e"¿src c.o8.4ð I 0 0"08"4610 C.Cî,57 16 0, I 9528.6rlc9 0.02949"ö956 C.08. -(95ó 0.08.t,956 0"0e.1,95ó 0.09. 59 56 ü.0B. 595ó C.0e.6e56 0,08.5956 C.O9. óç56 0,06"rrî?l C.0'8"58¿ó G.0 t8. ó?5C C" O

8" 6ó94 0.0E.6669 C.08. 6ê59 0. c8.6657 0"ca.6ê56 C.c3.5656 C. Cì

8.6616 0.01" 5¿'5 6

9. 56 56 C.09.665ó G.09"(,656 0.09.6(:56 C.08.6155 0.08.óå55 C.O8.6656 0.18.6655 C. O

8"5ó52 o.C8.t:64Q, C.08"56tC 0.08-654) 0.Ctt.èr427 C.ôe" 626ó 0.08. ôCr'ó . rl. C

8"5')¿1 (r.0r1.58()fl 0.0

Eic:ss¡

OTRECT PERCOL' DPERC

0. 0 e.00"c 0.00.0 .0" 00,0 0.00.c c.cc.0 0.00.0 0.90.0 u.00.3 361

CELL ÀiO l OF l CELLS

c" 0 c.00.0 0.0t.'J 0.0o.0 0. co,0 0..î

. D.C e.C

c.C r)"00" 0 c.0c. D c.0c.o c.0)... o.0i.) . ,-l at. ';)

^arìar.J

(.).4 't) "t)t)"t 1.0

0.0C2ô 0.0ê31 0o0o.0c¿5 0.090ó. 0.00.0c24 c,0E3l c,00" c1z4 0" c357 0" G

c.e023 0.0€34 c.0o.0022 0.0811 0.0û.c022 0.0789 0" 0o.D02l 0.07ó8 0.0

0.0 0.0 o"ccz 10" 0 0.0 t. cc200.0 0.o c. r,!20c.0 û, 0 c.001 ?0.0 0.o C.0nlÉr0.0 : 0.0 0"CCl 60. 0 0.0 c, Ç01 ?0.0 0.0 0.30170.0 c.0 c.col?c.0 0.0 0" col 6' 0.0.. O.f C'OlL/ra,o o.o o"ocl5'o. o (j" o. o. 001 50.0 c.c c.001 4

a" o c.0 c. 3cl 4o.c o.0 0.011¿

''o.o 0.0 0.0'Jt3o.c o.o o.ooi30.0 0.0 0.c0130.0 : þ.0 0.c012c.0 0.c 0.00120.0 0.0 0.0012c.0 c. o o. cfl I0.0 0.0 0.001 I0. 341 5

0.0 c.0 0.c0110.0 0.0 0.09100.c c.0 0.0c100.0 0.o 0.ccl00.0 c.0 0.0nI0c.0 0.0 0. cc09ç.0 c.î 0.00c90. o c, I o. c009e.0 0.0 C.''r0090.0 0.0 0.0c090.0 0.0 c.0c080.0 c.o 0.00c8(r.C C.C C-)')t)gú,.0 0.0 0.Qc07o.o c.D o.cot70.0 0.U O.(l.,Jl0.0 0.0 0.00c7

SS SPRING GRORES BASE LOSS ET

c.c ),J'i o.00.011ú c. cQ.C.)O0 0.0o" o0-r1 0.0c,0?.)c c.0c.0)'JJ 0.cc.aii0 c.cù.9C.)L O.ê0"c,))5 r'.L'c.ír0i7 c.0c"0D44 0.00" 111? ü.t'l.vl/r1 0.Í10ô.,1r-¿r Ð.00. 11qü .),r)0.i)lÄJ Lr0c.1.r't'ì (i.r)

0.u973 1.579e O.O?43 0.29't2 C.1722 0.0001

0.o747 o.c !.5?69 o.OOO8 C.CO32 o.CloO0.o726 0.0 1.5?50 0.0c08 l.Qoj'? 0.ofJc0o.o7có c.o 1.5?31 0.CCC8 0.c031 0.c0.0687 0.0 1.5r10 0.0!0e 0.c031.0.0o,e6óe c.o 1.5590 0.0C18 0'0t31 c.00,.oe5o 0.0 1.56ó9 C.00Câ 0.00.]1 0.00.c633 o.o 1.554T o.OC08 o.0o?1 0.0'o"oó15 0.0 1.5626 0.c006 0.c031 0.00.0599 o.o 1.5åù3 0.00c8 0.c0?1 4.0o. c5rJz c.0 t "t59l 0.c)t8 0.0cll 0.co.05ó6 c.o l.155tt 1.OC18 C"0031 C.0o"0551 0.0 1.5934 0.000e 0.co3l 0.oo.05?6 C.O I.5510 rt.DAl:8 0.0031 0.C0.c521 0.c .1.5485 0.C!Cg c.Cc3! 0.0c.05o? o.o 1.54t>2 0.Dcc8 D.'C0?1 0.0c50o.o4e3 C.O L.Sr,Zt o.00c8 0.0031 0.01190.0480 c.o 1.5\L2,0;C0O8 0'0011 o.cc140.0467 o.c 1.53¡16 0.0019 0.0031 0.oc370.0454 0.0 1.575L 0.00c8 0.0031 c.00140.c442 0.0 1.5i35 0.0008 0.cc31 e.1c04c.o43o 0.0 1.5"c8 0.ccta n.0031 D.c3clo.041e 0.0 L.52)Z 0.Coll8 0.c1ll c.ccccO.04Ê7 O.O 1.5255 O"00r¡8 O.CCll D.C0a0o. cl96 o. o L.5229 Co CCCe 0.0c30 c- c!00

o.z9l3 1.5229 o.Ce29 9.17L7 ç.40?2 0.0001

1,5q01 0.0cc9 0.a032 o.o1l11.583? o.cc08 0.0c32 0.0055t.5972 0.C013 C.C032 0.C1211,5A56 0.001e 0"0032 00cc071.5A40 0.0cc8 o.qc72 c.cec21.582r 0.00c8 0"c032 C.CCo01.5d?ó 0.c008 0.cc?z 0.cc001.5 7å8 0. OCICB A.1C'r? 0.OC 00

0.0385 0.00.0374 0.00.0364 0.00.0?54 c.00.0144 0.00.o?.35 0.00.0326 0.co.0?1 7 0.0c.03c8 0.00.030c 0.00. c2e2 0.00.02t|/+ 0.Oo.o7_f6 0.oe. c2á9 c.0O.62lrl O.óù.0254 0.0c.0247 0.0

1.52?1 (-1.10C8 0.0030 c.1c001.5173 0.CCo8 0.0c30 c.oco01.5146 0.9OCre 0.0030 0.0C00:..5tr8 0.c008 c.1c30 0.coool.5reo c.c098 0.c039 0.0ccî1.5r61 0.00c8 0.003D 0.o'ic01.5013 0.OoC8 0.C0?0 c.c0c0l. 5--1l' O.OCCT¿ O.',.ir.)1C O.OC¡0 IL.t+975 0.1O07 0.0C30 c.c0c5L.4946 C.0007 0.0010 0.001?1.4c17 0.1007 0.003c 0.cc441.4:188 0. O0O7. 0.0O30 e.CCra97.4,t",2 D.С¿')7 í,...¡)'.lt 0.41/r j1.4329 0.0C07 0.0010 ('.019C1.1,??9 O.ôeO7 C.ìOtA C.C1í'0l.t, It>t) 0.0c(i7 0.'JÜJ0 c.Û1431./rli9 0¡0007 C"0039 0.C0tr9

Ì\$. '\òì@

ÀuG lt 17 ó6Âuî 11 19 ó5arjG l1 1t ó5AUG 11 2C ¡:6aui 11 21 ó5Àuî l\ 22- 65ÂuG 1t 2.3 6óÂuG 11 2¿ 66A,J5 12 1 6óÁuG L2 2 66

^t)a, Lz 3 6óAU3 i2 L 65L,J^, 1¿ 5 t5AU: i? 6

^,JÀrrc 17- 7 6t,AUG t?, 8 5r)AUi 12 9 t¿5

AUG 12 10 65AUG l2 ll 5/rruç l.? t2 65Àuî 12 l3 66AUG t2 t4 56¡ uG 72 15 {:t>¡.uç 7? \6 66Aljù !?_ 17 65L')G l? l4 66ÂuG 1? 1? 6r'AUç TZ ?C 56AUG I? 2L E6ÀtJi 1? ?z 5l.,AU3 \2_ 23 ^.6Àuc, 12 2É 55.1UG 1l i 66Àu6 t3 ? 66AUG L3 1.65Atfc LJ 1 ß.5ÂuG 1i 5 66AUç 'l) 6 66ÁUG 13 'l tr6ÂÎJc 1l 3 55auc 13 9 66Âu3 13 lC 55.lrc 1? 1l 56¡l'JG ll 12.56Âu6 11 13 66auc ll 14 6(, u'J 1l l5 54t\Uç l3 16 óáÀuG 11 17 6t,

0. 00 0o0 cFs

C.7O257j i* Q+c.Tc3167 * A+0.?c¿161 r 0+o.'llL-)5L * o+ '

C" 70574/r + 0+?o7Cail7 û 1+0. ¡17127 r Q+

1"7î8I17 '+ 1+

lr 709irq2 * Q+0.711079 r.t0.714.i54 tl!'¡.....r4.7174/:î *.1 +t,7trr:l¿ * Q +0.71t1i5 + Q +0. 7i,17îé * 'l +c.72C976 { Q +

J.72L355 È 0 +

o.7 ?.21 11 ù .J+

r" t22)1a * il+X" i?)'¿ò5 * 1+O.7?1t+i9 + Q

0.725?-7,? * ??.??5-1?4 È Ic"125775 + Q

c..121...L4 r< +0.72!ì112 û å0"729r179 * Q+o.729)q1 t Q+

^. ?1C/¡Cq È Q+1.731371 * 0+c.7l:i?.2 * Qil.¡l?îqz È Io.7115i1 4 +0.7344C¿ r q

0.?151á¿ * 0t.7?5?t? $ 0O.725¡¡'12 + Io.lr74?3 n or0.73¡¡17¿ * Q+| .7 72.) ?-2 + Q+C.'l?1"7e + Q+0.?4c41i + )+c,741. 140 *',J+O. 74l l0? * C+.ù.7425¡il, * Q+2.747194 t Q+).744L 2¿ * C+0.7/,,rq59 c Q+

0. 01c 0

i 54.4CFS0.0200108.8CFS

',1:''t4

0.03001 63CF S

0.0 40 0¿l8cFs

¡.1

N)\¡\oi,"

al

,frI LSCN CREEl( T.fATERS¡lED

o s I:,¡uLÂrI3N PROGRA$ {

. T$¡S 2RO5qÂ$ VAKES ['SE CÉ L¡NËÂR RSSEVCIRSPLÁCEC OiI! AI]J]VE THE OliI:R: ANÐ FÈCCO ROUTI¡:G TECHNlQUES. T: CRgER 10 SI'ULÀÍE THE HYOÂCGíìA9I{.

¡¡I AlDIÏIlNr CILLSTSI¡'TLAq 9{IÏH RESPECT TC COEFF¡C¡ENTS'Af'lD qbS:valrrS ÅF: pL¡1CL:D 5ltÍ BY SIDg IN ClìCER. TC F(,ÊTrÊR {;5i FY TtsS HY0RCGRApT-|.

l¡¡ THIS ?'rN THi:P: hEAE. !. CELLS USED' ÂN0THE Si¡4'JLATIl\ YE¡R OF 1C)65 STARTIÄJG ON AUG

'.1I{: ÊCLLCI{II.IG'/TERF THE INTTTAL CCNOITIONS USEC

ICEPT = C.C PËÂCCL= C.0 KS- 219.JCÀo- î.0q KÞ= 1. GaDRES= 0.0FiELD= 7,aC PÊP.CAP= ergC BaSE= 0.FC^e- 9.00 C,tL:RC= C.O K3= 200C.ceÂ',t= c.,90 KDp.4l.5c , LCSS= 0.00lâ9CT= 0.0 SS= C.C KL= 500.C0/,2= 52-t¡O .SPR I\G= 0.O

NOTE: These coeffícients are the average of the two

best hyd.rographsr 1965 and L966

Storms 65-9-1, September 3

66-8-1, J\ugust 5

.l

N)@'o

.T'

ü) c.r

ï82

1

.îiR

FIN

FçI

I-I.

(II¡

.);

c.,

rú

,tC0 = -.714 Cl = 1,000 CZ = Q.1Ï4 K = 6.CC0 X.0.5C0

ìTILS-ON CREEK HATERSHEO CALCULATEO OUTPUT

OÂT: AUG '5

lAI\ ICE"T EVA2:f. EVAÞ

L4

1617IA\e20ZI

24

50"cl C.0C5) C.00/r5 0'0045 7"CC0C0,0!t c.c50? c.0045 ç"1c45 7"c146O;CZ 3"'gtCC C.0r)36 .C" 0C3ó 7"C172c"c c,1473 C"ODZZ C.C)22 7"045?Ð.0 C.û45? 9,1)tl.0.0?11 7.0412o.7 c.^,L5r- Qol)'Ja C"jaCL 1"ç/.52c.D 0"04ó1 c" ct,..i 0.ir)1i 7"44i2C"0 ç'.)4bL C"CJ00 0" )0!0 7.gLsZC.O C.,,'/'frl C.Cl'11 C"'-'Ð0C 7"aL52?,C l.')4ól C"1ll0 C"t?CC 1"Ct+52j.0 1"c461 c.,)))l o"occc 7.1452c.i1 0,0451 c.ùr65 c"0165 c.,J45Z

AUç 61 C.0 0.c4ól 0.0 0.c 7.0t 522 0,3 0,0451 C,0 C.0 7.C4523 C"C C.1/,51 0,O C"î Ì"C4524 î"C C.1/:.5'r C'"C C"C 7"Ð1i25 C.C1 ü, 1i.-rl C"î C.Ð 1èC4\Zó 0.l3 c".l5c ) 0.c o.c 7.0^.597 0"r)á 0"0531 9ô0 0.0 7"i0998 D.¡3 r-1" 0"?? C.0 0.O 7.15409 0.03,i".t510 c.,J 0.0 7.lîa,4

lO 0.32 C.OsJ? C.C O.O 7"2Ct791l c.0l c.051J c.0 0.cì ?"222+12 C"92 C.ost)) 0'o 0.C 7.?Vl313 0.C C"0101 0.0 .0.0 7"?^7114 0,C2 0"C5Cl C"O 0,C 1.?.569L5 c.1¿. ?.',15.).) C.C 0.0 7.1?5515 3.11' j,a<-1) !o0 C"C 7"?.38217 C.14 o.O5Cl 0.C e"0 1.5t>C'1tô 0.25 c.05ù0 c"0 c.0 7.761ó19 2.66 C.Ccl) C.O C"0 8.2222z0 0.39 0.05r)c 0.? c.0 8"97e7¿1 C"5e O.ù50) ú.0 0.0 9,636t22 0.59 o.i5no 0.0 0.0 10.0Éc82V 1.33 0.0501 1"J 0"C 10.3C4924 0.31 C"CtJC C"0 0.C. lC"J95e

¿"25 0.05r.) 0.3Ió5 0.C1é5 3.1859ÂUG 11 0, I 3 C. rì5Ct C,001C C. CCoC 10.35e7? ?.':2 0.rl 5Çl c.3'J¡0 0.oJco Io.20l23 rì.ùt 0.csc) c.i))îc c"0J1c tc.r11ó4 O.Dl e.O1)) C.".;':,1 q.i1QD 9.145't, 1.O C.U5tt fJ. ?10C C.Cto0 9" 59c?6 0.I (. r:qnl i. raaj)ír t. i.')oô 9" 5t,otr7 1,¡ (:.r.r'.-ì,r c.,)1^c (.i),ì1^ c"¿,.,ç1C f!{) r-\.'\¿,rl'J.))J:. a"ï-'01 (r.-{(r)¿1 C. ) f.i¡,ti, î-":)^ C.1),:r,

'.2150l( tt.it .1,.J/.,:¿ tt.l;'tl lt.i¡,:Lj ').2Lt,6Ll rl.,) a.t^L9,)"c,ltt c"oott 9.15r2l: ô-ir't. !r..rr/.; ¡r¡,r/.7 .J_lr.':r,

1l q.l. t,.¡1lt\ 1.:'l.,..7 ¡..r'[o? c).(./,/,0l4 'ì.., 1.t!¡/,J r'"'ìì l', ô.rll lq I,l,;'')tì

F I ELC EXCESS OI iECT PEF,COL DPERC

o "o2?20. c16e0.0c.00.0c.00.00"c0.0c.0

0.00.0

e.co59'a. cz94c. c583c.0u 940. cze4c . 019ôQ.0c98 'o.0196'0.,c.0l eô0.1. 1 76c.1073c. r37 2o.2646c.5 565

c.5s80

0"313r¡

e.Lz740.01ç60. c0.? ð0, orì9 B

c.oc.o

c.0c.oc.0c.0(.- ('c.0o..)

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0.c' o.o 0.00.0 0.0 0.00.0 0.0 0.o0"0 c.0 c.0o.0 c,0 c.0.còo o.o o,oC'O ÔrC O.O0.0. 0.0 0.0c. 0 0.0 c.0G.0 0.0 c.ù

'o.o o.o o.o0,0 0.0 0.0Q.0 0.0 0.cc.?' 0.0 0.cc.? c.c 0.cc.0 0"0 0"00,0 0.0 0.00.0 0.0 c.00.0 0.c 0.00.c o.oz5, c.c0030.0lC2 c.1 194 c.c020c.01 70 0. I e01 0.0055c.c209 0.215C C.01tlo.czzz c.?266 0.c1510. 1474

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CELL NO 1 OF 1 CELLS

53 SPR ¡rlc GRDRES 8ÂSE LOSS ET

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70.c o.cai5 0.1115 0.0135O.D C"?t C.CL17 0.0)C5Ç"0 c,C o.CC57 C,.Cc"c o.c c,!i)13 c.01.C 0.0 0.c013 n.00.3 C.0 C"?J.ì/' C"0C"1 0.C C"îCt)l C"00"r 0.c c"r.)0c 0"00.0 0rC 0"iCf'C C"C0"l--, 0.0 0.0î)c {l"c/r" 59 Ç.0 0" OrJ35 0" c665

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HÍLSCN CRÉEK I{ATEÂSHSD CALCULATCO OU"U'

1"O 0.0,i.c c"0o.c 0"0'o"o o. o3.C 0.O0.0 c.0c" 0 c.0a.3 0,c').t i.)0.0 c.0c.0 0.c0" c c.0c.1 c.1'ç.) 0.cU. {] U. U

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FI ELO EXTSSS

e"ç990 0.0rt. 967? 0.08" e3?4 C" C

e.9144 C.08.9o70 0:08. B1i3 C. 09.872C C.'0tl" 8ô2 3 0" 0t,. e54o 0.0s. 84é8 0" 0L. ?t¡ 6'ò

9. Â/.ú/> 0.08. 11351 0.0

e.ú264 0.08. 9Z2e 0.08. Alç8 C.08" 5172 0" 0e"3143 0.C8"ii?6 C.r'8. !it lo o.08.ôú63 C"08" 8CC3 0.0e"79có. 0.c:8"711? C"06"Ì{:21 C.J8.746'Ì C.08.7t90 0"0

8.73r)9 0.0B" 710c 0.cs" i¿9? c.0e.1?ç7 0" o4.1?96 0.08.7296 C.0!"729r)

8. ??9ó C.08.7?9ó 0.O8"7296 0.0e.7296 0,0e,.7?96 C.0e"7?a6 0"08.7?çó 0.0e.7296 0.08.7 2e4 0.0n.729' 0. C

8. t-27 ! C"f-Ìe. ?262 q. C

8.7253 0.Ce" ile9 0.08.710e c.0

DIRECT PERCOL OPSRC

o.o 0.c?84 c.e-â3e 1.6!.20 0.cc65 e.5¿16 1.000? a.0c1l 0.0O.O 0.1240 C.C3A4 1.5932 C.C0ó4 0.5é¿+8 0.C003 0.0C11 0.C:02c. c .c.019ó 0.c??8 1.5?C5 0.C053 C.60! 5 0.CCC3 0.0012 0.ccé?0.0 0"01ó3 c.c37z L.5448 0.C061 0.5375 0.00c3 0.0013 0.c033o.o o.oi39 c.c36ó 1.51ó9 O.OC6O e.6127 O.O0O3 O.COl3 0.ecl3c.0 0.0i19 0.q358 1.487ó 0.0059 C.7072.0'C0C4 0.0014 0.0c04c.0 c.olc3 c.0?51 1.4574 c.î057 ç.74Q9 C"CC04 0.C0I5 0.CC0lc.0 c.o1?;.J c.Ç344 1.4256 C.005ó 0.7717 0.0C04 0eC1t.5 0.cÐccc.0 0.0077 0.c336 1.1951 0"C055 .C.8C57 0.0004 (r.C0t6 C.3CCC0.c 0.0067 c.0.ì29 1.3ó39 c.0053 0. e369 0.0004 0.tr01? 0.0ît00.2301 ' 0.1387 0"836e O.OO5O O.O?OO O.C?zC 0.00c0

ÂUGI21456

'7e

10.11121ll4l5

CËLL NO 1 OF 1 CELLS

û"c c.0 c.c133 ç.0rì.c c. o c. ct..c 0.ta.c c.0 c"c))c 0.c0.0 0"c c.cc')0 0,0c.0 c.0 c.o'))¡ o.oc.0 0.0 0.ct?0 c"cC"C 0.O 0.OloO C¡"0o") c.0 0. î?c 1 0. cc.o c.c 0.t10? 0.0t.û e.0 c.1l¡? c.0'.\-') C"41 1"1¡lJ? ('.r)0,11 C.0C5J 9"i;.a45 t"Jt)45?.1 1.') D"(ì1¡l C"C053A.tJ u.0 O.UJ )U A.O1.O 0.0 0"1)90 0"0

SS SPR¡NG .GRORES BASE LOSS ET

c.0 e.0058 c.c3?lc. 0 0.0c50 1. c3 I ?o. 0 G.0044 c. c30ó0"0." o.00r9 c.0¿980.0 0"0033 0.02e10.0 0.0c28 0. c?840.0 0"0c25 c.c2rT0,0 o"co21 0.c270'c.o o.ù019 o.o?63c.c o.oû1./' c.c¿56c. o c; c?ce c"o24e0,0 0.0cc0 0.c242U. U e.ri U.!i¿ rDc.0 0.0 0.c2¿9

'ó"0 o"o î.czz3'o.o c.o c.o2!70.0 0.0 0.0?110.0 '0.c c.0205c.0 0. 0 0.3200a "0 0.0 c.01.940. o 0.c ,J.rt89c. 0 0. 0 0. eltt4c.o c.0 0.01?90. 0 0.0 0. cl 74c.2901

t.1124 C. C0521.30 l0 0.0c 501.2¿¡98 0.0C/.9L.2188 0. oC47t. z0el 0.c04ól. 1779 0. C0/.5I.:.481 C.01431.t18S C.00+21.c900 0.c04.1l.015l7 0.C0391"0337 0.0c381. CC59 C. C0370.9?94 0.C01ó0. 9516 C. OGl4G.9256 0.C0330.9cc4 c.c0320.fi758 0"0031c.8520 0.00300.32r19 c. c0290.6c63 c" cr 28o.'tttLL cì"c{)270.76?I 0.00aóc.'t4?-, c. 002 5.

o.7zz4 c.1c¿4. 0" z2B4

0.70ze o.oczt0.6839 0.0c22o.6655 C.0C2l0.ô47ó o.Ço?oo.6,"c2 .0.00200.6133 C.0C,l90.5959 C. C0l I0. 5sc9 0.0cI70.5654 0.C0I7c-55C3 0"CDl6Ct.'¿)':1, C.i:r);,5o.5?14 c.c0t50.5c7ó c"cct40.¿9íl 0"fJul30.4 3l I 0.00 t 3

e. q673 C.00C4 0.001 7 C.0ir000.a958 0.0c14 0.coI9 Ç.0âc0Q..a255 0.Ctt5 0.001.9 c¡.00f,0c.9514 C.0005 0. COl 9 0.0CC00.99C/+ 0,0005 0.00?0 C.OC001.OC')l 0.î005 0.0C20 0.C0r'0,I.O1'2? 0.AC05 0,012I 0. cc'c01.a5óc 0.0cc5 0.c,02L c,.0ccl'1.Ottr.'9 O. CCC.5 C.r)l'¿2. Ç.CaQ4Ì. lc4c o.cco6 0.ooz2 0.c3i4 :1.1?65 0"0c06 0.0c23 0.00371.1¿32 0.0c06 0.0c?3 c.aa14.f.ió?2 0.ncc6 c.0a?3 c.clt?1.1395 0;000ó. C.7C24 C.C1501. ?09:. 0.0cc6 a.oc¿4 c.0150t.2z9l 0.cot)6 c.0c25 c.c1191.?46t 1.000ó o.xQ25 0.cC?Á1.26/rL 0.CCçó 0.0c25 0.0C371.2SI1 C.oD0f) O.lr1?() 0.00141.2176 c.0rlc6 c.L'026 Q.xQat'I.3I r5 0.O00?.O"0U2¿ c.nr)ol1"328q o.0C0? O"OD27 0.0c;001.7417 0.0C0? 0. c0? 7 0. Dc001.1579 0.0007 0.0c27 q.çoo01.1579 O.Ol96 C.0743 C.1020 0.0001

1.17t7 0.0C07 0.CC27 0.CCC01.3949 0.0C07 0.cczB c.c0101.197? 0.0CO7 0.00¿s C.OCC0t.41oo o.co0.7 0.0028 0.c0c0l-.'219 O.c'Oo7 O.OO?s 0.00O0t.4117 1.00C7 0.O029 0.CC001.44t,3 0.0107 ú.0029 0.cco01"45q9 0.0007 c.c0?-9 0.c0011..4650 0.00c7 0.00?ç 0"cco31.4"t1A O.0OC7.0-0t29 e.tOc9'L-41t,2 C. 1C{. 7 t). Ct )!: tJ.'i'¿22l.LtJZ 0.OcC7 C.l"¿1,3 C.Oi.5c I 9 0, eccs Ç. cc3c c. c0l 9

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0. c'1 ó9o.cl650.r150o.c1560.01 520.Q1 480.01440.ct40c.013óo.c,Il3'c.aì.?t0..r12óo. oL 220"ril90.01 I ó

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c"c.J)r: 0"iî"C-ìOr 0"00.2155 0.0763

HILSON CRÊEK WÀlERSHEO CALCULATEO. OUTPUT

8.7C29 C.08,597I 0.08.6e3? 0.03.6ç2? 0,00, 6')16 c" 09" 6e!.5 0. c¡ì"()î14 0.0{.ì" a'914 C.08.69i4 0.0

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8.6914 C,08.6ç1 4 0. c8.ó914 0"c8"ó9t.4 C.C8.6çI4 C.0ê.6ç14 0.cô" 591.¿ C" 03"5913 C.?3.59C9 0.0P).b?.q6 C"08.6âô1 0.08"678) 0¡09. ôê49 0.0?" 5L5g 0, o '2.(¡?19 C.0q. Ar,1,1 C"08. 592¡¡ 0. C

8.5n48 0.0s"59t2 0.08. 57ç9 C, C

a"57e5 C.0e.57.o4 o.o8" 5794 C.08"579¿. 0.O1.57ç4

P,.57 94 0. 08.57 14 0.08.5794 û" 08.5794 0.0e" 57çô c.08.5794 0.CP," 57.]4 0. 0

- t"571)1 0.C. a.57 es c. o

rJ"5775 C.08.57'r7 C.0þ.\' r) O.C¡lo:,50') 0. t)8.5JC7 0.Ctt.iju? 0.C)P,. 19íO 0. O

c.0 0.cc,0 0.cc. c c.0c.0 c.0c'.0 0. cc.0 c.0c.0 0.0c.c 0.c0.0 0" c0.29c3

CELL NO 1 OF 1 CELLS

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c.otI3 0"4ó84 0,0012 1.5257 C.0008 0.e031 0.0071o.o1t0 0.4560 0.c0i2 1.5?30 c.0c08 0.003!. 0.0c45c"0107 c.4440 c.c011 1"5400 0.0C0a 0.cc?l o.Dç220.010/r O.4324 0.0CìI1 1.5467 0"C0CB 0,CC?,1 C.0Co?0.0101 C. ¿r?I1 C" C010 l.55ll, 0.00C0 C.c031 C'?Cc3O.CC)9 0.¿rlCI 0.C0i0 1.55î3 0.c0CA C.c031 0.Ce0lc.0c9s 0"3ee4. c.cc09 1.'.'.65\ 0.CCr8 0.C03i C.îC00O.rrl?1r 0.359C C.CCC9 1!57'17 C.0O,l8 0.CC31 t:,.('açOo.3O?1 o.37e9 c.írc08 .I.57t'o O.a)o4 0.C112 C'0000

c.2641 1"5?é0 0"c3é4 0.1455 C.L1C2 0.CC0¡

0" 0 c. o c" oc99c"c 0.0 0.0097o"0 0.0 ccor.rd4c.0 c.0 c"c)cez0"0 " c.0 c.cc8e0.0 0.0 0"00780"0 0.0 0.00760.0 c.0 0.00740.0 0.0 0"cJ7z'o.o o"o o"oc7co.o o.o 0"0069C.O O.(r' 0"00/170.0 c.Ô c.c055î. c c.0 Q.)0\t,C. C c/.0 0-CQ52

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SS SPR INs GRCRES BASE LOSS ET

0.cc.3o.00.00"0o.0c" rì

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0.3ó91 0.00c80.3596 C. C0070.3s03 c.cc070.Vt 17 O.CCCóo.7326 o.CCCó0.324I 0.000ó0.3158 0.0C05o.307a 0.0cc5c. ",000 0. c005a.zç24 c. ccc4c.2850 Q.0C040.2 779 0.0CD40.2799 C. CCC3o.za4¿ c.ccc!c.2576 C,0C03e.25t? c.cr)c¿0.2150 C.O00Z0. 2re0 0.0002o.2172 0.00ç2Q.227c¿ 0.0?.,10.22t9 0.0c01o.2156 0.0cc10.2t14.0.c0cl0.2có3 0.0c00

o-2t78

1.5811 0.cc08 0.0c32 e.ccc01.595e C. e009 0. CC32 0.0cc01.5?r,5 0.CC0A O.A?12 C.îCC01.5<r/.9 0"0:îP 0.cc3? c.1e111.5eec c. cGr8 c. ccìz ó" rcoc1.5C¿9 0.C0C9 C.A07Z 0.C0î01.606/1 0.C008 0.0ClZ C,.OCC0i.ó101 c.0Ç08 0.0012 c.cccl1"5113 C"0t08 0"DCj2 C"0¿051.ó164 0.C0C9 0.00:r2 0.cc201.6194 0.0CCB O.0032 C.0C5ll./J??1 0"o00c 0.o0ì2 0.0104t.5245 0"0C08 c.o0l2 0.01661.5:!.Ì1 0.11C0 O.C:)\1 .C.1?lOL.t:?.9? 0.0,Jc3 0.0011 n.c?10La63L'l C'0CC8 r:.0133 O.C'166L.6732 0.00Ce 0.0c33 0.0144t.614q 0.c0c8 c.ú033 0.0051L.6165 0.0003 0.0013 c.c320l.ô3ft0 0.00D8 0.o031 e.0006L.6117 0.C008 0.0033 0.0cr0II.,5{.15 0.C00ô o.c033 0.00co1.ó/+15 0.C008 0.0031 0.C00Ct.5425 0.C018 0.003] 0.cco0t.5425 0.C55e O.2?32 0.252? 0.0002

1. ó4r3 0.00c8 c. cc33 0. cocc1.6440 0.0008 0.0ci3 c.00c01.ô445 o.00ce 0.0013 0;0c001.645C 0.0008 0. cc3l 0. c0001.6453 0.C008 0.O033 0.c0001.1,45ó O.c,OCg 0.CO33 C.C0CO1.6457 0.Olo8 0.0033 Õ.09c0I.6457 0.CCC9 0.0CJ3 0.CcO21.64't7 0.1018 o. oc.t I 0.0C07I.6455 0.c00e c.nc13 0.00?l1.6ô.il fì.nôlt8 O"0Ol1 a.Ctl"51.,:,t.¿,,t tt-()t,(.t\ o.o,) t,, c,.1: ¡ il.ô+45 0¡o('ort o.oo, r (r.ol te1.64/,o o.0003 o.crJl3 o.o??tl.ô4 rJ 0.0c08 0.u0iJ c.02¿91.6427 C.00rJ8 0.0011 0.0178.

0.0 0.00.0 0.00.0 c.00.0 0.00.0 0.0c. c e.o0.0 c.00. c 0.00. 0 ü.0c.0 0.o0.0 c.oc.o ().00.0 0. o0. o c.00.0 0.00. 0 0.0

0.cc49 0.2014 0. c0cc0.e0+7 0.196ó 0.00.c04ó 0.191e o.o0.9045 c.1873 0.00"0c44 0.ls2B 0.00.cc4i 0.1 785 C. C

o.lo42 0.1742 0.0c.î041 c.l7cl 0"00.3O40 Or l6(rO 0¡ 00.C039 0. I/¡21 D.Gc.0018 0.1582 c.olt.lvJl 0.15j'r, L.0o. JcJ6 c'.I508 0.00.Çùì'¡ 0. 147¿ C.O(.t.')0J5 tì.14J¡ 0.0c.ctJ)4 0. I â01 0.0

\t\)ùoÞ

o AU3 0 11 64AUG .17 f)aauc I lp, 64au6 q 19 5ó¡'\UG a ?i 55a.t|" o 21 5.5¡1.i5 12? 6':iu., n ?.2 êeÂuî c ?4 65AUG l) I 6ó

^'.)ç 1.) ? 66

5'J'; lC .l éó¿u3 11 1 55Â,Jô lrl 5,56auù lo 5 66AUG l1 'l 6r)/.uc 10 a 56Âui l1 9 56Âu1 lii 14 6ôÂ'JG I.) 11 6ôÂr,û Lrt l2 66aul rt 13 55ÂU.r lJ 1/. 65¡u3 l1 t5 65Llil, 10 Ié 5óAUG 1,1 1.7 6bAUÇ l1 l4ì 6ó¿¡u3 I) lî ,5óau5 10 21 6ó¡u3 l1 :l 54AUl 1î .12 65Âr.iG 1-Ç Z1 66AttG . 11 7-1 (,5

^u3 lt I 66

AUG tl 2 55AUG 11 J 55Âuf; 1l L 46auc 11 5 6saue 11 6 6ôÂuG t!. 7 6t,ÄuG 1l I 6åÀu3 t1 9 6aaljî 11 1() 65ÂiJ3 il 'u A6ÂuG rt L2 4ôAUC ll !) 6t,auç ll 14 55¡.UG 11 15 /)5

'ÂUC l: Ir,66

!.l VvvV LF)

o.561115 f--- +O1.57,).)53 *-- +Q

J" 57tal9 *-- +01.571773 +-- +10.575553 n:- +Q

t"577llìo È-- +îl. -c7â rt(r +--a, .<?4 5^j r--a'5¿z¿+q ^--1.5B3112 r-)" ie.c\14 *-),1".t:'l1^¡, *-2 o 5:Jc).51 *-,J.5çì9i15 t- +Q0"rgi')J3 *a.- eJ.iS?156 **- A,).591¿rÁl *i- B

"r"'r'l¿.)?7 i1.- 0

1.5,)¡.ì57 rr- +0i.).'r')7Ìrj5 *4, +0J.5cù5:l +¿ O

c" 59çbiî '!+ a1..61'o7ó6.\Ë Ð

).a1Ì ì"¿ ** 4C. i:,? î?c *ù Il, É_c 3 ,15 {¡ t 'l+)./)1¿)I2 *+ Q+?.505111 r.* c+c. é..r6,12ó È* Q+'.,r.c77¿.\ rÂ.)+.).64...5/.? ú* 0fJóÞ.'.:)là ** Q

?.61í:3/)/+ f.t I). Á111¿ì? Á1!Q+

3ô 5Ì2114 +ti,)+1.¿,iZjló È r!ì+l. Þ'l -J!5q +ÈrJ+

J. ¡j1¿rlr:j! È*tJ+i. å1 53 ja **C+1"615127 *i1+'-'.616r5C rt,l+C,Á1777ì *ÂJ+n.61 q5?5 *,r1)+î.1.1 1ì4t {.{ r.^1+1r. t¿rj;l/'rì s+lJ+O.'j2l')53 tti)+c. ¡)21 194 *û0+Ja.227C^ tt*X+ì. ::.: -i ''.t 7 ñ (

'.r +

+0+ì

+Q+1

4'0.c1c054.4CFS

0.020 0l08.8cFs

0.0300163CFS

Q.04002tecFs

t\)co\¡

.HR

AUlLI

LS192C21?)

2?

AUGIz3

557

9lcl112

Å9t5

LIl8le202L2?

21

ÂUGtzz

, DAÎE AUG T1

9ÂT1I TCEÞT EVAPCT EVAP

c.?t1t o.?c.o.)55 ?.00"0j2i r)G0c. t1c7 0.1c.,))0? 0.0ür !¡ ,\i.. r/. U

1,:.1r0 0.ùo¡J,)JU C't.)c,a6.]r c"c763

{bb

FIELO EXCÈSS DIRECT PERCOL

.I

I{¡LSCN CREEK HATERSHEO CALCULATEO.OUTPUI

8"4735 C.0e"455? 0.08oÀ613 0.08.4599 0.08,1.5a5 e.08"t,'t94 C. C

F "159t 0.0e. ç,-,,)4 O. C

| . '.':9 4

8.4594 0. C

4"4.;94 0.08"45c4 0.0-q.5:,?o 0.re5¿5,65.;3 C.029¿6"574ç C. C

8" 67¿0 C" 0e.674C 0. C

4.6740 A.Oa.51 /,4 0"08.t>71O 0.Ott.ù7t¡O O"0P. (-7 4C 0" C

¡t.674C 0. C

^./,1\7. 0.C '8" t>4r.C 0. c ,8.6r24 ç"c8. ó1r ?U O.O8.6153 C.08.5q44 0.0,).t:4L! C.Cl8" 5414 C. O

1.6LLO 0.03.6440 C.01.5{40

8.6¿4C 0.0g" 64¿0 c.03.64¿.0 0.0ô" 5¿.4c c.0ô.644C 0. OP,"|,)t+Q, C,03"5t Lç c.04.5/-3? C.C8.6176 0.01;6425 C.08.6?94 0,Cq.A127 0.(ì{"6¡11 1.î5.''-'.c o.îq- '. r. 7c o. ('it

^ "7 ti\ cr. 0

't.55e3 0.C

o"'o o.o o"oo330.0 0.0 0"00120.0 c.0 c.ccllo.c o,c 0"0c310" 0 0.0 0.0030c. 0 0.3 c.002 90,o c.0 c.c0290. c c.0 o.co¿s0" 28C3

c. c o.0 0.00270. 0 0.0 0. c,oz 7c. c c|.0. c.0c2 60. c 0.0 c.ci25c.c 0.0 c"cr¿50. o' - 0.0 c.0J240"0 '0.0 0.00240,0 0.0 0.9cz1c.0 0.3 0.7)22e.0 0",1 0.0022'c. o c. o c.oc¿ 1

o.o o.o c.oc210.0 0.0-' ' o"ac200. 0 . 0,0 c.00¿ 0c.î c.D c"íût?c"ù 0.0 0.o0I9c.c o.o c.rcl9o.o o.o 0.0ôlâ0.c 0.0 0.ù0lg0.0 'o.o c.001?c.0 c.0 0.c11 ?0. c o.0 0. oll 6c.0 c.0 o.r-,cló0"c 0.c o.cc;,óo.2857

c. c c.o o.o?15o"0 0.c 0.rl1t5e.0 0.,) 0.0î150.0 c.0 c.c114c.c o.o o.cJ140.0 C.C 0.C¡?140.0 0.0 0"0)L3C.O 0.0 C-('!13ú.0 c.0 3.1ci 3

0.c c"0 c.cclz0.c 0.u c"cll 20.0 (t-O 0.4012

v. J

c.o Lôu (1,),.'1¡0.0 0.C O.oiJlL0.ô 0.û c"l'tllc,0 0.0 0.0010

D P€RC

CELL NO 1 OF 1 CELLS

+5

673

1ó1l72l)L4l5ltt17

SS SPRING CRORES BASE LCSS ET

c.0cr.(l0 .,)

o. ú

o"00.0i.0

o" I36e C"O0.1337 C" C

c. I305 C.00.1.274 C. C

0" 1244 0.00. l2t4 0.00.1iR5 0.0c"t157 0.o

c.0)30 0.c

C"'rJ'JC O.0rÌ.ür.lD 0"0'-r.1Cî ) C"t)a

^raô ^ ^1.1)r)ç C.tc.1111 C"f)0. rrJ )5 fl" o0orl1l7 r;.f)':. ^ 144 C.1o-0 jJ,) o.1r:^t.1/¡ ' C.1

1. . i r,ì (¡, .1

,,o ,\\ "

1.'|)r). ¡ìiJ9 ir.'r

O"r¡l.l

t).t) (.I

1.ó419 0.Ceo8 0.0033 0.0111t.6411 0.0008 0.0033 0.0c551.ó40¡ 0.1rJ1B 0.0c33 X.CCzl1.ó391 C.001e C.0C33 0.1CC7l"63el 0.00c8 0.C0i3 0.i'C-cz1.6159 0.C0Ca C.C0l3 0.000t1.43q7 0.0004 0.0c?3 0"1cccl+63¿ri C.oC,j4 C.00?l O.C0(/4

0.1129 0.00.1102 0.o0. tc76 0.00.i05c o. c0.1025 C.Cc,l0ù1 c.00.0977 0.00.0e54 0.00.0931 0.0c"o909 0.00.0997 C.Oo. 0fl(,6 c.00.0846 0.r,"c,092ó 0.0

0.078? 0.00.o768 o. o'oro?50 0.00.0732 0.00.0714 0.00. c59? c.0c.0s31 0.00.06é5 0.00.0649 C.0

0.2'î39 .L.6745 Q.t;755 0.3021 ç.)r?2 o.OCCZ

I.6331 o.ooos o.o.1)1 o.or,cc1.5?18 0.0008 0.o033 c.0C001.53C3 0.CC08 0.01?3 c.C1.tt2x4 0. 10CA C.1C'l? O.0l.t¿212 C.11îÊ 0.0133 C.CI.6Zt6 0.îCC8 C.'.Jt3? î;C1.623ç 0.0098 c.col2 0.0l.6z?_2 0.0008 0.0032 0.0L.6?1)1 0.10o8 0.C0.2? O.0t.6136 C"0î49 1.oOl2 0.0t.51å I 0.C00a c"ccJ2 0.ot.51r'8 0.c4ôB A.úiJ2 Q.Ot.612q 0"10r)8 0.c032 0,C1.ô108 0.00ü8 0.ca)7- o.o1.:,Cïl O.îñ')q o.Cc',2 A-r¡(,">QL;4065 0.00cô a.crrl? c.cl191.6q45 C.10C8 0.C03¿ C.CC741.6O23 O.0OoB 0.OC?2 Q.î;('1,'l1.6101 0.00c8 0.0c32 0.1c141.1a7â 0.corì9 0.cc3e 0.00c41..i955 0.or,18 c.rJ0'.2 1.CC0ll"s1)2 0.tccg c.o0,?¿ 0.0ccc1"5ç!9 C.ric08 0"co72 c.0cc1L.5'òEt+ C.CCC8 O.CC3? rr.a?QA

0.0633 0.00.0ó18 a.00.0'504 u.0c.05e9 c.00" 05?5 c; oc.c561 c.0c.0548 0.00.o535 0. oQ.Ortz o.o0.05t0 0.0O. 0¿.99 O. C

O. n1. ,t6 O. O

C. C¡'7+ (;. ôo. gz, r, ) (). 0c.c45? c.c0.0/r/, I 0'00"c43I 0.0

ç.2719 1.5884 0.C94e 0.3?95 0.tC22 0.0002

1.5860 C.O00e O.OC3Z C.cOCo1.5936 0.0C09 7"C732 0.tC001.5311 C.0CC? 0.?032 0.014Ct'!79ó O.OCC¿ 0.r..C?.2 C.C1C0L.575O O.()ç19 C.i-¡0 jZ O.Ct a)D

L.57Vt C.C008 C.0C3l C.CCC0\.5't0e c.0c08 0.oc31 c.0t001.55'ì? O.nOtA O.1Ci1 0.OOCl1.5 6 56 0. ^OC8 0. CC

"l O.ACO,

1.5629 0.0018 0.ocll 0.00171.5ô1? u.!r0oB C.0(r?l C.CC441.557¡' Õ.(,(¡t,\ O.OO3t O.OCpqi.i)/.? ù.1(r"i ô.')1Jl r,.l);cl,..','1,.:') rr.'Jrl')" t'.li't ti U.'. lrr'-1..;4 , t U.l:',\aP '). Or|l ì r,. i, 1.)n

. 1.:;4/,rr'r).Oc'r'ì,:1.(;í:ll {'.ill /r JI.541'l' 0.OCoB 0.Oclt !.C'.:ð9 .

.t

,t9@

,@

o auc 11 17 ó6.. auG 11 13 66

ÁlJ3 11 le 6c,Âuc Ll 20 65ÀuG Lt zt 56

^u3 LL ??- 45Âuíì 1t ?l 16au3 1l 24 65Â r..tG 12 !. 66AUç 7? 2I¡JAIJG 12 3 trt,À!3 12 4 ¿.5h:-)^, l2 q 66¡1UC t¿ 6 66AU3 L2 ? 66ÁU3 12 B 5'¿Â(r., l?- c ¿:.5

Äu3 1? lo óåÀuG L2 \:t 6t'Â'J3 12 \2 t:5auG :.? 13 t5ÂUG 72 14 6t)ÀrJ5 t¿ l5 6óau6 1? 16.é5AU9 LZ 1.7 +5¡uG L?_ l? 6r>ÂuG i2 lç 66

' AUC t? .20 tr!. AUG \? 2\ 5¡¿

AUG 12 22 6t)Au3 t?_ ?7 65AU5 17. ¿4 55Ä,-;c, 11 I ¿,5alJG 13 2 66AUç ll ) e6.1uî 13 1 6.'tAUG 13 5 65

^tJ1 l? 6 ^5ÀtJa 13 7 66

^\)t L3 A t:5Àr,G l3 9 66aut 1l lt 6áAUG il l!. 6/rauc 13 1? ó6ÂuG l? !3 5óÂui lv 14 66AUG ll 15 6/]bul 13 t6 66Âuc lj 17 66

c.00 0c0 cFs

cc6¿43l,9 *+?+c" ê?_5I '\9 **0+C. é25tqq l({O+?ô 5?/,3îS **1+c.62?'¡27 *t,,)+rJ.62llir45 {*')+9" É.'€.'elr **ô+û.631131 ++l+câ 53(13a7 ùrt+9. 5ll 7l I È*1+C"¡l3i a ¿ Ê'g1).5-a'l 1/r3 ù{iio¡¡o¡e c¡o,).^rl9;i.j nrJ +.l.l:4í)l¿,i +.àJ +J. /,4 I I',ìl **Ç +

0.é/,1992 aúQ +0.á6?q)2 {È.f +,J.b¿1511 ÊÀ Q. +,l..l.r/.4?C +^ Q+'). (:/-i ) 27 ** !)+,Jo64þ)34 ** C+c.5¿â I À. *ù ßC. é4Ì54? *Ê fì7. a1.t/+t-7 àr 22 . 5L92-4 9 ** e'1. e.if,li3 'f 4.3. ú50tãc qÀ trc,55\5!.9 + î+C.55?/i45 * C+?.153?43 n 1+1.Á':4J34 r 1+0.;r.)¿rJl3 I 0+1.355t2ô f , €c.555¿.17 + ?'t.457?iÊ + î1.557a97 * tç.'q't't 15 ! Q1\.ê51172 + {0. ó6,)157 + O+C.5¿rlla! * O¡0.'f,f1r24 * 0+c.5t,î7 J5 * 1+a.':t¡14'35 k C+0.53/a2:,¿r Ê e+0.565)¿2 * Q+.0.éo5ll8 * Q+O" 6t,t>5'ì2 * Q+1. f¡5 7ll¡5 * Q+O.{'ô4i17 * O+

0.0 100i 54. ¿;CFS

t

0.0200108.8CFS

0. 0 3001 ó3C FS

0.c4 002L8CFS

tt* o.cat't***r*!fr ùn*â*ú**ûr*+r C. Zl

*ûû c.03

t\)@\o

I{ILSON CqEEK HATERSHEO

SIVULATICN PROGRÂI' à

T!{IS 2P.ECP.Â}I VÂKES USE OF LII'iARPLACED !¡iE A3'VE T!I: CTHER; A¡ID FICCOIil CRDER rC SIvUL,ITE TrrE HY0PCGRA?l'1.

IN ADDIl IO\r CFLLSI S IVTLAR '¡I1HA\D RES:V.JIÂS ÀÉ E PLACED SIOE AY SIOETO FURTHER, }IlITFY IHE HYDROGR,APH.

Iiì THI S q.UN THEt õ 1r33,5 I CetLS U5!0, ANDTrt; SJyJLTTIT)¡l YE,:;ì fF l?5(. STAfìTIl.tG rlN,\UG 5.

.TIIÉ FCLLCT{II..¡5 i{€Ri THÊ ¡NIlIAL COND¡TIONS USED

ICEÞT = 0.0ICJ\o= C.OtEr:r ñ- a ^^FCAs= ?"00.

Di.o.iCT= 0.0KD= 55.Ð0

P.ESEVCIPSRCUTING TECHNICUES

RESPECT TO COEFFiCtENISIN CRDER

PERC.'JL= 0.0 KS=KP = 6. G9.O

PiilCÀP= 3'8Cc2 iQ.a= 0. cKtP-- 33.90SS = C.0

6. G9.0.RS S= 0. 0,8C BASE=BASE= C.

Kg- 2oCC"L05S= cioKL= 50C. C0

c,0

171.

NOTE: These coef ficients \,vere obtained from the 65-9-1 storm.

This is just a test to see h-ow the fit compares between

hydrographs of separate years.

¡\)\O ':-.o

c.F

.5.

o)

ctc_

1 c)

!_r Ð c: C1 ï6

7,

.ct

RR

INF

FiI.

L (I

N.ì

;'

t::

--.-

oCO = -.714 Cl = 1.000 CZ a e.714 K ! ó.OOO X ¿ O.5OO

ÀUG 5l6 0.c1 0"0c51 0.0045 e.Oa4515 1.e9'c"c'ic? c.cc45 c.1î45L6 û.C2 0..150.) c, oti6 0.0c3é\7 c"D 0.c,.7J c.c:,¿¿ o.,lc22l9 0,0 c.î4s? a"33iÌ û.îtt1l9 C"C C.C45? î.î.)14 0,Cî()420 c.c 0.14é1 C"rùr11 C"üOO1?L C"C O.,J451 C.oOOJ O.OJOO?2 0"o 0"14S1 0.1,)_ì1 C"C13o23 ),C !)..¿LLl. C, l)CC 0.0.1t-'O24 C.o C.14{, 1 C,î1,)o Ð"c)10

)"ll 0.14¿.1 î.it/¡5 O".rl65

P.AIÀI TCEPT EVÀP3T EVAP FIELD .EXCESS OIRECT PERCOL DÞEAC

CAT: AUG '' 66

ÁUGI

?l456729

10111213l4t516l7le19z72!

z3?4

AU5

2145

6

8a

5O.C O.Cql¡1 Q"C O"Oc.c 0.0/,ó1 c"0 o.o1.C C.r'.151 c"c C.O).0 C"C46). r);O O.O0.cl 0.95cù 0.o c.!c.c3 c.o5l;J C.0 c.oc.t6 c,o5.r) c"o côoD"C1 e. O5Ct C.0 0.0t"1i 0.:5(:t c"rl o.c3.12 e.1!),r c.c c.4aì.ari c.,15ñ.) c.c c"o0"c2 c.c50? c.c c"c3.0 c.35c? C.C C"O0" c2 a. c5l) c,0 ii" oc.!.2 0.,05.-)J 0.0 o.oc.tl c.0c3l c"c .c"10.Ì¿ C.lcr)J C.C O.C0"2ó 0.r150,1 0.1 o.o:).66 C¡ 05t0 C.1 O.O,.î4 C.Os-rJ 0,c .c.o0"59 0.c5:ìJ C.C C.01.59 0.C5Lr0 C.0 O.Oo.t7 ..a:.oo c-c o"c0.31 0.0500 C"O O.r)4.¿5 C.3531 0"Ctó5 0.0165

7

3. I 3 C. C5DC 0.0ccc o. oJ0cl.^2 C.C5 )J C.,)J.)C 0.n')iO1,01 Lr;Lr51,) C. )r:)rC C"COî1C.rl1 fì.î53') r-'"0C:q O,í,CCCc-0 cr¡501 c.c )tc 0..3J00t. l Ç.1)1,.!) c.1tl3 c.101c{).1,r.')'.,'),.).(,, ì),) í¡"r.lLr1'l"l t.\)L\t t {j.(,1r1 C.lt,)¡11a.:, r. r'l¡r)q ,:. i-,).j/, 0.:)oú4)ol .t..t,1',,, i;.)'1] t¡.)'tI1,L'.,J a.è44') ,). 1)Jl O.ilJ]3¡.1 O-^ì|r I\-.tat,7 f .i,t'1.'lrj.0 u.!:?7.i L.'.Jl)l c.cìù7,.t) r¡,,ìr.'r) ô,rj! li 1.')lr':

.l

IiILSCN CPAEK UATEqSHED CALCULAiED OUTPUT

CELL NC 1 OF 1 CELLS

?.000c 0.c7.0143 0.02e27"C?72 0" C160'ì "Qí:32 0.C7.145? 0"0'l "1412 Co C7"cL52 0.o7.0452 0. Ci.1¿,52 C"0t'"t152 C.0

ì -,Jt,52 C. 0o. cL iz

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10.925' 0.568olc.243tt A.3J32l0.2q8t 0.3136

3. ?-989

I 3. 25C8 C.12741c.076? 0. c1e6ã.177t¡ C.00qB

9. 7077 0. Ç0?89.5621 0.0q.435ô 0.01" 24r'l . c.cc.I?17. C.0',.1133 0"01.úô1rl OoOtr-ttîî7 (..O1".)tth 1, c" gÈ. ()5e I Ll" 0

0.0 0.0 o.c0.0 0.c 0.o0.0 0.c 0"00.0 c"o c.00.c 0"0 c-0c.0 0.0 0.c0.0 0.0 0.c0. c c.0 o.o0"0 0.0 0.c0.0 c.9 0.0o.o 0.0 0.00,0022

0.0 0. t e.00.0 0.0 0.0c. c c.0 0.cc.0 0.c 0" 0o.0 0"0 0"0o".o o.o o.c.c.0 c.0" o"o0.c . 0"0 0.00.0 0,0 0.c.c. c 0.0 c.0'Q.O 0.0 0.00.0 0.0 0. 00.0 0.0 c"0c.0 ' o.o o.o .o.0 c.0 0.90.0 0.? 0.00.c 0.0 0.0 :0. c 0.0 0.0 ì

.0.0 0.o 0.0c.0 c.0295 0.0004o.0111 0.1371 0.0c280.0183 A.?O4¿ 0.0c770.c?22 0.24C6 C. Cl39e.o?72 0.2498 0.0206C. l5I /r

c.0223 0.2¿,le o.o27o0.01?2 0.2L27 C.C3270.o157 0r I ?9ô C"A3730.r)12ó 0. I 513 Ooü4OB0. cl00 û. I270 0.04350.c178 0.i05i 0;.c454o.0utã c..),'B ¡ rr.rr4(!7O"Ci¿,4 C.Al4 j t)" C4'lac.c,)lt 1.Q6;:3 Ð.a4740..î(r,10 o.i'tì.1 i0.14 ¡llC. g') I ¡ o. ualro o. ó.. roO.0104 ô-nì7ì {)-ñ/,7?C. Ü 'i. r) ? I4 Ç.14t¡60.0 tì'1)?¡11 0r1:.51

SS SPR¡À¡G GRDRES EASE IOSS ET

o.0 0.00.0 o.o0.0 0.00.0 0.00.0 0"00.0 0.00.0 c.00.o o.00.0 0.00.0 0. cc.0 c.0

c.0

0.0 0.0o.0 0.00.0 0.0o.0 0.00.0 C'. 00.ô 0.0c.0 0.00.0 0. o0.0 0.c0.0 0. c0.o c.c0.0 0.00.0 0. c0. 0 0.00.0 0.0.0.0 0.00.0 0.00.0 0.00.0 0.0o.0145 C.00. c9ó2 0.00.261ó 0.0O.1721 0.00160. öedl 0.0e29

c. o0 30

o.9ló5 0.0c421.1092 0.c0531.2645 0. C062l,3843 0" C0691.174L C"C0751.53å¡5 0.C078l.5lt2O O.rìfitlll.6c8l 0.00rÌ21"1'?Ê7 0.0053l.b2Il 0. r,Cllll. ó140 0.cotr3l.qa,lQ ô.rtrln2l.57ll2 0.(,081l¡)!]C 0.00¡9

l0lt1?l3l4

0.00.00.04.0o.00.0' o.o0.00.0' 0.0' c.oc.Ð

0.0 0.0 0.0c.c c.0 0.00.0 c.0 0.00.0 0.c 0.00,0 0. c c.o0.0 0.0 0.00.0 0.0 0.o0.0 0.0 0.00.0 0.0 0.00"0 0. o 0.0o.0 0.0 0.o0.0 c.0 '0.c o.oooo

c.0 0.0 0.0 o.o0.0 c.0 0.c o.o0.0 c.0 c. c o. c0.0 0.0 0.c o.o0.o c.0 0.0 o.o0.0 0.0 0.Q O.O0.0 0.0 0.0 o.oc.0 c.0 0.0 0"0c.0 0.e c.0 c,oc.0 0.0 c.c. o.o0.c 0.0 0. o o.c0.0 0.0 0.0 o.o.0.0 0.o 0.0 o.oo.0 0.0 0.o o.o0.0 0.0 c.0 o.o0.0 0.0 0.0 o. o0.0 0.c 0.o o.oc.0 0.0 0.0 o.oo.0 0.0 0.0 c. o0.00c2 0.c000 0.ococ o.o0.0118 0.0c00 0.oooo o.o0.0071 0.ccco 0.DCOC O.Oc.ct 79 C,CC00 0.ocoo o. oo.c351 C.0CC0 0.0cct 0.c0.1351 0.0c00 0.0o01 c.o0.0598 0.C000 0.00c1 o"o0.0885 0.0C00 0.0002 o.oo.L21? O.0CCt O.DCO? O.O0.1ó19 0.c0cl 0.00c3 o.o0.?.ci7 0.no01 0.0004 o.oC.2 475 0, rlû01 Ð. C'C05 O. OO.?'¡?9 Q.(.,!ol ç.1(r,.tt, .r.C)O.l.l tl 0.DAít7 0.^Ol_ì7 ú.C0,l¿59 t).ûCt)?. 0.40ie C.C0.11ì7 r).u0r)l 0.40.rt 0.CD.1 l'rZ !.('t)Oz. O.^(rlO OrOô-r,.r.,/. 4.lrlrõ'ì 4.trñl.l n.ño.) r,)9 U.r.)r,11 O.031t 0.0C.615ó 0.rr0Cl 0.c01¿ C.C'

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10 66l!. å6L2 6L13 66tq 6é

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r* 0.027 .r'i'¿t1C 2 + *+. c.0? ¡?.'jlj6')'ri Q+ . +ç!â****tâ*+rr O.lZ I3:3ii133 3:;:: ,, .. ,âr*r++È{r*** o.rro.Çllrl40 Q"ti.ó 't*^*^t.*ù*tf,* 0.140. Cl9â?î Or,..¡.¡o¡ree ' . .. **È*'Þrr*t*:i*****+****i+{r*tt 0.2ót),l.ja,)10 C¡...ooo¡o,.r.........3....o...o. {r+iÈ**++tâ**rt'l+t*+ô**lttâtlÈ*Èlr*+*â**tt¡úitl'tñtÈ*ft^Ê*+Ètû+ûÂt+t¡rt.âÊ¡t Orá60.Ci, l)(rrr.la.¡¡o¡¡...tT*tttftttttîãùttttËr'tttûÈt'SßË¡ff{tttri+ûi+'lt*^'lit*'i+*+*trn'+sû+t4+*Êtdrr.{:tr*.+f¡ü*+tf'+ô¿âÀtt*t*r 0r'-t9

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R,AIÑ ICE2T EVAPOT CVAP FIELD EXCESS OTRÊCT PERCOL DPSP,C

7î,3 0.0c05 0.0135 0.11350,? a"c c.c1ô7 0.0c050.o 0.1 0.D)ó7 0.00.0 o"o Q"c)v1 0.o0.1 O"0 C.Crì13 G.C?.0 t"0 0.ü?.)4 0.0c.c c.o c"3Jcl 0.ti).') C"3 Lr.C.)i') Oâ,:"0 C.') C.l))Ll .,'.0a.) c"0 c",J100 0.04.5â 0.0 C.0J35 Q'0ró5

A

DAÌS rìUG 7 6é

HÌLSOil CREEK HAfERSHED CALCULÂ1ED OUTPUT I

?"974Þ, 0.C3" ece 3 c.09.9947 C.Oe" 9571 0.0a. ?546 c.08"3454 0.0e.334? Cr 0e.832 I 0" C

9. Ð273 0.0a.""2v\ 0.0t.e23L

8.81a5 c.08.:,16' C. 0Â" 9! 40 0.08.¡tlt8 0.03. ôlco 0.09" 8065 C.08. 6î 7¿ 0.0B"?060 c.ce " 3Cl.4 0. C

s. cc32 c.08.8Ê14 ü.O9" 7948 0.08"785t 0.C :e"7717 C.C ,e" 7r67 0" 09.7L3¿ C.Ot.7335 0.C8"7290 0.0P.7?':a C"09"7245 C.0e.724? 0. C

8.7?4? C.08"7?42 0.0e"7z4z 0.0I- 7 Zt'2

8"1 242 0.0B. t242 0.0F-7242 C.08.72\2 0.0e. ?242 0.0q-7212 C.0e.17_41 0.08.7¿41 0.0B.'r239 O.0P.7?i4 0.0,:.1¿L'J U.Uti.t?,]t o.ot.7ì(,.¡ ô.nt,.t!4t 0.r,8"7054 0.0

c. '-'?1c ù. ?0",)1.1i 0,IC" u.)J' Q. oc,cî\:0 0.00.0J13 c.0c. 0c,J? 0" tc.J,tiù 0,0

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c.0rj14 0"c0. cí)37 c"o0"1¡-ì14 0"C0.î1 I? ú.o

0.1)t5î c"0c.c.!t9 0.cc. 0074 c.00.c017 c.0

î.ûlrì4 C"CC,,).ì )! C"0c. oiioc 0"r)c.o')3'c u.c0.cJc,i 0"oc" 16,35 C" C665

0. c.c.co.00.90.00.0G.0c.0c"oc"0c. 271 I

c.c225 C-145C t.52 .à3 0. CC770.01a2 c.044c 1.4ç25 c.ocT3o"0141 0.0430 t.4577 0.o0?40"0112 0.0419 1.420ó 0.0c710.C091 0"0¿.99 1"18?4 0.0C690.007ó 0"Ç3?ó L"3437 0.0C5?0.c0ó4 0,0355 1.3050 0.4c550-0c54 0.o-ì74 1.2666 0.O15?0.0Carr C.C3ó2 1"2297 C"0C1-00.c039 0.0351 1.1913 0.c05ô

0. t72B

C€LL NO 1 OF 1 CELLS

T

2)4có7

91Ct1

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0" C 0" 0 C. Clra? 0"0 .0.c c. o o.ofJ6 0.oc.0 0.0 0.11)1 0.00.0 0,c 0.û,,ì')0 0,)c.0 a.) c,cclf. c.c0.c ô.c o. î.1ìo ô.1c,c .,'.0 c.r.;l)') r,00.1 0.1 0.,.í)ùLo.cc.) i,o r'. 1))1 0.0r).D 1.D l-Oaiìr) l..(\J. r ,'...1 r.,.!;:/4 Lt.l,,1. ,11 C. r.'( 5 ! {'. r)j)..') t'i t).)¿,5n.^ C.1 l'.',ô/l fì.:,15?!.ir,) ,,,tì U.t. ) 'tt lt.t)c.t c.0 0.t,)9f.'0"0

ss

0.c 0.cc33 0.07410qc 0.c028 0.033c0.0 0.0023 0.032cr0.0 . 0.o020 0.03090.0 '0.ct17 0.01J00.0 0.90I4 0.c29cc.0 0,0c12 0.c2alc.:0 0,0c10 a.cz7I'c.c o.ccc8 0.o?6?c"o . o.oco5 c.0254c.3 o.oect' 0.32460.3 , 0.c o.czvlo.0 0"0 0.c2300.0 c.3 Q"0?-2?ci. o o"c . c,ozt 50.c o.o 0.c2ù70.C 0.0 0.rr2Olc. o ' 0.0 0" cl940,0 c.c c.e1990.0 0.c 0.cr3ro.0 0.c 0. 0 I 750.0 c.o o-cr 7Q0"c 0.0 0.c1ó4o.o 0.0 c.0159c.2?11

0.0 0.0 0.o!5(0.o 0.o 0.01490.0 c. c c. cl 440.0 0.9 0.cll90.0 0.0 0.c135c.0 0.o 0.ol?oc'.0 0.t 0.(.)t ?ó0.0 0.0 0.cÌ220.C C'.0 0.oll80.0 0.c 0.c114u.u o.(J r).(,lll0.0 0"q c..)lo?o.0 0.o 0.0ì /r/r0.0 ui' c.r,l()l0.0 0.0 0.cq91

SPRING GRORES gÂSE LOSS Ef

0.6594 4.0003 0.001? 0.0c.7c22 C.0C04 C.CC14 C.0!C2A.71Jq O.nCO/r D.COL5 0.OC6?0.7ô44 C.00C4 0.O!16 C.0C33e.a217 C.CCC4 C.0Cló 0.001?c.eó18 0.cor)4 0.c017 0.cc04c.8î87 C.C004 C.001a 0.CCo10.9343 0.0C05 0.001c c.0c(i0Q.169A O. CCC5 (;. COl9 O-OO?01.C120 0.0005 0.00?c 0.cc001.00?0 0.0c62 0.c?49 c.0220-0.0000

1.034C O.CC05 o.CO21 o.OOOO1.054e 0.0005 0.00?l c.0400I.C947 0.C005 C.002? 0.C0ú0l.f?34 0.OCCó 0.4C22 C.O0001.1510 C.CC0ó C.e02l 0.C0001.1775 0.000ó o.coz4 c.0cc01.2C31 0.ôC?ó Q.COz^ 0.0AC'C7.22^t1 C.OCCó C.î025 o.C9ClL.Z5La O.O()ç6 A-iC25 C,.C''O¿I.274C O.C1C6 0.0C?5 0-0014L"Z't57 0.0C06 0.0C2ó A.Aû371.31óó 0.0c07 0.C026 O.Ac747.1767 0.OCO7 C.O027 0.0t191.i95? 0.0CCJ7 t"00?7 e. Cl501.3741 0"0crJ7 0."cc27 c.cl50'lr??t9 C.00C7 O.Otr2g 0"01I91.4C88 0.OîO7 .C. CC28 0.0C741.4250 0.000? 0.c029'0.ç0?71.44J' C.CCC? 0.0C2e 0.C014l..L557 0.0007 0.c029 0.ccc4t.4ó95 0.cco7 0.çc?9 0.or0l1.4831 O.O007 0.00i0 c.0cco1.495I 0.00c7 0.cc30 c.cc0c'1.5C94 0.()0OB O.0010 0.fiO001.5C94 0"C21e C.CB71 C.lC20 0.00Cl

1.5203 0.0c08 0.cc30 0.0000t.5316 0.oo0c o. rJo3t o.o0001.5t,21 0.00C8 0.0031 0.0tC0L.51?6 0.n008 0.0031 c.00c01.5624 0.CCo8 0.0Cll 0.0c001.5717 'l.OoOq O.oO11 ).oÇCOl.5rrCô 0.0018 q. cc32 C. cc'101.5371 D.00c8 0.c0'!2 c.00011.5971 0.0']CB 0.Co32 0.CCC3l.{¡ô,i7 0.C00, 0.C0'}2 0.CCC9!.r. I !v t).('r.,tt U.VU t¿ 1.,.t¿ltZ21.61rrri C.OOr'{J O.Cît2 (t.a,.^2\r O.Ol)i,,1 O"onl1 fl.ôOln1.6)1 .' l).ql)r)rl .().r)lr I { lr.f'0101.6113 0.c008 0.00]3 0.cc90

1.1545 0.005ól.ll,i5 0.Ç0541.0833 0.00t21.,c490 c.00501.0155 C¡00480.9829 0.C0450.95t2 0.DC140.92C4 C.0C4?c. Itc4 c.01/'c0.8613 0.00390.9?zs 0. c3370.8c5r 0.c035Q. 7783 0.00340.752L 0,C012Q.'l?7t c,c0ll0. ?c33 0. c0¿9c.ó8c0 0.00280.6575 0.0027o.5159 0.C0?.50.5I49 0.0C24o.5947 0. CCz3o.5752 C.te220.55ó4 0.0c210.53SU 0.0020

c. z 6î6

a.5207 0. ccl90.5037 0.001.80.4874 0.0017c.4716 0. C0t 60.4564 0.c015O.4/. l7 ().C01/r0.4?75 0.c0130."1?8 0.0013c.400ó 0.0012c.3B7B 0.001 It. t I't'; U. U,) !UO¡ J6J¡¡ O. (j¡)IOO.l';2I fr.nr)('9(J..1/.10 0. (,tr(.n0.33C3 0.00c8

' Ì\);\o'\'" ,À

AUG 7 15 65a,Ji 7 16 ó6auc 7 17 66AUG 7 lg 66AUG 7 19 6Þ!,u1 7 ?l 6âAU3 7 2.1. 6\Àu.: 7 ¿2 \6AUC 'l 2) 56AUG 7 24.¡taÃ,uÇ I 16/:AUC q 256AUl I ) ê.5ÂU3 S /. 55ArG g t56\'JS I b 6óÀuG e 756.1Uî. g 3 6áLtiG 4 9 55Ãt)'t 9 10 66ÂuG . A lt ¿.6Âu5 I 7? ^b^¿G' 1 L3 66A'Ji I 11, SóÁuc 3 15 á6¡.JC a 15 6öÂuû 3 17 65ÁuG I lt ó6auG I 19 ó5Â'rG c ?tì 66l1i.,,,; '1 ?L 6f,AtJi ð 2?_ 65ÀuG I ?3 66

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0o 0200109.'9cFs

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c. <6/r.ì14 r--- + 0'J.';â71¿r. +--- + Ou.i\g)Zi È--- + O

Q,57!t,t4 t--- + 0C..57?4 J8 *--- + Qit.575t:5Q +-_ + cc.5'1715C t+-- + Q1,tÌ,!Ir.- È1-- +o1"il-rliirJ Èç-- + 0¿ai327a1 +1-- + Q

1.5.þ,L511 **-- + Qr).5À/,1:u É+- + Q

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0.0300'163CFS

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96

AUç ?16 Ð"C 0.0 0.C171 0.017 0.C 0.0 0.0t45 0"0l8 c.c 0.0 0.c -a??. o.o19 0.i 0.0 c.01ce 0.020 f-1"c o"Q c.01ll 0,,21 0"0 0.î c..J-a11 0"r)2Z C.3 ?.1 C. Cl:0 Lì.3?J O.î C"0 C.O.')t e,121 r).u í).Q C.C)1{: C.1

1"59 ç.3 0.2155 0.C7ó3ÂUG 10| 2.0 O.C C"O)IO O,¡2 0.3 C.C C"n')l'l 9.c3 a.o 0"3 0,ol tc ,l"o¿ !..1 ú.0 C.C't'¿'.) i"()5 1.A O,0 ç"uJ)C C.C6 7.a C.e 0"c.J3c 0"07 C. C 1.0 Ç. C,".C C. tI C.0 e.c c.J.)tj1 0.0r o.'J c.c c. cîJ6 0.O

10 C.0 C,0 0" Çr)?0 0. t1l 0.o .c.c 0.00î1 c.07? 1.0 0.0 c. cl t/. c " ?13 C.û 0.0 c.0136 0.014 C.1 .J"7 00021,i 0êtt5 0,î c.o .î"D2ir) c.o1ó 0.1 ç.0 t.c15ó c.ci7 c.0 c.0 0.0i14 D.019 0.0 c.c c.cr51 0.Ð19 e.t 0.0 c.oJ¿.) c'.n2û 0.0 C"9 C"Ot16 11.3?L 0.C ^.al C.C.r.-rt C.022 1.C C.,) :"î ).it 0.0?7 0.0 0.0 c.01,rJ 0.024 1,"2 C.0 3.0CrC Co0

1.59 c-O o.32.J5 0.Ð763AUG I II 0.t c.0 c"ct?o c.0z c.c o.c 0.0.ìcu c"03 1. C O.C C. CJlc 0" o4 0.c 0,0 0.00Jc 0"05 'a.e o.c c;,.iîoo c.o5 3"C C.O C.oelc cì.0a^^ \j../ r,.i,Jiù tJ.i_¡B 0.3 ,)"0 0.1'i.'Z C,0I ')"4 0.î c.c),j7 o"o

l0 c.û 0.0' n.v't2\ c...)11 c.? c.0 rl.(J)'i5 C.,)lz ,J.c ir.! C.1I11 '..)",)l1 ô.i] f.rl ('.,'l7i a'.0l4 ,1.^ ¡",'l ^..ll2q r..tl5 J.C 0,9 C"ú2¿5 C.O15 ).1 O.O ù.îI73 rl.O

RAI:¡ ¡CEPf ÍVÂPí)T ÉVAP F¡TLO EXCESS OIRSCl PERCOL OPERC

OÄTE AU6 9

HILSON CREÊK I{AfERSHEO CALCULÀfEO OUlEglI

A.6974 0.0ô.6916 C.08.6682 0.08"6867 C.03.5862 0,0ô.'r8ó1 C"C9./)P10 0.09è /,iì:'9 0" 08./;8qQ 0.01.6859

F.6c59 0.0e.6e59 0.09.5851 0.0e.6e59 0.0$" óe 5-o 0. 08.6859 C'.0B.6tÌ5e 0.08.585s C.06"515i 0.0a.óe4t 0.09.49C6 0.08.6729 0.08"át93 C.C8.tL25 C;0:e"5'!c4 0.3E" óCC5 0.0ts.5871 O.08"57ç3 0.O'8.5757 0.0s" 5744 0.0e. 57 t.Q c. 08. 5740 C" 0e"57i9 C.O8.5739 C" 01" 573q

e.57 79 C. C

F. .5719 0.09.5779 C.04.5739 0. C

9.5739 0.04"':7 39 0. O

8"5739 C.0e.5739 0.08. 1r7 a4 O. O

8.57?0 0.0¿.,.iít)2 0.r)8.5.-,ç9 0. Crì.t/,ril. C.l)¡r. í2 52 (.'"O8"tc21 C.08.4A25 0.C

c.0. 0.00.0 c.00" 0 0.00"o 0.00.0 c.crc.0 c.cc. o 0.0c,c 0"00. c c.0c.27 L1

0.0 c.c'0. c 0.9o.0 c.00.0 0.00"0 " c.00.0 0.c. 0.0 0.00.0 0" 0

.0.c o.0. 0.0 e.0

0. e 0.0c.0 o.t- '0.0 . 0.00.0 0. c

: ç.c o.0.' 0.0 c.0' c.o c.c

0.0 0.0o.o ' 0.00¡c 0.00"0 0"00, c 0.9c,0 0.0c.0 0.00.2713

0.c 0.o0.0 0.cc.o 0.o0.0 0.00.0 0.0

c.0 c+0c.0 c,90.0 0.c)c.0 0.00.0 O.tJ0.0 c. ùù.0 0.0(ì. o o.0co 0 0.0C.O r:;o.

CELL NO I OF 1 CELLS

c.0c94 0.32C0 0,C0C70"0c91 0.3t00 0.oocó0.0089 0.100q 0.000ô0.003ó 0,2911 0"0c050,1c93 0.28?2 0.C0050.cfì31 c"2775 C. CoC¿0.1cre 0.?652 0"c0î40.i776 .C.¿571 o.çCrù30.0074 0.24e3 C. C?03

ss SPR¡N6 6ROAÊS 9ASE LOSS

0.0c71 c.2418 0. C0o20rc0óe o.?r46 0.0002c.cc67 0.?276 0.rr00?c.0c65 0.22C3 C. CCtl0"cî63 C"2143 0"0C010. oc51 0.2080 c. C0c00.0c60 0.20t9 c"0c000.c15e c.la6l c.c0.0056 0.19C4 o" c0.0c55' 0.1849 0.00.0053 0.179/+ C.00.0051 0.1742 c.00.rJ50 c.1óe2 0.0c.or48 0. 1ó42 0.00.cc47 c.1595 0.00.0c4ó c.1549 0"00.0044 0. r 503 0. Ò

0.0043 0. l4ó0 0.00.0142 0.1417 0.00.0î..1 0,1376 Ò.Cc.0(.39 0.1336 0.00.c038 0.1297 0.cc.oLr37 0.1259 0" 00.cc3ó 0.1223 0.0

1.6424 0.C008 0.0033 0.0071L.6+72 0.0008 o.co33 0.00451,6528 C.C008 0.0033 0.0c221.6 574 0.0C08 0. c033 0.0cc9L.tr!'!1 0.0C08 0.0133 C.CCC31.5657 0.CC98 C.0C33 0.0C011.6^'15 0.atn1 c.qct3 1.ç100l.ó îtc 9.!r-\o1 rt"0cJ? o.lcJcl,tJ7tt7 0.0r1?8 0.CC34 0.000C

0.2849 t.ó 763 0.C4ll 1.L644 0. I402 0.0001

E1

1.6794 0.00on 0. c034 0.cc00l.r>822 0.c008 0.003¿ 0.00001..e?.4?, 0"coo1 o.ca?L 0.c0ô0l.!¡1l'7 2 C.11?8 0.003/* C. CCtO1.ó3?/+ 0.CCC8 0.CC3¿ Ç"00?O1.691¡' 0.000P o.oo31r c.0c001.6932 C.0008 O. C03/. C.C0001.6949 0.3C0e 0.0C14 c.o0tl1.6?tr1 0.00O8 O.OO',1 0.000ól.tr'tl6 0.COCA 0.0034 0' CC201.69s7 O.O0CS O.OO34 O.OOtl1.69e7 C.0008 0.0014 c,0t04l.7XX5 0.00C,9 0.C014 C.016ó1.7C12 0.cc09 a"rJ)21 c"c2te1.7C17 C.CtC)9 0.ù034 0.C2101.71?l .O.OOn9 0.CLr34 C.C16ó1.70?3 e.c00e 0.003¿ 0.c104,.'to21 c.0cc9 0.0c34 0.00511.7024 0.0c09 0.0034 0.0020l.'t123 o"oc09 c.cc34 c.ooc61.7c20 c"ooo9 0.oo31 c.ooc11.7017 c.0c19 0.0c14 0.00c0I.7CIZ. 0.O009 0"0c1¿ 0.cct01.7C0â 0.0q09 0.0134 0.00c,

0.0015 0. ll87 0.00.0034 0.1153 0.0c"0033 0.1119 0.00"0c12 0.1cs7 0.00.003t 0.!c55 0.0o.cî30 0.102¿ o.co.1C29 0.0e9 5 0. 00.0028 0.096å c.00.0028 0.o93a o.00.11?.7 0.0910 0.0c.012ó 0.o3b4 c.0c. ci¿ 5 c. ù8J I O.00.(iC25 0.0tì.,3 0.t)o.rìo24 0.o1r)a 0.oo"nczt o.07bó c.0o.oc¿ 3 o. c763 C. C

c.2859 1.7005 c.0615 0.245¿ O.25?Z 0.0001

l.ó99? ?.C00e 0.0034 0.0cc01.6991 0.0c08 a.co14 0.0c001.6982 C.0038 O.OCl^ 0.CCC01.6972 0.0C09 c.ocv4 0.cOc01.6951 0.CC08 0.00-¡¿ 0.CoC01.6949 0.C018 Q.OJ11 0.CC007.5cj7 3.0cc8 c.0034 c.c0c01.6r2-v 0.00c8 a.02i4 ç.cdezli6ro9 o.o3oB c.co:ì4 o.rJcc?l.é8a4 0.ccog 0.0014 0r00?11.6ù79 u.O0rJ8 0.o()14 c.co55

:.r',cf4.r 0.Otilft q.Aq14 C.C17,l1.¿'þ.)7 1. 0GCfì f,-CC-l/. (t.1i 2 \1.6rJCB C.00CB O.0034 0.02251.678(¡ O.rrOüa O.ODa.^ C.Cl78

N\oOr

ili

AUG 91¡5 66au3 9 17 é6aJÊ 9 18 66AU3 ? 19 66Âus ? 2c ó6Äu6 ? 21 65juc 9 Z? 46ÂuG ? ?l 66ÀuG 9 2L 66Äu3 10 1 55Â'J3 7C 2 65Áuî 1? 3 ,r5,lui it 4.55,1'i3 i? 5 55Áuc 10 5 65AUl LD 7 66

^t_t., 10 4 ô6

aut lt ç óåÂ'J3 lc 1? 65auG l0 il 65ÂU5 \!'!2 6\ÅU3 LC 1l 6f)ôlJç ]C i4 45

^t3 10 15.55ÂU; 1î 1/r 66

^tJj 11 1.7 66

auc ic l8 66ÂuG lC 19 ó6AU3 \Q 2.)t:ãþ'ii 1^ 21. 56au; 1i) ?¿ 65t!ì 1) 23 65auc iô 2a è,6ÂuG il I É5ÂuG 11 2 65auG 11 3 s6AUC ll 4 h6ÅuG 1!, 5 \6AUç 1i 6 66

^UG lI 7 tt6

aui 11 8 66aut lt I 65At)} l1 lc 6óÂuc 11 Ll â6auc il l2 s6AUC ll .13 /,6iul ll 14 5áAU5 '1 Ì 15 65aur; 1t 16 s5

c. cc c00 cFs

c.5g?6c4 rr- + Q

C.5o¿?t)7? ik- + Q

0.5qa^4i rÞ- + 0?o591a47 *r- + Q

C.593159 *1t- + Q

l. to442l .Èi,- + 00.515537 ff + Q

1.-¿961',)1 *t + Q

Q.qt'|q3L ++ + Q

0"599t1a *ñ + Q

0.6e0i51 *f + Q

e.6q1?Å5 r* + Q

^ :^f \r^ irÀ

^ ^).irn?-i'i) 4t + (J

0.5c'J951 +* +c0. ó047Ca *t +QC.(¡O5i6r¡ r+ + C

C.6ô54,)4 ++ + Q

t'i.61 7?j3 È+ + Q

C. /j1äI1? +* + Q

t.4,i':,iî2 $* +3c.5q9ì)2 {,s +O

c. ó10553 ft+ +?C./i1!504 *n +Q'J, ',i? 15, t'+ +ìc.óll?l¿ É* Io,614J57 **

"8a,6I¿;09.*û ?c"ó15?5') +Ê î0.5I64lil *,$ e?,.:?ç5I t'¡ íl(r./_.Ia312 ** ec. óì.9i52 i'* *A"5¿1.î12 *^ç+0. é¿îsô1 1r+c+0. á21711 *4íl+ca 6?? 5i2 n4Q+o.(r2)1xl *.ç+Dô 62425' t 4Q+3.6251ôl *r0+0. ^2

q91,3 **0+.r Áf .-?o? *ân¡4.6)1611 n*'J+i.1..? t).'.^2 È^t7+c.6iq3¿5 *+0+0.,)'10157 ^c!J+c.ó311^q #rQ+C' ó1lJ4c *tr.rì0.óâ259q r'tC+

0.c10054. 4C FS

0.020010B.8CFS

:

t

-1i: t4

0.03001 63CF S

0.0400218C F S

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:

cHR. P.AIN ICE2T EVAÍ'OT ÉVAP FTELO EXCESS DfRECT PERCOL DPERC

Âu6 l1L7 c.C C.C 0.tlti 0.0t5 c"x o"c 0.0c55 c.c19 0.0 O.0 C" C021 0"02C C"C 0.C C"0tc7 c.1?l 0.0 ù"9 C"0112 C,C'2? 0,û.0.c c.0î00 c.c2) 0.4 0.î Crî:1ilC 0.02'. Q,a t.C 0"C'j,ji tì.0

4. -)9 Ô. O C. /,i.fìi 1" c763

DAÎE ÂUG II '66

AUCIz?

56

s:.01it?t3

. 14L)Ltt171a19?c¿L2Z?.t24

t20.1 c.c e.c?)9 0.0c.e o.0 c"clro 0"0c"13 0.1294 l.Clio 0.CC0c'-r. ? 1 1. Q5')i C..t))1 0. ':100).23 O.0.aa) C.CliC 0.c01Ct.ì 0.cr;11 c..i,))0 0,010c0"? c.î5c) c.?ùc: 0.c0ccQ"O z.ALtq 0.ô0,)t c"Jlct.).a ^.o49,- c. t.) )4 î..1)C4C.0 a.OL2') C.1114 C"001. 1r

C"0 1.04/rì D.O1a,7 C.1,J3?0.C t)c9.\t:<) C.C )¡4 û.Ct71'0.c e"c25) c.cti., .0.01190"0 D,Ð1¡) î.Ct5o C.0I5Cc.o c.? c...ìIi1 0.ci10

c.û ^.,) Q.)')Ì4 Q.Q0.c c.0 r). cc37 0. c.o.0 o,c c"c.)14 0.0c" c 0" 0 c" Ð'.),)+ 0"cc.0 e.0 c.'J"^¡1 C"03.:) 0"0 Cô01ì(i 0ô0().1 c.0 5. cÐlú 0.tî.0 0.J c.Jù)o û.06.9ó C.O 0.52¡5 C.1Zó313

t}fILSCN CPET( I{AlERSHEO CALCULAlÊO CUlPUl

0, 46 8e 0.08.45e7 C"C8"L555 0.08"4545 0,08. a5l+0 OcO8ç¿r519 0'0?" 45?9 0" 08,/.539 C.0t. 45? e

I "

45 _79 ç.09õt+539 C"08.1539 0,09.1¿65 C.1852P.." 6528 î. CZ94d"6695 C.08.ó/.85 0"0E.f¡665 0.0e.4et5 0.08. é.Í'85 0.C?" 6685 0"O8.ri685 O.C2" tr6B5 C.0s.6ó35 . 0. C

il.'165C 0.C'8.6575 0.Cð.5419 C.O8-6424 0. C

8.6348 C.03.6389 0.C9"636é e. C

9"6389 C.08"61_q5 0.0g" ó385 0.01"ó365

8.6?Ê,5 C. 0D " 61e..5 0r 08.â315 C.08.6395 0.0B .53.95 0. 08.ó?,65 0.Ce.63c5 C.0s. ó3 84 0.0ê.6391 0.08"s170 fi.08,6t1q 0.08.52't 3 0. 0Lr¡157 0.C9"1r'i15 ç.rJ9.9Ct5 1.0go 5ó54 0.O8.55? C.0

0..0 0.0 0.0c?20. c 0,0 0. cc? 10 .0 c.0 0. 002 I0.0 0.0 0.üc20c.0 0.0 0.0c¡90.0 0.0 0.0c190.0 0,0 0.1?180,c 0.0 0.0c18o. ?.'lL3

0.0 0.0 c.ool?c.0 c.c orcot?0,0 0.0 0.01t 6û.0 c.0 9,991ó0"0 0.0 0.î0150.0 - 0.o 0. ô015c.0 . 0.0 0.c9I4c.0 0,0 0. o0l40. c c.c 0.101 4

. 0.0 . o,o 0.c0130.0 0"0 0"0013'o.c o.o c.o3l2c.0 0.9.'o.octz(r.0, 0.0 o.cDlzc"0 c.c 0.031 Io.0 0.c 0.c0ll.'o.o c.c o.côtl'o.o o.o o.ccto0. 0 c. 0 0.041 00"0'0.0 c.rctoc.0 0.c 1.0eI0c.0 0.0 c. û9J9c.c o.0 0.1099o.0 0.0 0.0c09o.2767

c.0 0.0 0.0c080.0 0.0 0. cD090"0 0.0 0.0rÐ80.0 0. o 0.000a0.0 0.0 0.0.108. 0.0 0.0 0.c0c70.0 0.0 0.01070.0 .0.0 0.c307e.0 0.0 C.í,OJ70.c 0.0 c,0007o.0 0.c 0.c0060.0 c.0 0. oc'oó0.0 c.c 0.co)60.0 0.0 0. r\:t6C.D 0^0 C.Cr))5c. 0 0. o 0.0i)ù 5c. o c: o o. oc,)5

I?-

3

56''lE

91011lzt3l41-q16L'l

CELL NC 1 OF I CELLS

?.0 2.c2"0 0"c

0.0 o.0c. c 0. o0.1 0"0

o,0 c.0l.û J"00.0 0r 0

'r "a 0.0ir. c c.0.1"1 ,t")Ð. C l"t)

SS SPRINC GRORES EASE TOSS EÎ

0,0741 0.00.0719 0.0o.0óe8 0.00.c678 0.0c.0658 0.00.0ó39 0.00.0ó20 o.oc. c6c2 0. c

- 0.0585 0.00.05ó8 0. cC'.0551 0.00.c535 0.00.0520 0.00.05c5 0.00.c4e0 0.c0.0476 0.oc.0462 C.00.0449 0.C0.0435 0.0c. c423 0. o0.0411 0.00.0399 0.00.0387 C" 00.03?6 0.00. c3ó5 0. c0.0354 0.0o.0344 0.00.c334 0.0

.0.0324 0.00. c3 15 0.0c.030ó 0.0o.o?97 o.o

l:6?ó? 0"0c09 0.0034 0.0111l"tr749 0.0008 0.C033 O.CC551.ô728 0.C0C8 0.c033 0.00211.5707 0.0î08 0.0c33 0.c0071.66?,5 0.0C08 0.0033 0.coc21.6552 0.ûCl.r8 0.OC33 0.010C1,6639 0.0C08 0,0C33 0"C0C01.5å15 0.0fr03 0.0013 0.tc1c

0.2s59 1.óô15 0,0817 0.3267 0.3722 0.00C1

1.65e1 0.0008 0.cc33 e.0c001.6557 0.0008 0.0c33 0.ccc0

. 1.6542 C.c018 0.CC3l 0.0l.ó517 c.0c18 Q.5.113 Q.01.6491 0.0008 Ð.1rj'J3 0.c1.64'¿5 0.0006 0.0033 0.01"4¿.39 0.0018 0.c033 0.01.6/+12 0.01C8 0.0t13 O.01.63A5 0.1¡08 0,C033 0.0!.61s7 g.oocg 0.cr33 c.OI.ó329 C.C0¡8 0.9C33 "0.0l.ó3tl O.0OCd C,-COJ-ì O.O

.1.6?-77 0.COC9 0.0C33 0.01.62,,4 0.0C08 C.C0l2 C..0t.5?15 0"0c08 0.o032 c.çe50''1.61 35 0.0CCB 4.Clt|? 0.01191.6ì.55 C.00ri8 o.co32 c.oo74L.6L?.5 0.00C8 0.ct32 c.Çcv11.6C95 0.OD08 0.0032 o.CO141.ácáó 0,c008 Q.ça)z 0.c0041"3..36 0.tCC8 0,çX12 C.0CC11.6C05 0.r)cfi9 0".)332 c.30001.5.â74 C.O008 0.0032 0.r¡c00L.5c/}7 0.00c8 0.qo3? 0.000c

'0.0?88 c.00.c280 0.0o.o27z o.o0.0264 0.00.0u 5ó o.00.c249 0,0c.0?41 0.00.0234 0.00.c¿23 0.00.0221 c.00.0215 c.00.0208 0.0

c.0196 c.00.cte1 0.c0.ú195 c.o0.0r80 0.0

o.2q59 1.5941 0.lclz c.4QLe o.4022 0.0002

1.5e12 0.0008 0.o072 c.cú0c1.5931 0.00c8 e.aD'? O.0rJ0c1.5f|49 0.C008 0.0032 C.C0r;0l.5et7 0.o008 o.co32 c.0o001.57P'6 0.C008 0.G032 C.0C001.5754 0.000e 0.001? 0.coc0L.5't?2 0.1t08 0.îoll o.oco01.5\49 0.0008 0.cî?l 0.00011.5ó57 C.aD0e 0.0cll c.c1057'"5t,24 0.0c08 0.0c3t o.oc171.5552 0.0008 o.003t 0,cc441.555e 0.0c08 0.0011 c.0cB91.551ó o.o1e8 0"1131 C.11431.Êra11 O.O.1A O.nt¡l o.ctoo1.54(¡O Q..Û)Q't e.CrjSI A.Çlft}L.5.4¿l 0.fJc09 0.ctil c.cl431.53a4 0.0008.c.cc3t 0.cca9

1\)\oco

t-

¡\UG 11 l7 6óÀuG 11 13 ó6auc lt t9 66AUç tl ?i 66auG l1 21 66Âuc l1 e2 56Áu3 I1 2r 66at)c ii 2¿ 56.Áus 12 L 6t>AUG IZ ? 65Åuc ,i2 J't:6/1U6 12 1 65Äuc \?. 5 t,6ÂUG !.>- 5 bt¡ÂuG l¿ 7 6t>au3 12 .o, 66

^lJG l2 1 65

AUG lZ lC trt,¡.UC I2 II óóAUÙ \¿ T2 56ÀUG 12 I) 6ttauc 12 14 66AUG 1¿ \5 65¿\lrG LZ !ts 65

^1.)., l2 17 ó5auc l2 19 6óÂu6 l2 tc ¿,6AUî t2 ?1 65AUG L? 2I $5Â'J5 l? ?-2 65

^ut 12 23 5t>âuí; L2 ?1 t)5ÂJG It ',!. 6t>AUG 13 2 65AU; tZ 3 65AU3 ll 4 46I'VC l),: 5 55ÂUG 13 6 6.)ÂuG i3 7 65auG 13 ¿ 56

^!jG 1l 9 65

^'J5 Ll te 66auc 1t 11 ô5auc t3 12 66ÂuG i7 t1 65auG 13 l¿ 5óÂuí 1l t5 ó6auG 1l 15 56auç t3 17 ó6

c, c0000 cFs

0.63!Cr6 /],fQ+0. 6 J434)a r,*1a0. A3c2!C *åC+C.å1611þ iaC+0.a36q70 ù+e+0.4:77J2 rÈ1+n,^l,r5j.r *r1+ù.63? ì55 ++0+0.6+01 95 í+0+3. ó/.11)?l 4rQà1.Ê^?t"5x 8^Q') " t47 47t¿ *f 1.. r.o¡.¡e'1.61'9)r)l *aJ +c.51.172¿, *A1 +câ 55C5/r6 t.qo +0. ó51 r,5¿, .râ0 +o.65?-14,6 *ì:) +

Q"!5j)11 +È t) +0.('5.¿?ù ¡â l+i.ó5í535 (* r)+c.355.i68 r¡ C+c.ó562á1 +û .l0.ái7371 *È &J.ô57,1'ì1. tt Q

Ð.á5q53rl *È q0. ó5?i,)5 ?Ä -0

r). ó5î?(rt ** {0./)AllOl.r*:)+0Ç6Él?14.'ã+rl+t).,.^771î) laQ+q. ¡)(:'tl'a)1 * Q+0.5(.rJ'll * Q+().665,)16 + ß0.óó5t90 * Q

C.oô55J, f eJ.5rr7L73 * At

0.65¡i25? a t0,650i5c * îC.b5ç135 * O+0.6731>¿1 * 1+c.571+,)4 + 1r0.672185 * 0+o. s72)a4 + Q+c.t>73'IL? è Qþco571f5lg * 0+c.é75?93 * 1+o. ó76.:5ó * 0+9.675?]8 * Q+c"6775Ð7 * Q+

0.0 10054. 4CF S

0.0200108.8CFS

0.0 3c0I ô3C FS

0.04002l8CFS

' ûr* 0.03*rtárt**+*r{'4t*rt*'t¡tr**r 0. 2 I

,+Èù 0. Ca

t\)\o

r\0

HTLSC\ CREEK HÁlERSHEO

S I'4ULAT I CN PÊOGRAML' ' THfS PR'CqA9 gA(83 USÊ OF LTN€ÂR P.ESEVO¡RS

PLÂCED ON: ASCVE TI-{: CIL{ERi /\\D FþCOD P.OUTING TECHN¡AUESIN CCCER fO S¡VULATE THE IlYORCG!ìAÞH.

IN ÂCOIT¡I}.!, C:LLS,SIYILAR'dITH RESPECT TO CCEFFICTENTSAI,IO ÂESîVCIi.S JP5 PL¡rC5D SIDF AY S IDE IN ORDERTO FURTHEÂ }ÌOCI FY T'.1É HYORCGRAPH.

I¡I THIS R.U\ THgRE WEPE 1 CELLS USË0. ANOTI{Ë. STZULATJS}I YfAq 3F I9ó5 STARTING ON SE'PT 15O

THÊ FCLLC',TING i{ERE fHL: INITIAL CCNOITICNS USEO

'a

ICEPT = 0.0 PS?COL= 9.0 KS= 1ó3.ICAP= 9.9t Kp= 9. GRDRES= O.0FIELD: 9.7C PFP.C,lP. 8.80 BASE- 0..FCAP= 9"00 CPERC= O"O Kß= 2OOO. 'r

. CPÂ\= 0" î3 KDP= 3ó.2c LoSS= C.0DIRECT= 0.0 SS= C.0 KL= 50C.00K0= ó2.73 SPR I\ç= C.0

n '-

NOTE: Coefficients are the mean values found from optimizationof all three hyd.rographs.

'. t

u),., o,.o

-¿.

)J

'G' -2.

g.î,-.:

f¡)()H

-!l-.

'1 '1-1I

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.r

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;qEPr i5 {ì'i SF.r'f 16 05 St-Pl- 11 65 :itf i tiJ.î5 5F.Ff i3 65

I

I

! lr lrt -lU

i ¿ct

I UL.i

I

I

II

ìt

,J if ti

CC - -.714 Cl = 1,C0C CZ = 0.714. K.='6.C00 X ¡ 0.5004

0Â1s sSPT 1.5

qÀIN IC¡DT FV;!P0f !V.\o

s sPfIz

4q

6'laI

.10ll1:t,

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' cgLL !\¡o 1OF l CELLS

0.00.00.c0" 00.0c"0

c.0 0.0002 0.c1300.c 0.0002 0.0i260.0 c.c00t 0.at22o.0 0.0101 c.0118c"0 0"cc01 a.orl50.0 0.0c01 0.clt10.27 2'0.0 0.00c1 0.01080.0 0.0001 0. ot 05c.0 0.0o01 c.cl020.0 0.000I 0.0c99c.0 0. Ðû0I c. ç4e.5c.0 c" cc0 i D. or)q30. 0 c. crJaro 0.1),J )00.0 ' 0"c0c0 0.r)o8g

. 0.0 . o"coco c.00950.0 0.0000 0.coì2C.C 0.? 0.?Crl0e,0 0"o 0. cc?8' C.0 . C. O O. Lì07ó' o.o o"o c.1273' c" 0 c.9. c.00 71c.0 0. c 0. uc'ó 90.0 3.Cr 0.J167

; .0. c 0.0 c. c¡65-'o.0 0.0 0"cct4' 0.0 0.0 0.0052

0-0 0-0 0. î16cc.0 ' o.o o.cc590.0 0.0 0.,J057c"c c.Ð c.11550. z.7zv

0.0 0.0 0.00540.0 c.c 0.005?c.c 0-0 0.0051c.0 0.c 0.c0+?0,0 0.0 0.c14-âo.0 0.9 c.o,)470.0 0.ù 0.00450.0 0.0 c. cr440,0 c.0 0.co43o.0 0.0 o.a.42c..0 0" 0 c.0041o.o 0.o o.oo/+o0.0 0.0 0.0b3e0.0 0.0 0.r-10',7L. U (,. U 0. ,.r,J J ôO.O fJ.O C-(.;i)7jr).0 0-0 c-ot l5C,lì C.0 C.r,r03/rc.0 0.0 c. c033

8. 3CC9 C.0e.8008 0.08. SC C7 0.08.91ì0ó 0.0¿" 3Cù5 C"C8 xî95 0.0Ji.9(rC4 0.Cat. f UVa VõLe.8003 0.08. ÂC01 0" 08.7q9a 0.08.799C 0.0B" t'975 0.0a\ala)l UôUrr" 7qt5 c" c8.79ì.6 0.0ð" t902 0" e'P,.1î:94 0" 08.7?90 0. C

8.7ee9 0.09,78fi? 0.0B" 7F S9 C.08.7969 C.0.3.7,jt? a.ìc..tÊ 3 ç

8. 7fi69 C. C

8.78e9 0.f)e.7899 0.08. ?.c-,09 C.09.7849 0.C8. 7¿ ri.¡ O. CQ tolo

^ ^O 7c s r

8"7E83 C"Cn.'Ì rt.87 0. o8.7Prj4 (.;. o8. ?rì77 D.O8. 7 ?.6ó 0. 0e.7850 0.0r. t') ) ¿ u.

'.)ll. /fr:!¿' . O.CQ-Ir-a¿. .c.c,it" 17,1!i 0. c9"77 .a5 0. c

ss

c. c.) l0 0.30. O?ti o. 'Jc"']ttc c.,lc.cîlc c.cc.ü;.)û o.3c"0.101 c,0ir!r;11 ar.g0".012 C"Lrc. r117 1.1C"t:;11 J.C0.0J17 0.0(r.Crì.'9 C.1 j

0,c?75 0.0'i, .,., l" u.,l,).î)f ) ('.,.

Ô / tt f ^ ^

'),.rJj I rl.l_ìc"lç.)7 c"0

SPRING GRORES BASE LOSS

0.4699 0.00170.4557 0.0c160r4419 (J.0Cl5C./.236 O.00r.40.4157 0.col30.4c32 0.00t2

' 0.34C8

0.3et1 0.cc120. 3794 0. C0t I0.3ó81 0. cct0Q.7 -\7? 0.ç01c0.3456 0. C0090.3363 0.C0¡80.3264 0.CCC8c.3ló8 C. CC170.3076 .0. û0070.298ó C.00có0. ?si9 o.0oq6c.2el5 0.0c05c.2733 0. CCt4O.2455 O.DC!¿+a.?.579 C.C0C4a.25A5 0. f) 303o.2t 1L C.00c30.2365 C.0¡li2o"22e9 0.0c02o.2215 0.0c0t0"zL't2 0.00010.2112 0. O0C1Qo2?1'+ C.t0CCc.1Ç9e c, G

o.362S

0.1944 0.00.18e1 0.c0. 1839 0.00. 1789 C. Oc. I 740 C"0O. I (¡'.r 3 0. C

0.:.r_.47 0.00" 16C? C.00.t558 C.0c.15t r: o.o0. 14 75 0.00.1434 0. O

0.13e5 0.00. I.l.;7 c"0tJ.L)¿t, c.V0.1?frr. 0.Cc. t:¿a c.o0.1?15 0"00.tl82 0.0

I

1.83C6 0.00C9 0.0037 0.t0021.8 1A8 C-0009 0.0c37 c.occlL.5166 0.oCCq 1.0037 C.CCoo1.Pil.0 0.OCC9 O'C03? r¡.G10C1.3¿¡10 0.îCO9 O.oO?7 C.CCCO1.8ó7ó 0.3C09 0.c037 0.c3001.857ó 0.0439 0.t757 0,3071-000001

1.873e 0.0c'Je 0.c037 c.ccc01.g7qa 0.0c09 0.0038 0.ooc01.8355 C.CCC9 0.0039 0.CC001.ScJ8 0.0009 c.003a o.e000I.q958 0.CnC9 Q"0Cl8 0.^îî01"?115 0.0C't0 0.ct38 c.lcoc1"9r..49 Llcr.;ôlc c.cc3â c.r)c{r01.lte0 0. ccl o o. ccl I o. accS1.9t29 C.0Ct0 0.oQ\i o.c00l1.9164 0.00t 0 0.003ô 0.o002l,9lc7 0.001c 0.c11ß c.cc^s1"92?3 0.091C 0..)clå c.cc111.C:57 3"0rll 0.1C1rq 'j.0rj171.î2:ì3 O.r?10 1.CC3î i.otZZì.9?'17 0.0010 O.c¡J\i .î..Oaz2I.9a,¿,) 0.,-rctl0 0.0t?9 0-0c17L.?1t,') 0.C110 0.00?., c.0rìr¡l.?.t6'1 0.triL0 a.CCJ9 C.i,ti\5I.9 r.lJ C.0tìI0 0.00'ì9 C.CCeZl.()¿.-1 o.oct0 0.oo3q c.9ocl1.9a19 0.0010 0.(1039 e.ôcr.ìc1.94?0 0.O010 0.0ct9 c"0c1ìo1.942? Q.!)ît.0 o.cn]9 r,.1c')0).7415 Q.Cr.Ìi0 C.'jt)1.ç C.t(î?1.14i¡: D.CLt¿l 4" ¿ô7.1 C. Cl;)4-0.0C11

1.9142 0.C010 0.0039 0;ç00cl.9t+46 0.0OlC O.0O39 C.CC0Ot.944? C.00t0 o.0139 0.0000t"?451 0.0ô10 0.0039 0.0ccc1.q451 0.0010 c.0c1c 0.c0c0l.')4'¿D O.0CIf Q.')C i1 C.¡'.çç1"9/.47 C.C0:.0 C. CC?.c C.0C001.9¡.6¿+ 0.0cIc, c.c019 o.cci cl.e4?e c" oclo 0.c03cr o.oo3l7-9r1? O.Oô11 O.OO?9 r\.n,ì^21.9425 C.0010 c.cr,ì39 00cc0/r1.211f O.OOIO O.00.,? O.AOO9'1.94q7 0.oct0 0.0019 0.1014I.â39i ú.t)Cli' C.0rì1a (¡.{)CIIl.'r.i,) ').U(,I(' tr'.(i'rJ,¡ ('.r/t l,t1.') r¡ ì .J.tCl0 Õ.C4 t t (.r)r.!¿.1.c'l')? ll.n^! l¡ f).'ìriìt (,..a.rQ1..? 145 0.(ìclii. 0.00J,l ù.n(.r]tL.9.130 0.00tc 0"c019 0.cc02

EÌ

,(¡)ror.i oì

1.

t.'

o sEPl 1q 1e 65sEpr 19 2e 65sa?r t9 21 6is:pf Ì.? 22 ó5s:o1 l1 23 ó5s:pT l9 24 55stpf 2, 1 655fe7 2A ? 6isÍpÌ ¿? I 65s:ÞT ?c 1 65\e"r zo 5 sss-f"T 2,1 5 55stef ?1 7 55SEpT 2C I 65stpT 2c 9 é5s:Pf 20 tc 55sE;'r ¿o 1i 65si?1 ¿1 l.? 65s:p7 ;f ll 65s501 21 l4 ¿5s521 ¿,j l5 65s:irT ¿? t./r 65sf?r 2c l7 65cÊot f

^ t â a<

st?i 2J t9 4ts[Þ1 2'] ¿3 ê5sErr 2o 2i 55ss"T 21 2Z 65sEPr 20 zl 65sf tf ?? ?¿r ¿)5

sEÞi ¿.1 I 55sf'Pf ?l 2 ¿'5sEor 2t v $5sEÞÎ 2t 1 65SEÞT Z1 J 6'sEFÍ 21. .5 65SrIPI ?r- 7 65sE¡r 21 8 65siot ?1 ,? ó5s:eI 2I 1,ù 65s:Pí ?l 1l 65sEzT 2! i2 65SEer 2l 1l ó5sÊ1r :ì ì4 655Ép; 2l l5 45SEDf 2l iô ó5sEPr''2t I7 65ciPT ?t 18..qSEPI ¿l lrr ô)

0. c0c00 cFs

C. ê55ô'16 *t---- +Q

0.657c7? t*--- + Q

0.66!378 f,+--- +e0.4627C5 ++--- A

0.6/Á4q57 ti--- e0"ó4.71J5 +(--- +QCõ6L\.a2-44 41.-- +0c.67:.233 *ù-- +C0.ó7325ó *+-- +Q

f"ó75155 tn-- +Q

:.5?7111. rs-- + Q

3.473795 È+-- +Ct)n.63Jt!?)-.

"tt- +oO.(,'lZ1?4 +t- +O

c.613.l0s +*- +Q

0. 4¡l 5 371 +*- î1. é9 6.] 32 +^- +O/),6qc343 *r: +1¡.¡.s i?55 +r- +13" él! 1 ?(l *r- +Q

c.ê.e?\Lo *4 +0C. 593 7lÞ 4* +0c. ô949¿9 *û +C

)"696L4I r* +C0.5977(ì3 È* +Q-0.5'¡q407 *+ +0c. ôgc1 I ì a+ +Q

1" 7::!173 *.+ +Q

O.7Ci.i¿'t ++ +eJ.7î'14o9 *t +CC.7''1.71 a+ +(lC.7O!.+lt¿. L+ +eJ.705ôlô é" + O

c" ?ù6 ji)9 ** + 0?" 7C7)6f i't + Q

0. 70 c'11/. "r + IC"1')1'J )It +â + C

1"710¿78 ** + C

0.71i¿-ac ++ + oJ.?12;'ft Â4 + O

l.7ilLcl *+ + 0).7ILL:,4 aã + O

c"I151J4 ** + O

0.?!/ìÌ!a4 ô*.+ ac.7t-7tr7j 1i + aD. ¡I'li)¿r2 n* + 00" 71931C !+ + O

1,?lo'177 ù{ + O.). ¿¿u.r.iJ r.ô + Q

{'0.010054.4CFS

\

0.0 200108.8CFS

!!

¡

I

0.0300163CFS

.0. 04 00218CFS.

(,c){

. 1- '

HILSCN CE=EK HATiP.SqEO

.STiIULATION ÞROCRAH

'T11IS peAçRÄr.r {AKES USÉ CF \INE^R RESEV0¡RSPLACEO OIIE ÀJOVE Tt]E.CTH5Iìi AI\:D FLOCD ROUTTNG TSCHNIQUES¡N CROÉ.ì IO S I YI.JLÂTE THS I¿YDFOGRAPH.

tN ac0I11cä, csLLs,slrrtLÀR hiTH REspEcT To ccEFFICIe¡¡fsArr! qESllVillS Â1FE pLÂC¡O St0-' BY S¡Dg IN 0R0ERTO FtJ¡ii.IER TIODIFY ÎTE HYCÊCGîAPH.

I\ iHIS RUN T!JÈRE ì{ER: l CELLS USED' A¡.iOIIlÉ SI\,JLATI.)\ YEAR (JF I9ó5 STÂRTI¡iG O\ SEPT I5.

lHÉ FCLI.cHING !.,EkË THÊ I¡rlTIAL C0N0IfICNS USSD

',lcEer = 0.0 PFÞ,C4L= 0.0 KS= 219.lÇrP= C.05 KP= 7. GRDÍìES= C.0

/ Fl¡:LD= 8"7O F¡RCAP= 8. A0 bASE= 0.FCÂP= c.OO CPEiìC= O.C KB= zOÜC. :CÞÂ\= 0.90 KCz= 41.50 LOSS= O.0DiPiCr= Ð.0 SS= C"0 KL= 500.C0Kf= 62.4C sP?l\G= C.0

¡¿

NorE: This storm was run using the coefficients foundfrom 65-9-1 and 66-B-1 optimization.

(,O@

c,t-1R

;

rf

Þ"l t'NIl

l-lri_iN;bu

LJtr

309

!

.-t-'-L

-l-fr

t-r,:F

-L'rfr_L¡f

-f -L

.t

_----Er_--

fJY

fl:{l¡t

t-

,-t-'J

-l-

J.J- I

,-F'.

' '=

L+'F

-r-L+

',+

'-L -r

Ë-l-'

:.

tl¡-l-r-r

.È-'

t

c)LTJ

i-¡_

c)(\¡'t-c:)(:)

ci a)

ri-,a '

Lo I

'5'' J 'J

c)

I

c)'oJ

oCO = -.714 Cl = 1.000 CZ . 0.714 K = 6.0C0 x - 0.500

(HTLSO.N CREEK HATERSHED CALCULAÍEO OUTPUT

' 0arE sEpT l5q,ÀII'J ICEPf SVADîT EVAD

65

FI:LD ÊXCÊSS DIRÊCT PERCOL DÞÊ,qC

_q

10llLZ1t-15l6L71S192C2lz221

8. ôç928. ó981I " 6 .a7'l9.73C5

1"C t-¿Ie.9i918" î-<Â I0.2581

3.17828.90648,.17 998.t69ár)",)6538.97C71.9

'- 74

ìì. o¡4crÈ" 9q5C9.0có49.0t991. u'4 509.,)8459" ii379"125'.)9" 14-? 51 " iszv!¡"22f)99. ¿6869.2s799.33209"17179 . ¿ZL'te.47t 9o. 77 l9

9.498 5g.t <ì4A

9.1C,299.43191)o/+O1g9" ìC1?c,,jr'Ì37e.36q84.3 t¡2 5c. l(.1¿9. ¿:'?9 .

9. 2? J29.1431')" lL55(). 1 1 r,1it. \\;? lt,). ¡t'.'l rì

o.o o.o o.ò o.oc.0 , 0. c 0.0 0.00.0 0.0 c.0 0.0c,0ó59 c.0 c.o 0.00.0979 C"0 0.0017 c.c000c.c3e2 c.c 0.c106 c"ctc20.0iô4 c"0 0.ct?0 0"cc05o. c392 0.0 c.oz26 0,0009

0. 00 ?6

0.0490 0.0 a.o?5r 0.c0150.011ó 0.0 0.02ó6 0.c02I0.c19ó c.0. c.0257 c.002?c.0099 0"c 0.c242 0.0c32c.c294 0.0 0.0236 0.0Ð37c.c?94 0, c ç.0244 0. ô,)4?0.Ç?q.r 0.0 0.,)251 C.0C/'?o.çigz 0.0 c.0?63 0.c)5?o. c3c2 0.o o.o¿90 0.o0570.c392 0.0001 0.¿295 0.00520.C490 0.00111 0.03I4 O.00680.f'l.'85 O.0007 0.0150 0"CC?4c.0rl9z .c.0.J14 0.0¿06 0,ùc9IC'C:38 .' C. D0l9 C.a)L4?. .C.00ì9c.oiaq 0.00?0 0.0454 0.109¡ic.0?9¿r c.0î23 0"0491 0,0t070.1073 0.0c29 c.c546 c.oII60. I c73 0.0,).,7 0.0é,13 0.11t-70. I C79 C.0ù43 C.u16óq 0.01390.c990 c.004f3 0.0711 0.0151c.t?74 0.0c53 o.c7ó0 0.0165c.t274 o"co6c o.o32l'ù.oi?c,0"Ìié8 0.cÐó3 0.i392 c.ci95o.lz1z 0.0.-ì76 c.o9ó0 0.c2:. I

0. cä30

o.1274 0.0090 0.0??8 0.1ì2290¡078¿r O.0O19 0.0991 0.ô24ó0.c666 0.01t4 0.0947 0.02630. C596 O.0'Jó9 C.0903 Q"!)277C.0784 o.005/¡ C..08?l O.C?slQ.O't14 C.C053 C.lô51 0"3'.r13C"C7t4 O.C1.rl C.0Pl4 n.01150.0ó96 0.ct5e c. c8t3 0.07¿60.01rî0 c.,lf)55 f .î;75 c.(,336c.o293 C.004¡j O.C7l? O.Olô/.O.O¿,)0 u.')0a! O.')¿'54 r).0',51o.(..?.97 0.0c15 0.0{.0ù ô.o r560"01 e4 0. t0¿9 c.0r\7 0. n3/,0C.Cl8l C.C02:J Q.:)7ç95 t.Oit:2C.(,1Al (.. r;iìl tì C,.tja.rt) O. ì-lr jC.rj47lJ '().0'rlô Q,'.)tt2¿ (;.r. 1540.1)ì':'ì,.ì"r)r)lr) (..tt^ll r'.': li,4

sÊ Pi'IzJ4557s.]

1C1lt21Jl4l'r

IT

CELL NO 1 OF I CELLS

SS SPRÎNG GCDRES BÂSE

0.0 0.00.0 0.00.0 0.0c.0 c.0c"ctc8 c.00.0c69 0-00.0203 0.0o.0394 0.o

0.0

0.0ó22 0.00.0865 0.00. 1to3 0.00. 13?3 0.00.1528 0.0c.l7¿8 0,c0" 1932 0" ?0.2t1? 0.00010.2?i5 0.0c020.25rI 0.00030.28I7 0.0004c.7i7t 0. o0050.3369 0. CC060. -" 704 c, cccôo"4058 C. CC09O.4423 C'Cr110.4818 0.00130.5262 0.00150.5755 0.COt70. ô28¿ 0. (ìc20c.68-Ì8 0.C022o.7133 0,C0250. ec77 c. c0280.877t O.Coll

c" 02 c3

o.9497 0.00141.0218 0.00381¡ 089/, 0.00411.1507 0.00¿.3L. 21J ¿r5 0. 0nô 61.25n2 A-OC481.3ù{,6 o.CC5l1.7r17 O,CAr3

1. 42 7-q ri. OO551.4559 0. O19?t.17'15 0.co58L ¿.932 o. 00591. 5el3 C, CC60l.5cl1 ô.ô1AnI . 5I0I (.'. ( 0.ì0!.1'1.!2 O.u.)r.lt

0.0 0.0 0.0 o.o0ló0.0 0.0 0.0 0.00080.0 0.0 0.0 0.00"0 0.o 0.0 0.00"c0?0 0.00c0 0,ô0c0 0.00.t.rCCl 0.C000 C.CC0C e.00.0cc4 0.cc00 0.00cc c.00.0011 0.0000 0.0000 0.oo.c011 0.0000 0.0000 0.0023 0.0000

0.0024 0.00cc 0.c000 0.0o.ot42 o.o0co o.0o0c 'o.oo-ca65 0"ccoo c.00c0 0.00.0094 0.cc00 c.1cc0 c.0c.ot2a 0.0r..n0 4.tooc o.o0.0167 0.cc10 0.c0a0 0.cc.o¿ì. 1 c"o(r)o c.rì1cr) 0r00.o25? o.c000 o.0001 0q00.0113 c.oc00 0.c001 0.0c.0i7l 0.00c0 0.co0l. 0.0C.0/+35 0.C000 0.C0âl 0.0o,o5c5 9. r000 0.1011 0.00.0 5.J I 0.0 c00 c. r)0c I 0. oc.Q665 0.0010 0.cca,I c.0o.c717 C.{locî 0.0c?2 D.0c.0857 0.0000 0.00c2 o.00.09å6 0.coco 0.0c02 c.0O.lcq5 0.0001 q.OOI?- r).O0.lzt5 0.00c1 0.0002 0.00.1156 0.000t 0.0c03 0.00.15 I I 0" 00n1 0.0c03 c.0c.1579 0.0001 0.0Dot 0.cc.18ál 0.c'001 0.0'Jî4 0.c0.2C5? C.O(-101 0.)Oa.+ C.Oc.215) 0.0c0s c.oo12 0.0023 0.0000

0.2274 0.0 c01 0. 'J005 0. 0o.25r)5 0.cccl 0.0005 0.00.2753 C.0C01 C.OCCó O.0o.3ctá o.ooo2 0.03c6 o.o .

Q.7212 O.0Cî2 0.0CO7 C.0c.35Jl 0.0co2 c.00c7 e.00.39fì0 0.30c2 0.00c9 c.00,4l'r0 C" 0C02 0.00irll C. 0C.4'¡l) t.0Cî2 C.C009 0.CC.t,tlaA C.OO:)? O.COIô 0.0tJ.1_,1t3 0"00{JJ o.o0lo 0.co.s5l3 o.0oû3 o.c01l o.0c.5iìt7 0.C0el 0.ri0l2 0.00.6?03 c"cc03 .0.00r2 c.ctl.A5qÍ) o.'ìr),)1 4.r)Ol'Ì C.4(ì./'r'¡ / l)"f¡Lr(..1 ç.'I!; 14 (.'.()O- I /t' I lì. (llr(r/' 1. ('('l 4 (1. C

L0s s ET

u)HO

sEPl 15 17 65's EDr l. t 18 ó5

. s_:et 15 19 55s:Pr t5 zc 65<rÞ7 1S 21 Aq

sEPT 16 ?2 65sîoi 15 ?3 (:5SEPT 15 2/+ 55sêPt 15 I ó5sEpT iá 2 65SSef 15 3 ó5sÍoT :.5 4 6isÍPi i6 5 5\St:îr 1s 6 5,sêpT 16 't 6tSEof. Lr') I r¡5sEoT i5 I 55sãP1 lá 10 ó5sÊPÌ l6 l1 4Ès!pf Ló l¿ 65Sfpr l5 t3 ó5s:pr .15 l4 55SEpr 15 15 55S5?I 16 IN ô5SE9T Iá 17 655¡?f !5 ts 65sFer 1ó l? ó5sEpI l6 20 65SE2f L6 21 ¿¡5

sEî't l\ 2? b5sEof it 2.) 55s?ÞT 15 2,i 65sE2T i7 1 A5sFPr 17 2 65sËPT t7 3 6sssPf tl 4 ç5siPT 17 5 65.SIF'l l7 6 65sE2r 17 7 ó5-<:ÞT 17 e h5SteT i7 I ¡:5sçrr i? 1c 65sãpr 17 11 65sËPr 17 t2 6555pT t7 13 ó5sFPÌ 17 t4 ó5ssPl 17 I5 ó5sEcf 17 l(. 65sÊÞf t7 l7 65

0.0 I 00i 54.4CFS

o.0200108.8CFS

0.03001 ó3CFS

0.04002t SCFS

*fr* c.03r**rââr*r c.0g*++ÈfÀ*r++ 0. l0lFþ*, C.04t*+tÈtt. 0.08*À*r 0.04

.. +âi*+ o.051t O'OZ'rÊ 0.02* c.0l

+.iù a.c3. ø+q O.C7. ,nr* C.0l

iiti 0.04*Êf* c.04*rrt o.04

. ,r,r*+r 0.0,. t*âç+r+ c.o7

'*,ì+++ùùrè C.e?ti*àÈa c.06*qû+4* c.06*t*Ê+û+r crrcg

!i*Êt*+*fq++ O. ll :

++

. *fr'¡*+tl*+* 0.10t*r*rr**û*Ê*r O.l j'¡,¡4¿ra¡rrq*¿Ê c. I 3

Êtâ*É¡4fÉnit.+Àr 0.1á*rÍtÈÈÁ+*Ì*+{Êr 0.14**Ê++*+*âÊÈr* 0.ll

ôi¿trr4â 0.oå*râr*rr 0.07â.t+r+i 0.07

*iÈrqrÊÈ c.cgrrâaâ*4* 0.09**â*+**+ C.CP++.tÈù¡ c.o7

r*'**- ç.c51rÈf 0.03*rû 0.03+tt 0.0?tr 0.02*r 0,02*t 0. c2

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3.13 î.it;.1 C.ül9g 0.01,)9sãP1 ì't1. 0.c c.cscJ 0.9,)ûc o.c,)oc2 C")t c.t5tc c,01cc c,ccù03 0,Jl r.()icJ c.i)31 9.Ð1004 0.1-'5 4,)51) C.9aJ0 e".lc1c5 C.J5 ,)" i5Jr-' r-:.O)'J? t.a..CrO6 0.C4..,).:)j) C",)î)i) O..rÐùC7 ).1L î.C519 î,D.)¡' C.CloCI C.0 0.i4? ) 1.1Jtt O.O.)Ð!.9 C. C C.049 7 C. )tJJ C, ù0c3

L0 J.C 0.0/,i3 i"C)t)'l C"rra:ì9I I 0" C C. !+ 55 D. JJ?.? O.:Jì?zlz c. D Ç.J4ll c,,-r,J45 O. C345l3 0.0 Câ:J35C 0.:)f,?l C.XJ7l74 C.9 C,025C C" JtgC C" C¡aC'15 c.c o.cl7c 0"t.l.lr, o.oo?0l6 0".? 0.cú9e ù"et7t û,11?1l7 C.0 C.LìC54 C"aa+, C,Ct¿51È C.0 c.0033 a.O1Z2 o"OO32l? 0"O C.,)C2a e"COJ4 O.COC9?0 0.0 0. J12 I C. OCC3 C. cCCl?l 0"01 0.11lrl 0.0.,ìJ!. o.ocol?2 0,cl c.3215 C.O3iô 0,0?ct2) c"c c.ô¿.15 e.c._l0o c.3fço24 0"0 0"?2Iå C"rrC00 O,Cû0.r

3,to o.0¿I5 0.0á7¡j C.0578SEPT I9

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DAÎE SeoT 17 69

H¡LS0¡¡ CREÊK HAlÊR.SHE0 CALCULAÍeO Ouîpuf{

CËLL NO I OF 1 CELLS

9'?frg4 0.01929"Cs0? 0.01e59.')7(.8 0. 01 96ç.0t 69 0.c0959.e921 C. O

8")567 0¡ 09. ç49C C" CC19C" 2¿.9C

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8.9?1e C.08. Br90 0.0e..9164 C¡00. L1ó4

8"8142 0.06.81¿3 0.08. 91 07 0.08" 8C93 0.08.9c90 0.0ô.8C70 0. c8.3C50 0.0eo ecSz 0.08 A04 5 0.08. r(:?9 0" 08. BC 3¡r C.08.llc29 0.08.8025 C.03" irc22 0.03. {lul ! O.C8" 799t, e. 0a"7e8z c.08.79 t6 0.o

Ç.00ii 0.033t 0rc363 1.50?9 0.00ó0 0.7998 0.0004 o.ool5 o.o0.0008 0.0358 0.0352 1.5028 o.OO6o C.7?31 o.OOC4 0.OOl6 C.O9.900ó 0.03?5 C.03óC t.t954 O.OO5c O.Szf2 O.0oo4 o.ocl7 o.op.0903 0.0310 0.0359 1.4859 C.îC59 0.6ó!.0 c.oc04 o.oot7 o:o0.0 O.O275 0.0155 l.t'736 O.OC58 0.8945 O.OCC4 O.COt.B O.O0.0 0.c239 0.0351 1.45s1 O.c95B o.g?'ttr 0.l,.005 O"COt9 o.O0.c c.0¿13 0.0147 1.44C1 O.CC57 C.9áOl O.C3C5 C.10ì9 C.Oc.19sz o.l47o c.eóîl o.cot5 o.cloz c.ocz3 o.oooo0.0 0.01c1 0.03420. c 0" 0172 0.03370.0 0.01ó2 0.0332o.1 000180 c"0127c.0 0.0223 0.13?20.0 c.c?ó3 0.c3i?c.c' . o.c260 c.0jl7c"0 .0.0232 0.c3I4o.0 0"0201 0.oil00.o c.o1?4 C.O?C6o.0 0.0¡5!. c,clc20.0 0.cl3I 0.c217c..0, '0.c,111 c.c2910.0 0.cíJ99'0.029ó0. c 0.cc95 c.c2to0,0 0.cc74 c.0?740r0 0.ür:'64 0"C259'0.0 0"o055 0"c263c.0 0"o348 A.0?.570.0 0¡0042 0.02510.c '0.c036 c.02450.0 0.tc31 0.c239o. c o.cx2't 0.c2330.0_ c.0c23 0.02¿7e.2022

ss SPR¡NG GRORÉS 8ASÉ LOSS EÎ

-L.42C2 0.C0561.3998 C.C0551.3767 0.0c541.3555 0.00531.3382 C. CC521"3?55 0. C05t1.3t47 0.c0511.3027 0, c050l.2e8l 0.03501.2711 0.0c491.2522 C.ec48

' 1.?3t6 0.ccâ7l. 209? 0. c0 461.18á9 C.00451.1633 C.CC44l. ll91 0. cc431.1146 C.00¿2l. c8?9 C.CC411.0ó51 0.00401.0403 0.0038l. cl57 0.0037o.991? 0. c03fìc.9670 0.00350.9430 C.0C34

0.9921 0.cc05 0.C,020 0.01.0?16 0.0c05 0.0020 o.ot.1514 o.CîÇ5 o.OC2l C.01.48t+7 0.o105 0.c022 0.cl.ll/.4 cr"10,)ó o.cc¿2 0.0I.l¿ril6 O",l('Cf, 0" CO¿3 C.01.1 72 5 C. C0C6 C.0c2 3 0. c1.:0tI 0"c0c6 o.oc24 o.ol.?293 0.CC06 0.C025 0.01..2570 0.{ì00ó 0"0025 0.0!"2942 0,0C0Á C.C'C25 0.01.310., 0.0G07. 0.00?6 0.01.337? 0.0c07 0.c027 0.c1.3625 C.O0o7 q.oe27 0.o1o3c74 0.0c07 0.Çc2s 0.010c1 t6 ).t.J)7 0.00?¿ 0.0l"t¡352 0.CC07 C.C129 0.01.458?. 0.1CC7 C.OO29 0.0t.4BC5. 0.O0C7 0.cc30 0.01.5021. O.c0c8 0.0'J30 c.o1.5231 0.fJ0c8 0.0030 o.oL.5414 0.CC18 0.O131 C.0r.551t O.DØg 0.CC?t O.OL^rc22 0"0Û0ô 0.ccjz 0.0

0.0 0.o02c o.a22? 0.91e4 C.C0330.0 0.0018 0.02t6 0.5962 o.CO320.0 0.ú015 0.021o o..9-t74 o.oc310.0 0.ccl3 c.0205 0.851c O.OO300.0 c.ü0ll 0.0200 0.a291 O.OO¿90.0 0.0010 c.01e5 0.80?6 C.OO28c,0 0.1ì0ce 0.ct90 o.7eóó o.cc270.0 0.c107 c.o!.85 0.7óó1 c.ot26o.o 0.oco6 o.oI80 c.74ôo o.coi,0.0 0.oncó 0.1175 0.7264 0.00240.0 0.oo05 0.0170 0.'to7J o.oDz\0.0 0.0')04 0.01óó 0.688? O. OC220.0 c.c1c4 0.c162 0.ó705 c.cc220.0 û.0003 0.cl 57 0,6528 0.0,-r21O.o O-onOZ O.Ctt) O.10315 n,C{)?O0"0 0.0 0.0149 o.6lg5 c.co190.C 0y0 0.01¿'5 C. ó019 C.eOlB0.0 c.c . o.Ðt4l o.torc o. cltð

0.?586 1.5522 0.C23r O.Oez5 0.C02' O.CCOz

1.6007 0.c00e o.co32 0.01.5t85 0.00c8 0.c0?z c.01.6158 0.0cc8 0.0033 o.ol.\525 0.0008 0.0031 0.0I.6685 0.0008 0.0c33 0.01.68/.1 0.0008 0.0034 o.o1.6991 0.O008 0.0034 0.01.7135 O.OC39 O.CC34 O.OL.7274 1.C009 0.0c35 c.o1.7408 0.c009 0.0015 0.01.7537 0.0009 o.ooi5 o.o1.7661 O.000? 0.o035 0.9i.77ri c.c009 0.0336 C.01.7895 C.CCJ9 0¡1016 0r01. 8 C0 ¿, 0. o o0 9 0. îio74 0. o0l 8l.8rt2 0.0ctl 0.oo)6 o.00141.821 4 0.CC09 C.C0ló 0.0c0?t .J r t t 0. ooD,) o.oott o.ooo4

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5êÞT lA 9 65sîpT l9 lc {,5SÊDl Lrì 1l /r5stioÍ l3 ì2 655Érr l8 I3 65sÉof l9 l4 65SEPI lrJ 15 ó5s€Pt t9 16 é55101 13 1-7 ()5síPf 19 ie ¡,:s!Êr 13 1c (\5sÊ2; iA 21 ¿.5' .5:pr ta 21. ó5sspl 13 22 65sE2t !.3 23 S5sEPT l? ?4 65SSPT la | 65sí2r 1a 2 65scoT 11 '., 55stpT 1o /+ 65S¡ef i1 r5 /)5sSpi l..r ó;3SEPT 19 7 65SEPr 19 I 6555pr 19 9 65s(oT le lc á5s32f 1e 11 â5S FrlÌ l.l 12 ò5550r 1? I3 ô55:cf 19 i4 65sE!f lo 15 ó5sEPÌ 19 tó 65sFef 1? l7 65SÉPT lc¡ t'J 65

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. 0.c1004 54.4CFS

+

++

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o.SEPT 1919 1.0 0"1 c. cÐî7 0. c B. 797320 1.C 0.!) C,1:)?2 C"C Ao79?1?L C,C 0.C C,îî)l 0"0 8.79?1?2 0.o o"0 c"t,)ot 0"o 8.?971?3 î.0 C"C C,Cl:'rO C"0 9.797124 t).0 0"c 0.0100 c.0 9"7971

l" 3c 0.0 c" l1 78 0.C794 0" o97ls€ ÞT 20.l c"fr o.t c.î¡)lo c"9 c.79712 0.0 0.0 0.o1.-ro 0"0 _6.7()713 J'0 C.C Coli,Jt) û.0 8.79714 0"4 î.O C.010ù 0.0 rr.797l5 c.0 3"0 0,01.),J 0,0 817971ó o..) o.0 c.cOjrù 0.0 8"797t7 0.0 0.o o,J:).)J 0"0 e"7971I O"0 Q"0 0-1001 0"0 8"7971I Ð.0 c,0 c.1c03 c. c 8.79?1

1C C"0 C.î C.?o)s c.o B. ?9ó9il c"c 0"! c,0J¿2 0"0 ê"??r:ó72 J'C e"O 1"1:.,.5 Câ'-1 9.7ç53\3 C") 0'0 L1.L1J7I C"C F.^1qL474 O.C C,0. C"COt'J il"(ì 8.?924

. 15 C.0 c.0 0.c:)0 0" o 9" 79Olló 0.0 c.0 0"c371 c.0 8" 7BB4I7 0,0 c.o o.uo45 0"0 8,787018 0.4 0.Q c.0022 0"0 8.78ó219 C,..1 0.ü o"tj.)? C"0 B"?ôiBzo 0.c o.c c.c1,)J c"Q e.7s5??1 0"c 0.c 0000)1 1,"0 8.785??z Q.0 0.0 c.D101 C"0 .9.7¡Ì562) C.î f:O C.L\J)C Lì.0 9,7¡J5524 1"A ùd) 0.CJ)rJ.0.0 8.795ó

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RA¡\¡ ICEPT EVÄP2T SVÂP FTELO FXCESS OIRECT PEA,COL OPERC

OATE SEPT 19 ó5

1

H¡LSCN CREEK ilATERSHEO CALCULATED OUTPUÎ( ' .ELL No I oF 1 cELLs

c.00.cc.00.00.00.0

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0. 3 134

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'.sElT 2:) 22 55SEPT ?) ?7 5?:sErr 2c 24'55star ?1 t 5ts:pl zl ? 55sarÌ ¡Ì j trssíoT ¿1 4 t><:

):wr zI ) ö)sErl 21 '5 slsFÞt 21 7 6istÞl 2I I ó5se P1 2I 9 55SEÞÍ 2I IO 65sÉoT zl 1l ó555PT Zt 12 55

5ãeT 21 14 55sEef 2l 15 55<=ol :1 !Á Á<

SEPÍ 2.1 !7 65sEÞI 2l 19 ó5sEPT 2l ¡9 é,5

c,0c00C CFS

c.543771 **---- + Qc.551318 ùÀ---- .+ Q

0.553,t12 *È--- +00.555??4 riÈ__-: ec-552iA6. *.*--- €t,5ó11t,;ù 4+--- A0r 56'Ìl ¡7 $*--- +c0.545??â 't--- +CO.56Ì'rb7 ++-- +Q0.5óai54 *f-- +Qc.571 599'**-- +Q).571575 +.2-- î,),575î1.) *'r-- +1J"5i7'.0/r ùÈ-- +1j. 57 rt?5c *+__ +Q?ô 51.11)5I 4 r-- aj

0.511t1'1 *Á- 4l

l.5i)45?6 "ç- 4J.55õ.ì)1 *Â- 40ô547'Ì37 Ër- oC.539414 *s- +Q0.593??3 **- +âc" 11?516 **- .+Q')" s.r¿ )01 ri*- €c.19t!.it, *4- gî.7..i¡rtJl4 1!L_ 0il. ioo )^O ** t¡

'?.519/)13 *"+ e0.5La0?16 t+, e0. /)f-ì2:29 *+ S3. ¿:J3r9î Ê+ +0t).5Õ4'12-.. 4+ +Qt).6C512'ì *# +Qû" 5a'7ii9 ** +Q

oõ 6cç,)-5a tù +c).6n01Jq *È +îr).ÁJlî.¿5 *È +ec.5tl55l û+ +o0"ál?6I? r* + Q

0.613542 +1, + CO.óì.45/.3 *{ + Q

O.4lt54\ *ù + .Q

J.¿.i65il "t + Q

a"l'l 7,'25 tù + C

co¿.) 9/JliJ ** + a0.61çôtÕ ** + a0.6¿'06C1 'ì<N + O

f.ó2151? *ù + Oc.o¿litì3 èq + Q

f.

.0.0100{ 5t.+CrS

I0.0200l08.8cFs

I

o. 03c01 ó3C FS

'0,040021 sCFS

(,HiL,'l 'i

:

c'.}TILSON CREEK I{ATEASHSO(

SI¡¡ULÀTIC\ PÊOG9AV

.THJS PiCGqÂM I{ÂKES USE CTF LINFÁR RESEVCIRSPLACEO CN5 ASOVE TLtE'OTHER; AT:D FLCCO ROUTING TÊCHN¡QUgSIN CqDER 10 SIUULATg T}iE HYORCGRAPHC

IÌ¡ ¡.3DITICÑI C!LLST5 ft!ILA9. HfTF RFSPECT TO COEFiTCISNTSAt{3 EÉSçVCiÂ,S,iÊf 9LÂCED SIlìE 3Y S¡Ðê iN CEDERIO FUKf HFR J.I:JCI FY Tir' HYDIiCGRAPH.

I'J Tl'll S lUx Ttl':i: xEr{E I CELLS USE0 r AND. t*: S¡{JLÀiI:r{ YcA2 0F l?6t 5T¡';ìTING 0r{ SÊPT i.

THE FOLLOdING WEF,E THË INITIAL CIJNOlT¡CNS USEO

ICScT = C.C Þ¡cC3L= 0. C KS= 261.IClP= C.05 KP= 9. GÂÐRES= 0.0FI5LD= 1"q) PS?C10= ß.90 trASE: 0.FCAo= ç"C0 0píRC= 0r0 KB= 2OOO.c2Ä:.1= ').91 KDp= 4ç.0O LoSS= C.0DIq5Cl= 0"0 SS= 0.0 KL= 5C0.C0KD= ó3.30 SP.l,l\G= C.0

v¿

'./

NorE: Hydrograph coefficients used from storm 66-g-L

optimizatíon. Test to see the fit, of this storm

on 65-9-1.

,t

(,Fot ,,1

ì

qF.

r¡-i ('N'l )

r--ìli.Jl,li Liu

.¡-*l___l

,J-f'"'3't:5-

3L7

t_

r)fñ

. '9.'.J'1

'lC

JC

U

t'

I' .:'.

'i.

CO = -.7:,4 CI = 1.000 C2 - 0.7L4. K.= ó"0C0 x - 0.500'

0AiE sEeÌ 3

Hq ÂAI¡.¡ iC3øT FVA'CT EVÂP

S:PT V

15 c.0 0.0 0.0166 0.çI7 0.0 0"Ð 0,0104 0.0

l9 D.i (-'.C 3"3J2ù ù.2?0 Lr.; î.? c"!)01.c.r)Z! 3"31 C"0497 C,iirJi C"C?Cl22 C.,-r5 e.C5C0 C"9Lì:C C..JDDC2) C.C3 C.35J0 C"0?JC C"C.l0C?4 C.19 a"05'-)? c.cc)0 c.cccc

:.I4 1.0srlJ î'!353 O"t)Czs:pÎIz

I567a

'.9:.o1l7213L4t<L5l7lál920zr??2-az4

}IILSCN CRESK }IAlERSHED. CALCULÂÎEO OUTPUf

CELL NO 1 OF I CELLS

F¡TLD EXCESS DIP.=CT PERCCL DPERC

7.99e4?.9ç .177 . q9t+27,9??4;.i93?7. 9 91I7.9574¡i"0lr¡4

c. csör

0. c 0.0 0.00.0 0.0 0.0c.0 0.0 0,0c" c 0.0 0.0o.e 0.0 0.oo.o 0"0 0.00.0c85 0"0 0.00.0¿94 0.o 0.o0.0ç8c 0"c 0.0

0.0c38

8" 1879 C. I I 768"3C55 C.11758. 43 78 0. 1/.208.4?40 O.22543" 97¿2 C.Z'14?_9" 1le3 A.Zc¿.¡r)j.2).1'j?¡ C.¿156j.474t¡ 0-l s6oç"5470 . O"24t !9.ô?9¿ 0.?e1?1. ù¿'îó C.3¿11

1C" :ì44 2 C. ]4 îrìjt0.115ù C.2\c¿ic. :.445 0. 1524IC.CE21 0, e-o?39.99?2 C.06929.1i4ó 0.1c57ç"8e1ó 0.lur59. 54+"q 0.0.)57e"792i 0. c?779.73e5 0.O7829.69 t4 C. C5859"6339 0.0598e.51 8Z 0.0490L.57 8Z

SSPTI?3

67Rq

11i2

1,'15\.5

0.00.00"00.Q0"00.0c.00.c0.0

c.0 c"c 0.0o.i " o.o 0.00"0 0.0 0.0o.c 0.0 0.co.o 0"o09? 0.c101

. c"0il? t.3398 0"a106c.0c44 c"D6?1 0.î4:.ó0.ûJ52 C.0791 C.0C3ûc. cLìù0 0;.cf 34 c.ìc47o.olcl c.\t?, o.oô560.0126 c.i336 0.01900.c!5¿ c.1555 C.Ct17

.' rl.0Iè.6 C.1581 C.CÌ470.01s5 c.l68t 0.01?70.c1r? 0.16c3 0.0207e.0t¿4 c.lq67 0.c?130" C Ì 3/+ 0" I -2 98 0 .C'2r70.c128 0. Il52 0.C276c"ci¿3 e.t'ic¿,0.ce?90.c115.0.124c 0.0]170.0r.07 0.1.173 0.03340.c1)0 c.I1.09 0.0349c. cce2 0.1ç42 0. c3ó30.c084 0.0973 0.c3754.29?C

SS SPRING GRORES

0.0 0.0 0.0 0.c0.0 0.0 0.0 0.00.0 a.0 0.0 0.00"0 0.0 D.o o.00.0 c.0 0. o c" 00.0 0.c .0.0 0.00.0 0.0 0.c 0.00.0 0. 0 0. c 0.00.0 c"0 0.0 0.0

0.0 c.0 0.0

c.0 c.o 0.0 0.0 0.0 .0.c0.0 c.0 0.0 0.0 c.0 0. c0.0 0.0 0.0 c.0 0. o c. c0.0 0.0 0.0 0.0 0.0 0.c0.00\46 C.0 C.?1'00 0.C000 0.o0c0 Q.00.0289 9.0 0.0ü04 0.0c00 0.t100 c.00.0798 0.0 0.c015 0.)Ç10 o..j')Qc c.'l0.11167 0.0 C.0138 0.0C10 0.C01C C.O0.228ó 0.0 0.cr)76 0.occc 0.00Do 0.00.j256 O.C105 . o"0t3Z 0.0Ot0 O.DotC 0.Oo.¿.4c0 0.0409 o"o?!0 o.0cOc c.o0oc o.oO.571L 0"c014 0.0313 O.r)Ç00 O.ccCI C.ec.7?.a0 c.c020 c.9444 c.occc 0.cc.Jl c.00.869? 0.0025 C.t/,()5 o.O0o0 0.0ÐDl 0.0l.0ile 0.0030 0.0795 0.1000 0.rì002 0.01. 141 1 C.c:0a,5 A.ICLZ 0. COCl 0.0CÐ2 e.0l.Z77l 0.c140 0.1?.54 D.C01l 0.f;0Cã 0.Ct.3937 0.C044 0.15I8 0.0Ct1 o.0003 e.cl.4t¡)2.ú.C147 C.1.90? 0'0COt 0.cî:.t4 (,.C1.5549 C¡0C51 O.2lt) 0.CCCI 0^C0C¿' C.01.6377 0.C054 O"24?_6 0.00C1 C.3005 0.C1.7t2I O.0057 C.276t 0.0C01 0.C0C,5 0.0L.77P,V 0.0059 0.3tto o.0002 Q.00có 0.01.93ó1 0.C061 0.)410 0. c0c2 0.0ú07 c.c

0.0520 c.?4?c 0.0010 0.004r Q.00ó9-0.0000

1.885ó e.CO63 C.3lr4l O.CCC2 o.OCOS O.O:.926! 0.0065 A.4222 0.03C2 0.C003 0.01.95ó6 C.û156 A.45)5 0-CìCz 0.0409 C.01.9771 o.0067 0.4?9¿r 0.00C2 0"0clC 0.C1.9j)18 0.CC67 0.5J36 0.01C3 0.001 I 0.01.99?0 0.COó7 0.5778 0.C00J C.0Cl2 C.0l.99CB Cl.C0/)7 0.5170 0.00C3 O.0012 0.01.9111 C.OOr,Ì Ç",it"'J C.O0t3 O-1rl1? C.O1.91( , î.Ltt^r, .).^,)46 tr.¿)(t't1 O.(tt,l t, ().()1.9.)/,3 C.0r)/ró (ì.?12? O;\)!^t C.r-,'_!14 (:.1L.?3'¿5 'î. OO/¡5 O.7107 Ð. OCO/. C.,irl5 O..Ol.qlJ5 ç.')Qtt4 ri.!juiJù ü.0cr:E ü,iJulú 0.Cl" 899e 0.C061 ?oi4t+8 t)"CC')4 0.0rJl7 C.0l -ñ/.ìt ai¡,rñ/,? a-,tr'r? rì-^rìôl, ô-ÔÔl o ô.41.815f.0.,)061 0.ol^/ì n.o00s o.(){)l o..01-i(,.,7 aì a¡r\r.^ /t. (tr.t2 rì ,r,trr¡, t fr.rtrt ,r rì

9.5?Có O.0392 0.0C7ó 0¡I901 O.03859"4t,23 0.00e8 0.0c5ó e.0815 c"c3?39")74, 0.0 0.1î54 C'1?1S C.03rì99.3C23 C.O 0.Où44 0.C528 O.34C3c.2195 0" 0 0" 0335 0.0949 0.1/,06ç.1849 0.0 0"0027 0.0491 0.c/r07ç-L)74 0.0 0.oo¿c o.!t422 Q.î.40t>9.Oa/,1 0.C C.rJ01/, î.0?73 A.l:4ì5¡)ñt\{,r\? c.o c.ol)'),, 0.() ì25 0-0/..12(r.d29C.. O.0 C.0CСr C.'¿2'16 G.Ol9afr.OLì¡B.. ú.O C.0C¡O O.O2'¿7 O.Ol'15¿"'tlt:'), 0.ú ().0 0.,i2¿3 0.()J9l8.,)571 0,C 0.0 0. 1lçó c.0J85,ì-.:l.l/, O.n ô.rt r)-.,1 /1 r,-'ì r,ìr¡î. )?¿1 0.cr 0.0 e.î153 cr.r;175f - )l)7r"¡ O-n n-ô ¡-rll lr. lì-f 4,.')

EASE LOSS ET

0.0 0.0e330.0 0.0c210.0 0.01t00.0 ç'..)1040. o 0.00010.0 c.c0.0 c.oo.0 0.00.0 c.c0.0 0.0có9 0.0000

(J),

HCO ì:.r

È-

sspr 3 15 65I t.V. JÈF¡

' JT O). sEÞT 3 t¡J 65

s:ÞÎ ? 19 ó5slpr 3 z0 55siÞf v 2L 5'sE2T ) ??. 65qr'p1 a 21 Ã<

s:p7 7 Z4 1'r I s)

SiPi t^ ? 6J5¡2r 4 7 55

. s¡eT 4 4 55.-çEpr 4 i 65sE2f 4 6 65sEei 4 -t 55S[Þr ¿r e ó5s:?f 4 9 tr5<:Þf ¿ !ô /-<SFpi 4 iI 55

. sÉÞT ^ \2 54SEÞI 4 T3 65. ssPT 4 lq 55S:PT 4 i.: 65sÊpr 4 i5 55

- SSDT ¿. 17 ^55 [pÌ L la .6,'. s5ÞT 4 LP ,>-1

sEpl â ?1 65sF2T 4 2! 65stlr 4 22 65

' S€Pr L 21 55' s€ÞI .4 26 6i. ssÞT 5 165- ssei 5 2 65

qFtl q â aq

35Pr'' 5 4'6.- SEPr 5 i 55

S¡Pi s 6 65sa2t 5 -t 65.. sE2I 5 A 65ssDT 5 9 c.-s

sEPr 5 10 65sFpT 5 11 65sser 5 12 655ãpi .5 13 55

. 5:oT 5 i¿ 655lPr. 5 15 55sErlT 9 1ó 65

J.rc,ur): Q+ * o.ot2 " 39 3i)ZI ô.

I¡

ì

+0+Q

oo

0+€

Q+

O+O+

Q+0+

(,H\o

I.tR, P.ATN TCEPT EVÂPOT EVAP FIELO qXCESS DIRECT PERCOL OPERC

SEPÎ 5L7 7.a C.t?77 0.01¿? c.cD?z13 0,C Q,0256 0.1311 0.CcIlt9 t"o 0.026¿ c.o?14 0.00c4?o 0.0 0,12s? c"c:;ct c"crìcl21 0"C c.â2ål c.r.:Jc c.1)00?-Z 0.C O"D21:) 1"C )CC C"COCC23 ioO c.c26) c"9t.)J c,qtc024 ,). C .ú" ù¿5J 1" r) Ii0 C.0(.)00. 1"V7 C.C?5) 0"1q7C A.t522

DATE SEOT 9 65

SEPTI23

)6

sI

1ô

1Z.13T4I51ét?

l97_O

z1)t

z4

s sprIt4t6'73?

LCtl12

T'lÞ

T7

ó0.0 Q.C25C 0.0ùCC 0"0{i0CO"0 ô.02l)') 0.CJti 0"Ç0C01"C C.î26) C.CJ,)C C.,-lJceo.c o..-)2t,) 0",-rli)c t).i,,xrr:.1.O C.(ìlé? C.r-'j-'¡) 0"^)C.Jo"0 ç.a?t>) c.0iaü ù"0,)c00.o o.û?-6;) 0.t,),)') 0"eùcc0"0 ^.0:1? C")11it C.0C0Oc.c 3.1â5l c"a ì-.t c.0)ol9,¡ A.¡J?".+ 0.1)'l¿. O"aO047.a o.û?L) C" 0C1t C" C.ri I0.0 c.0221 c.t1iî c.cô2¿0,0 c,cLtì5 1.a176.0,cî360.? 1¿ôÌ4J n"Lì'i45 0"0i45l.) c"ü(ì; 0^1'-r45 üôr.':ì¿50.C C.îr'5j 0",i,r14 C.cC360.c 0.c:ì3 7 c"0i¿2 C"i¡2?0.0 A.X(:25 0.0C1, 1 0..r:111. C ç.c0?2 0" qJ36 0.0004:.0 C.Jr-13C C.C:l')l C.0îClc.e 0.)r,ì2) 0.t0ct c.cü6ù,l"o î..J!?i c"1'_'.tc l.t)r}l:"t c.1c2.) 0".Jî)J C.tCC'c.0 ç"cc?i) c.cî1î 0.c:)004.37 C. C0¿¡.) C. ?1:C' o. i7ó?

71.C C.0a2) 0,0)9c c.cr)cc0.0 0.01?') c. ri,ì?c o.,jl()000.0 c.2t2') 0.0ô1)ri c.co0c0, (r o. 0c2 t 0" 0?jc o. lrloD.Q O.îC2l C,C11î O"C)AC0"? C.aJ2, C"Cr)).¡ C',.)CCCc. c c,cc2,) c" t rct o,.DC1n"1 0,0.15 1.C)i1 C.4.l0lO.C {J.,JO'l 2 tj.t):)r¡ 0.)ÐClé.o"c c.0 0. cù2 c c. Jol 20,c n.0 0.t,_)51.0.c(ì. c 0.0 0. ti¡4 c.00.Yl t.0 C,o1A6 r'o'lo-.) 1.(ì C.1;'11 r)"aC.1 rJ"0 i,û?lt ll"Dc"c ç."c 0.c155 0,cn.C C.O 0..)l)/' rl.')

!

wi\soN CREEK t{aÌERsHEo cALcuLAT€o oulpur4.

CELL NO 1 OF 1 CELIS

8. eç52 0.0B" 884 C 0.08.d741 0.03"?5'¿4 0.04. e577 0.08. 95Ce 0.0fJ"q449 0ó0å, c396 C.00.83çó

8. ù3 5C C.0'ð . B?çS 0. 0e"e272 0.9B"it?-40 0"o¿"17t2 0.0Ít.8187 0"08"8I65 0.C8. 1À 4.> 0. 08.8129 0.C.l.81lJ 0.CJ Or

^^

Left78 C.08. AC69 C" 0S.:ìCíô C.0"8ô9r)51 u.08"9047 C.O ' 'lô.3C41 O"O8. rjo37 0.0

8.t0e8 0"0

9" í.rC?2 C. C

S.9r)1.9 0.00.9c19

8.8C1.7 0.08"d015 0.0f. e0 1 0.0

6. 54 10 C.0ù. e0c9 c" 0¿" 90c9 c.Dg. !i(i7 0" 0!1" 90có 0"0B. 80C3 C" C

9.7994 0.08"f976 0"Ctì. 7q..4 c.0tì.7Êot .. c.c? "'l:Jrg c.D8. ?Pü4 0.0À.771' O.()

0.0 0.c119 0.03ó3 l.?7ó8 0.00590.0 c.ct05 0.0356 ,,.746? C.00580.0 Ò.c0e3 c.0390 l.?151 c.oo5?c.0 0.03e2 a.0744 1. 6835 0. C09óc.0 0.cc72 0.o337 1.65tó O.?C54c.0 a.oct,4 c.0131 1.6197 0.00530"0 0.0û55 0,c324 1.5s77 0.00520.0 0.cî5c C.C3l7 7.5557 C.0r)51o.332L 0,2003

0. c 0,1044 0.03110.0 0.0039 0.0305C.0 0r0034 0.o2980.c 0"cclo c"c?<ìzc"0 0.tÐ26 c.Q?8/r0.0 - 0.c023 0.c2190.c . o.cc21 0.czIv0.0 0.001a Q.î2570" o c.ool6 c. c2620.C. ú.C01¿:0"C256c.0 0.0ot¿ ').c?5ro, o o.o0l1 Ð.ozq4c"0 0"4cic o.ç?.790"0. c.ccc9 c"c2J4o"0 c.coc,å eì,c¿¿80"c c.0c07 0.e2230"0 c.u1rc5 c"r)2ts0" o c"c0c5 t.azt1rJ.c '0.cc05 0.,)2080"0 ' Q"oco¿ o"c?c40.0 0.0004 t. o1?9c.0 0.0cc3 f.0t940. c (;. î(rr3 0. a:.900.0 0"c002 c.0r 8åo.3v2l

SS SPR¡NG GRDRES BÂSE TOSS EÎ

I

c.9354 0.0005 0.c0?0 0.01.0188 0.0c05 0.0c20 0.01.0515 0.C045 0.C021 C.01.0335 0"ccc5 0.CC2Z O.O1.1148 0.0CCó 0.CC22 C.01.1/.54 C.C0nó C.0023 0.C7.LT.;2 0.00ôó r-r. cc24 c.01.2C43 0.CCCó 0rCo24 C.01.2rr43 0.010ó C.0123 0.0oó9-0o0OCO

l.ztz1 0.000ó 0.c025 0.01.26C3 C.oCCó 0.C025 C.0l"Ul7l 0ooO0/¡ O.Qn?ê C.01.31t5 0.(.ìcr)7 0.co2(, 0.01,33'rl 1.11rì7 0.C:??.C.0 .

1.3ôl.0 c.cca7 0.0û27 c.01.3892 0.ûCC? 0.0C?8 0.0.1.4 !. l7 o. oo17 c. oc¿ 5 c.. o7o43t+(> O.gCO7 0. CC29 O.0 i1."4ibg 0.0c17 0.0c29 0.01"qt45 U.1CC7 0.CO3C rc.C l

l.q1r5 0.c007 D.3ctc 0.o. 1.5149 0.0108 0.c0'ro.c.c

i,5397 C.Coîs C.ea31 0.01.5599 0..049 0"CC?,1 O.01.5 ¡79 O.OOlA 0.,)03? 0.C :

l.59tt, 0"c0î8 C.00']2 C.01.6132 0,0rJC8 0.0032 0.0L.63A2 0.C008 0.0013 0.01.5467 0.r'008 0.0033 0.0l.t>^21 0.0008 0. ôc:r3 0.0't"6't82 0.1ÇC8 0.C134 C.C1"6s')Z 0.CCr)B 0.0CJ4 0.â1.7î77 0.ccc9 c.cc)4 c.01.7A77 0.C284 0.11 t6 0.00ó9 0.0000

1.72 lB 0" oc09 c. c0?4 c.01.7 ì54 0. OOC9 0.0035 0.0i.7486 0.oCCe C.CCj5 0"01.75L4 C.0CO9 C.:035 0.01.77t7 0.0cos 0.0035 0.0L.1'¿55 0.0c?e 0.003ó 0.01.797t 1.00O9 o"Ocl6 o.O1.8182 0.2Ca9 Q.t)O?.t¡ 0.O1.8139 'l.OC09 0.0/ü3ó 0.0l.gzt, o.oco9 o..oo37 c.coo5l.8lcr3 0.cCC9 0.OO37 Q.rl0l21.9/r89 Cr. CCC? 0.0C37 0.00251.r'5rr2 0.()r)r!9 (r.Cr) i7 (:.0D40!. 0r 71 ri.o¡1.4Ò r).,1f)r7 t,.oo.,c1.t)t57 0-1C.9 0.C418 C.Cú5C1.ett4C C.00ü9 U.OCJB O.0C¿r01.1120 t.Of)C? D-A01t O-aO?t

L.527e O.0C501.4924 0" C0481.4ótl 0.0c47:..+3C1.0.cc461.3995 0. OC451.3693 0.C,0\441.33c5 O.ü\)43L.VrcZ O.OC421.2814 O.c)C4ll" 25?0 0. cc?91.2252 G.0C381.1.r7¿ o. cc37l.l71c e. cc3ó1.I4¿7 0.c0-a51.11S9 A.çA34l" cç36 ç-CO341.05rJ9 C"00331. C447 0" 0C321. CZO9 0. CC310.9977 0.003t0.9750 0. cô290.9529 C.çezq0. rll I î.00270.9c?ç 0.('127

o.29I3

0.0 0.0002 c.cI81 ' 0.8991 C.00260:0 0.C00? 0.0177 0.S,989 0.CC250.0 0. c¡cz c.01 73 0. 94e0 Q.0oz40.c o.0ù01 0.11ó9 0.8297 C.0C?4c" 0 c.0ccI 0.c165 c.ðIc7 .0.0c23c.0 0.ccct e.c!62 ç.792v 0.0c22o.0 0"C1,ll 0,C159 O.7742 o.Oa?Zo.o o"cccr. 0.o15/r 0.7565 c.oDz10.0 c.0ìcI 0.0151 0.7393 0.ü0?00.c 0.0000 0"c147 0.7225 0.CC200.c 0.0 0.cl44 c).7060 c.col90,9 0.0 0.ût4l 0.689? c.c0!.80"0 0.0 0"C1ltJ 0.ö¡41 0.(.,i18C-O C.1 O.CÌ 3/. O.b..,ttÞ. C. Cnl TO.0 C.o 0"1llI 0.61J4 0.,:1170" 0 C.C O.úlZ3 O.t¡21? 0. (ì0tóc.ú o.0 c.ot.a5 a.6149 a.ooL6

(J)N)()

0.0200108.8cFs

iior z 1t 65 o.6d73lc +*----1 +

Iror 7 1z 6i 0.5çû:i?z *+----'l +

íèot 7 \3 5i o.6e1?- l'q iî----1 :ii"r ¡ i,, ss J.t>951)¡+ t*----rl +

si"t 7 15 55 o" óe'155c i.----? iiiot 7 1¿.65 ?'7uI1oq +t----c +

;;;i 't tt ss 1.703510 **--- Q +

0.0 300I ó3CFS

0.0400218 C FS

Þlv r.'H.

t.

HP,

sËpf1.8i9za2lz324

5:FfÌ?.

34.5ó7's9

AU1t

t3.14L'i6T7L3i9?o2L222324

RAIN ¡.CEPT E.VÂP9f EVAP FIõLD EXCESS DIRECT PERCOL OPERC

70.0 c,00.3 c. f,).') 0,c0.9 A.Oc.0 ^. cc.J C.CC,1 ,:"3.")t a.t)

oATE SÉ2r 7 65

0"1151 0"0C. Cl2c 0"'l3,C.lJ5 C.0c,3l,rl c"ca

^^\1 ^ ^v.v,r{.' !âU

2" )270 C" 1792

ì

wlqscÀ¡ cREËK HAT.ERSHED CALCULATED OUTpUI

CELL NO 1 OF 1 CETLS

s.7751 0" 08.7744 0.08. 77¿1 0. c8" 774C 0. C

6.7?4C 0.0e.774C C. C

8.774î ,î" 0c.77LA

8"7740 0.08.774Q O.Og"77LC 0" 0tÌ.771'0 C.03.77¡'C C" 0tJ"771a 0.c6" 774C 0.0F. 771,0 C" 08" 7739 0.Oe"7718 0.08"7?33 0.0I"'t722 0.0e"77C4 0.08.7678 C.Ce.?650 0"08"'l /:,? L C. I :8õ'l!)J6 C,03.7t95 C.08" 75s1 0"08.7589 0.08.7588 0.08. ?539 e.08.75¡8 C.0e. 75 !ìlJ O. C

8. 75e8 0. o8.?588 0.08.7568 0.08" ?5ô8 0.08.7533 C.08. ?5 88 0.08.7588 C.08.758A C. C

8. 7")fìB c,08"75¿5 O.08.75 83 0.08"'7575 0.08.7561 0.08"7'.jL2 C.08.75?l o. o8.7502 0.oea7488 O,08.7480 0.0

v.V U.Ul¿,o.o o.o 0"01200.0 '0.0 0.0117o.0 c"c c.31t 5o.0 0.o c.01tzc.0 0"0 c.ct09o.e 0.0 .0.o1o70.33e1

SFqTI234

6i

1011T2T'l/.l57t>l71B

0.0 c"00.c 0.crì"0 0.00.c 0.00,c o.00.c 0.0

c,0 c.0o.o (ì"01.C 0"00.0 Lr.O0.0 0.00.0 0.04"1 L\.te.o o.oo.o c.oÐ"c Q.00.0 0.o

0.0 0.00. c 0.00.0 0.00.0 0.âc. o o.0cô 0 9.cc'.0 . 0"o0.0 .0.00.0 0.c0.0 c.00.0 C¡ 0'0,c 0.o0.0 0.c0.0 0.0--Q. O C.0

úó\,0. D C.0c.0 c.0'c.0 0.o0.0 0.00.0 ,' 0.00.0 0.00.0 0"0c. c c.0c,3t2L

0.0 c.00.0 c.00.0 0.00. 0 0.00.0 0.00. 0 0.00.0 c.00. 0 c.0c. c 0.00.0 0.00. c 0.oc.0 0.0c.0 0.00r 0 0.0o.0 .o.oo.c o.o0.0 0c 00. o o.o

SS SÞRIT\IG GRDRES SASE LOSS ET

0.0i0{r c.00, J.JL,r) C,,0c. c -îcc 0. t0.0cû0 0.00. o.Jr0 t. C

0.cr00 c.oc"cûc0 c.cc"00c1 0.0o" o')í.r 3 (ì

" o0"0 )0? 0.00" 0J22 C.04.0745 0"O0"c071 0.01"C)10 Q.0.0":)'r'.)0 O-0o.c)71 0.?o.)c45 0.oü.0c?2 0.0

0.ó010 0.0c15 1.89e7 0.000e o.oo38 c.0ot20.5374 C.0015 1.e070 0.c010 o.oc?8 c.ooc50.514L 0.0û14 1.9141 0.0010 0.c038 o.o0ol0.5611 0.0ot4 L.9?!'t o,o0to c.oc38 o.OCeOo.5485 0.OC13 t.e274 c.octc c.0c3ç o.ocoo0"5361 0.0013 :..9337 0.OOtO 0.0039 cr.(CJCo.521L C.C0t 2 L.9l?6 o.4oto 1.cc39 0.CCCOC.1762 1.çlç6 0.0505 e.?.aLq O.C3!t+ O.OOOI

iI

I

0.c105-0.0102c.0100c"01990.0teâc" 0Jel0. ccr ic.r'lJ90.0c87c.0085c.c0ô30.0c920.038t

'c"c078c.0c7ó

0.co?t0" câ 7cc,0068o.c0570. co650.Ç.c640.c063

0. 006 IO.LìùáOo.c05e0.005 7o.005ó0.05 5 5o. aQ540,0053c.îc52c. Dc510.0c500.0049c.11470.C))47c. 004 ócr. oo4 50,aÐr4C. OC/r3

0.5123 0. CC120.5008 0.00110.4Ft6 0.00110.4787 0.0cloO.¿r{:rJO C'OC10tJ.4575 C.0Cì1ÐQ..t;471 0. o099O.437¿+ 0.C0CQc.q277 0. c0c9c"41e3 0.cc1ac.4090 0, o0,i80.4ccc 3. cr080.39t2 C.C1070. 3e26 C.0007'c.3742 0.C0C.70.ló,iC 0"1?C60.3590 Lì. cO16o.3rtz o.('0160.!L26 0.00c5o.))52 0.00050.3279 0.C0050.3zcq c.oo45c.3 I 39 U. 00040.3c71 C.0104

0.354ô

o.3oo5 0.c1c40.29q 1 ú.00c40.2878 0.0c030.2817 0.09030.2757 0.0cc30.2699 0.G003o.2612 0.0cc2ç.?5e6 0.0002o.25)2 C.CC024.2479 0. C0C2Q-2427 0.oo0?o.2377 0.0001I ).a1v.<J4 ¡ w.!vJ¡

Q.2¿Ìi 0.r/'rrilo-2232 o.OOClo. 2I rJ6 0. ccnl0.77t'l 0.00û1o. zo98 0. co0c

't.e451 0.c0lo 0.0039 o.o0oo1.950A 0.001c 0"úol9 0.cccÐ1.9550 0.0c10 0.0o39 c.oocoì.96t0 0.00It 0"r)c]9 c..ç()îo1.9,¡'rI C.C?ID O.O.)la C.ô^OO1.'lz9¡ 0.1îtrJ c.0019 c.:1OC1.9746 C.09tO ç"Atiç C"cccoI.97n,7 0.001o o-ccLç ô.Q()1.O1.9926 0.0010 Q.co4c c.cccl.lr9eó2 0"0010 0.orJ4O C.CCO3l.9tt97 0.c010 c.oc4c o.oco7t.993C 0.CC¡O O"OC4d C.OOl4l.?9r¡l 0.CC1C 0.0C4C 0.00231.9990 0.0c10 0.004c c.ooze?.0c17 0.0c10 c.0c4c o"oa?9?.1í\42- O.Ol7o C.tJO10 Q.A12Z2.a.o55 Çì.0ci1 o.c'l4o o.où142.01 )¿ C.oL10 0.e0¿o c.oeo72"0tJ9 0"C0t0 0.oo17 0.oco32.0t27 0.0010 c,0c4c 0.coot7..O145 0.0c10 0.1040 0.00c0?.07\1 0.00t0 0.cc40 c.30c02.0175 C.0010 0.0rJq0 C.CC00?-"')tt!B 0.c010 0.t)ot,c 0,oct02"C198 0.0743 0.2..¡73 0.C1.ò6 0.00C!

2.0199 O.OOlO O.OO4O O.CCOO2.OZ\q 0.o0lO 0.00¿,0 C.OcCO2"O21.3 0.001c o.004c c.tcoo?-0226 0.0010 0.00¿c 0.0cco2.O2'tZ 0.C01C, 0.004C C.OOC02.O237 0.0010 0.00/,0 o.o0oo2.oz4L 0.no1o o.D1to o.cnco?..c244 0.CC1O 0.CC40 C.CîCC2-CZt,5 C"Oo1O O.OO/'O C.COOI?.0?45 0.0c1C 0"0040 o.ooo??.o?46 0.0010 0.0040 o.ooo5?.0?44 0.O010 a.oo40 0.00t12.)24\ C.0C10 0.Cç4C 0.0017?-.O? ltt 0.00tCt t).OOt,C, î..OCZL2.C2tt o.0010 0.co4rJ c.¡)t)¿l2.(2.!ù O.OClC O.C040 C.O.)t 7?"02r1 0,ooln n.oo40 0.001 12.OZl4 0.o010 0.0040 0.ooo5

(, '':w.it9 -'

o

' c.ccocC CFS

sEpr. 7 18 65 O"?o6cô4 *<---0 +

iior 1 7e 65 c"?oq¿'71 +r---o +

öiot 7 zG b'¡ c-?1o.l3I ç*'---Q +

iior 7 zt b5 0,7L3146 Êf---o +

sÈer 7 ?z 65 ).71'¿416 r*---Q +

iirr 7 zv b5 o.?r7á4¿ rit---Q +

iio. 7 ?L t, ù"719'ì29 râ---Q +

iÈor 8 I ê5 c.7z\?'t7 *+-- Q +

iÈor B z 65 n.i2L171 *f-- Q +

iÈor g 7 '55 c;?26141 **--Q +

iipr e 4 65 o'7?rl/r7 **--Q +

itor q 5 b5 ?" 7Jc:'55 tû--? +

siri g 6 6q c"71'2 1c5 È'--î +

i¡pl s 7 65 3.7iLc?.\ t+--o +

SePl 8 P' 65 ).7)'5?t)\ +À--Q +

st.eT g 9 65 C" 7:i774ô ùf --('r +

slor 9 l1 c'5 o. ?? 9559 r+--Q +

icni 9 LI 65 o.î41317 **- c +

sqPT Z 1-?.6i 1"?¿-ì')q1 *t- Q +

ii"r 1 I) bi )"7t t'7lt¡ !Þ-'J +

ittr 2' \4 65 Q"7+tt':') *â-Q +

i ipr 4 Ij 65 Lro 74at t? *i-0 +

iã"r 31.4 65 c.7a97t¡2 ÊÀ-1 +

s¡pi 9 17 65 1-?11157 $e-'l +

ii'r â t9 65 a.ii2?25 *+-o +

iipr A 19 55 .J.75Lr5s +*-1 +

iipr a 20 65 o.1qrq79 *a-Q +

'i;pr s zl 65 c^?ri45t> ÈÈ-Q +

sSeT 3 2? 65 0.756C17 *ü? +

S':PT g 27 51 C'?6¡1'¡:l tr'4 +

i¡"i t ?4 b5 c.î')1?74 r*ì +

SroT ? 1 ó5 O'753i61 *ù,) +

sF pT 9 2 65 C. 76¿5¿4 ++r) +

ieot 7 1 65 o.?65¿i5 *'1 +

SSPT ? 4 5, 0.751 L2'Z'4*Q +

5:)T 9 5 a', 0" 7Ágrt7!l ++:l +

sSpf ç.c ól c.?ô975?'trrQ +

Si:ui a 7 65 0.77!rì)5 **'rJ +

sErl q ô ó5 i).77?-21? *tQ +

S:oT 9 q r'r5 O'7 77\4? *''7 +

s€ÞT q 10 65 C,.i7454c r',8 +

s:PT ? lt ó5 ).77511.? fl +

SE?Í 9 !2 65 0'?il?5/¡ t*Q +

sãÞT q 11 6i o.?7J1rll +ro +

i."r q i4 s5 0.7?9?17 t*o +

5:Þr 9 l5 65 C.7icll6 {s1 +

ieor 9 16 65 c.7913;7 +úQ +

S?Þf 9 L7 65 C,7tJzi))l 'ù1 +)r=at 919 65 f,o?ê35ù9 f*!) +

c. 0 100..54.4CFS

{

0.0200t0e.8CFS

0.0300I 63CFS

c. 0 400218CFS

.!:i

i

(4_h{"b)i:

WILSON CREEK'IAfEP.SHED{.S I }IULÀ'T J ON PRCGRAM

fHIS PRO3CA¡I I4AKES USE OF L¡NEAR RESEVO¡RSPLACED O¡:E ABOVi THE'CTHER; AND FLOOD ROUlING TECHN¡.QUESIN OEDEE TC S¡YULAlE TIIE PYDRCGRÂPH.

II{ ÂDCÍT I4N, C:LLS,SIIlILÂR WITH RESPECT TO COEFFTCIENTSAIID R:3gV3IqS ÄR! PL,lCED SIOË BY SIDE IN CRDERTC FUÂI.{ER }IlCI FY IHE HYD}ìCGRAPIt.

II¡ THIS RUÀJ ÏHERE ÉEP.E I CEILS USÊ0, ANDTHE 5I"I:JLATIq''I YI-:Ä;{ OF 1965 STARTING CN SEÞT 3.

THE FOLLC"{ING HERT THE INIT IAL CCNDITTONS USED

ICSPT = C"CI C.1?= 0.0 5F ¡FL0= 8"00FCÀP. t.00CP^N= C.9O'0 I R?CT= 0. C

KDi 62.40

PËRCtlL= 0.0 KS= 219.KP= 1. 'GRDcES= 0.0PEiCÁP= 8.8O gASE= 0.DPERC- O.O KB= 2000.KDz= 41.50 LOSS= 0.0SS= 0.0 KL= 500.00SPs(iN6= 0.0

NOTE: Coefficients are the

optimized storms.

mean va].ues of the three

(,N I:È J.r

c.F

.5.

f\u

,c

(Ðc_

ì (l

c2c,

(J-)

Í1il +

I il tl ¿- l. -t 4'

!'1

'

9Zî.

;¡:Ç

'f:

. R

9 t N

F|ìL

L ( I N

.I '..

.dL

a. r.:. È

oCO - -.714 Cl = 1.000 C2 = 0"7la.K -'6.0C0 X . 0o500

q

HR

SÊPTlót7

202t.??z324

s? ÞTI

z34

67I

.9

iltz

\4.15l6

¿l??2324

RAI\ TCEPT:VAPCÍ EVAP FIELD EXCgSS CIRECT PERC9L CPERC

50"1 0"0 0.0166 0.0 7.ç9840.(-ì 0.c c.0tt4 0"c 7.9j57c.c 0"t Ç.c.J5l O"O 7.99121"4 C"t C"Ci);C 0.î 7-9iJ4c"c c"o 0.0.10å 0,0 7.9932ù" cI c. icq'1 c" D'i11 0..JOcl 7.e9)lu'.C5 ü.O5O0 C.CîtC 0.OOC0 7.q9'14c"oz c"150) c,0i)¡0 0.c000 8.01ó4ô"lc 0. 151J C.uC1.l C.CO1{) 8.{)801C. !/+ C. C5CJ C" ClSC 0"..tO.?. C" D,901

LD"l2 9, t51C C. C)JC 0"00CC rl" 18790" I 2 ç"î50J 0.rìüJc c.0J00 8"305i0. I 5 C" 0501 0.0J?0 0"toc0 9"41780"23 r.0i10 c. clrc 0.0J0c 8.62r,0Ð.29 a. C5C1 A"CC':J 0".10c0 8.87360.?5 t.ai)) 0"C.')0 uì,)1lQ 9.11440.?2 u.ír51,1 C.ù.:.).) C"0-.0C 9.tec.rCir.1Ç 1.';1ÐJ J.î',1J2 rl"10r)¿ 9.4C600.24 1^çi)1 C" tl )7 0.o,jrJ7 a"519tC.î9 C.Q50.) ç"Ot21 0.19?3 9./¡{:C01.33 C"¡5r)_) .l"Cl't? ü"Q?5c o.ôìeóC"3i .1ar,5JJ í).tIl9 C.Cltç 9.?)rl1O.21 ?-t5:)? Côiilri;) 0,0190 10,O6930" t 6 0.05r)c c"c2-L(> 0" 0240 10"05530" I I 0. ûic) c" 1240 C.O?LO 9" 9tì290,cc 0.c5.)J 0.01?0 c.0190 cr, r18260.13 C.r-15)) .).îilt C.:il-ç c.a1.,72,.l.11 0.ci;!) û.rlii59 0"Ì)51 9.76721.11 0"ùt.iJ t"cj?3 a;r):3 i;"72s/r0.04 c.0!30 1",.1))7 Q"a1)7 9.t,7519.1!ì ?.c50') r),,.),JJ¿ C.r..)C2 9.ôa150,c7 t.05r)1 c.c)14 0.ccc0 9"57150.45 1. C5'tl C..ltt0 0"cc1c 9.5L990.C5'J'05'JJ Co,jr))C O.a0rJ0 9.46694.30 O.OqOl 0.14ì¿ C-124. l./.669

50.i+ 0.)5'J1) 0"ùt,).) c.1í)r)1 9ô4t25¡.01 c.O50r 0.1tc0 É.ù,)00 9"34ìA,0.1 c.111^ C"î1.rC 0^c.t1ô c"?1/+9C.) 0.J)!.:) Ù'LrJ)r-ì Co.JJ:lC (.).?C50c.c _0./ìq4.1 f-1l411 o"¡înc q.1Ã0.,0.1 c.c5,')) rl.0r.)ii 0.Lr{)00 9"1()?_?-0.,) r). '151) C.ll/).)t,; 0,rj\) )O 9"U6t)7t. ,. ¡r, rr r¡ì ¡ì o ¡ I r:rt! rt ,J _ r':.t r

0.!1 C.lÂìl l'.0J:)l 0.r-1.1 ¡j"c9511.î¡ ,.).':L')\ C.., t:)L lõr;r:14 R.(l,S1O.). ) .).:4" I rì".:,1Ì 'J":'ì11 |\. )4r.))..1 0^:)46I ].0;)22 A "r.t)?¿ s.,t27tJ4..) ()..t1.; r'-.1 \4 O...1,6 n.OlCC:,1.e ,... ir r.t ) .). (,J;. u. (")45 f . dq54îo1 C^.)31i A"':.1,,; 0.0)45 ò.\:t:¿(,

DATESEPT 7.65HILSC,N CREEK I.IATERSHED CÂLCULATED OUTPUT

0.0 0.0 0.oc.0 0.0 0.00.0 0.0 0.00"0 c.0 c.0c.0 0. 0 0.9c.0 0.0 0.o0.0086 0.0 0.00.0294 0.0 0.00.098c 0.0 0.0

0. 003 0

5 EPfI

2

56

n

t1iz'I 'll4I5

0.1i7ô 0.0 c.c 0,00.117,5 C.0 - C.0 0.00.147C 0.0 0.0 c.0c.2?-54 0.t 0.c 0.00.2812 0.0 0.0105 0.00010.25¿8 0.C018 0.04/19 0.C004C.2156 'O.C0..6 O.Oá?9 o"o121c.1F6C O.OCd5 o.Oeá6 ç.2C3?Q.?463 0.C:)83 O. rC?7 C"00610.2s1 ç 0, c1!6 C.:.229 0.0Câ60.17?3 0-c!.3t 0"I1.55 C.ttlóc"1^(r<). o.clf,7 0.I6e? c.015c0.21ó2 c.0171 0.1812 c"0t93c.t521 C.OI69 0.1793 0"O22t0.c838 0.0158 0.1690 c.0261c.cöc¿ 0.01/il 0.1547 0.?2S20.1097 C.01¿t 0.I¿l? 0"rJil9c.i2l5 c.c123 0.t.i9Z t"A34¿,c.1?57 C.0lt7 o.i?20 t.o367c.0777 Ç,01?8 c.1250 0"0387c.ot82 0.otc0 0.1t?4 c.0/.050.có86 0.0092 0"1102 0.c4zl0.0588 0.00,31 0. tc28 0.0+35c.049c 0"0075 0.c957 c.0446

. c.2000

c.c3a? o.r)ûÊ6 c.0675 0.c)455O.00çC 0.0C56 C.O7B3 0.0/r53C.C 0.Cal14 0.067C Q.1ìzr¿7o.0 c"cLìr.ì 0.D59J 0.r)¿090.0 O.rti\ZL l,î.J5Ol 0.04590.0 c.0ü16 0.0132 o.c't ô7fr.o c.o,)lo o.otÌz c.04{r30.t, O.a)Ô(tt,lr.ll1.'ltt-t...'..,c.0 0.c o.Õ2.t9 0.r)45J0.0 c.0 c.')2t,\ 0.i".i/,7O.O O"0 L\.fi-().) í).atLO0.0 0.0 0.ú19ì 0.'J412:0"0 0.o o.o!ç,7 o.ô^?h0"(; C.0 ü.Lìl Jö O.î¿lÞ0., c.0 0..JltíJ t"0¿t7

CELL NO I OF 1 CELLS

0.00.00.00.0c.00,00.o0.0c.o

ss

0.0 0.00.0 0.00.0 0.0c.0 0. o0.0 0.00" 0 0.00.o o.00. 0 0.00.o o.o

0.0 0.00.0 c"0'0.0 0.00.0 0.00"0052 0.0c.o325 0.00.0984 0.00. I 63ó C.0O.25ZL C. c,1C?-0,3530 C.00070. íBl1 o. riol3o.6237 0.00190. ?791 O,002óo.9157 0. CC341.081 I 0.0C40t.zll7 0.0046l.)255 1. CcStI.4zAC O.0t561.5¿¿C C" C0¿'01.6C(r9 Cl.0Có41.6e19 0.0Q63t.7414 0.C0711.80/*0 0.C0?3l.s5t5 c).00?5

o.or'70

l. tac2 0.0077l.'llc)4 0.00791.9181 0.O07e1.9464 0. OU501.9157 0-C0fìOL.9)16 0.00791.9?3¿r 0.C079I .,trt,,.r O -rrf' tn1.880a 0.00771.3'saZ C.ooÌó¡.ll?/.') O.(/tr7¿l!.7925 C.0C?J1.ftt\4 0..OD7tL.l26C O.urJ lul- l:!i !'.99?i

SPRIT,iC GRDRES BASE LOSS ET

c.0 0.0 0.o 0.00330.0 0.0 000 0.00210.0 0.0 0.0 0.00t00.0 0.0 0.0 c. c0c40"0 0.0 0.0 0.00c10.0 0.o .0.0 0.0.0.0 0.0 0.0 0,00.0 0.0 0.0 0.0o. o 0.0 0.0 0.00.0 0.0 0.0 0.c0ó9 0.0000

o.c 0. c 0.0 0.00"'c o.o o.c o.o0.0 0.0 0.0 0.00.0 0.0 0.0 0.0o.cocl 0.0000 0.0000 c.00" 00Ð5 0. ecoo c.0000 c'. c0.0c20 0.0?c0 0"cocc 0.c0.0,)50 0.ccce 0.cccc c.cc.01.09 c.occ0 o.ococ p.o0.c173 0.0c00 0.coic 0.0o.a?îL o.00c0 0.41a1 0.|)c.11)t, 0. î0oc c. c01l 0.0o.0574 0.ocDo o.o001 0.00.o779 0.00c0 0.c002 c.00.1019 0.00ct c.00c? 0.00.1 21] 0.000:. 0.0101 0.0c. 1515 0.0r:,c'1 0.0c1? Ç.0o,t1?2 0.1cúl 0"1c1l. Q.04.2?.1

' C,0fc1 c.1005 0.0

fr.25/r3 t"ccc:. 0.ccua5 0.ca.30)z 0.c002 0.00o6 0.o0.3438 0.0002 0. c0t7 0.00.385ó 0.0C02 0.C0ce 0. c0.4237 0,0CCZ 0.0019 0.OC'4?n7 O.0011 O.COril O.006r, O.O00O

o.4725 0.0CC¿ O.COrJe C.00.5173 0.occ3 c.oot0 c.0o.5\2t+ f).010? 0.10.II 0.c0.óo¿ I ù.Q¡J23 0.0912. 0.O0.65'11 0.0{)03 0.aol ? 0.00.ó'ìiì2 0.0033 0.0014 0.00.7¿.¿e 0.oc04 0.ool5 0.0rì- t'trl 1.rìlì,ìrr /).Ottlr, î.-Otì'9107 îr.Cl".. C.1Cl ? 0.0c'..1 /15. O.aú^/. fi.00t7 0.oc.'/l,.,lj o.olir_,:, f). l:"Lt, (1.o0.9569 0.1005 0.t019 0.cî,.qq72 o.oc4rì cr.¡o?1 n.0l.() tt,t a.'-cot 0.ot/I u.Q\'l!5.',. 9'?9c? q'99i? 9't

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RAIN ¡CEÞT EVAPOT ËVÁP FIELD .EXCESS OTRÊCT PERCOL DPERC

OÂTE SEPT 5 65

ss prI2J

56

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c.c 0.1261 C"9aCC C.Ol(ì3J.û 1"1?5J t"J9JC 0"óî000.Cl C.335'l C.Dù)î C"3C.CCt.J Ç..t261 O.')))C C.'ii)0C1"9 0.o?ó0 0.o,.r)c c"1.)10O.C 0.C¿6J rloCr)DC 0.tti)e0.0 e.125C o.O.tJO O.C0oOo.3 c.125C J.a))A o.ococ0,c c..o2ã9 c"?)î1 C"1îaiO"i rl"û25¿. ç"ì)14 C"i'll¿O"(1 C"L.¿;ì 0.'_tjIl C"11,)110.c c,(:22.i 0.cf:2 c,.oo?2c.a c.cl95 n.ci15 ç.ic160. o 0. Cl4,) C.,J,Jc5 þ. r)14 50. C C.0ic.'i C.0.1/' 5 C" 00.' 5!.C 0.tt59 q"O)ìt, O. -r135O.') ?.!,- J ¡ 1.ùr'12 C"CO?2o"o c.cî2l, c"o,)1I C.lCtt0.? c".c7z c"c4j)4 o.1cc4c.c 0.,13?.1 c.ùJ11 O"CCC1i.c ri.0u¡c ù"(iJ)u c.cJcCc,c 0.ctr¿1 c"ciJ; c.ütî00.r) O.C,.J?? C.ir¡,JC C.OtOCr).0 O.OC2) C"C,C.lC O.CC0Oc,)7 0.0020 û"ztlo c.1762

7

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}IITSON CREEK I{ATËRSHED C/ìLCULÄ1ED OUTPUÎ

CELL NO 1 OF 1 CELLS

0.0c.00.00.00.00.cc.0

8. al97 0.0B" 8171 0.05. r1+8 0.oa.dlze 0.03a¡ì111 0.08" qQ9ó 0. o8" 8C94 C.0B. 50 72 0.0,q.4?63 C.03" 9C5t C" 06 " 8it47 C- 0b"ric41 0.o8, 3Cl5 c.0d"âc31 0.08" 8C?6 0. n'e.4c23 C" 08. !c20 C.0e" s317 c.0t"9cI5 0"0s. 3e1 3 C,0S.'ìo11 0" 08.ß(!10 c.0

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c.c 0.c339 C.03?c0"0 0.c17? A.C33l0"0 0.ca67 0.n7720.0 0.0058 0.03630.0 0.c050 0.c?550. 0 0. c043 0" c34ó0.0 0"0038 D.C7370"0 0"0333 0"C.jz9c.3201

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SS SPR¡NG GRDRES BASE LOSS ÊT

1.6i32 Q.A?:63 ìo1494 0.0006 O.C0Z3 C.01.581ó C.0C63 I. te50 o.cao6 o.oc24 0.0!.5448 C.C0,51 L.2\97 C.OCOó 0.C024 0.01.50s2 0.00ó0 1.2534 o.0006 o.OO25 o.ol./r719 0.0053 1.2961 O.cOc6 o.co2ó o.oL.4357 0,0056 t"3179 O.ooo7 o.oo?ó c.o1.4C00 0.0155 7.7437 0.00c7 o.ocz? c.o1.354e 0.0053 L.374t,0"0CC7 C.COZA 0.0o.2?5e 1.3755 0.0I25 O.O511 C.COó9 O.OOo:.

0.0c28 c.03u1cr. cc?4 0.0312c..0c21 c,c3040,0c13 c"1?9óc,oc16 0.0?B?0.03I4 ClC20!c.c(ì12 0.0274c.0cI0 0.02660.Ð0C9 C.'J2590"c0cs c"1i5¿c"ücc7 0.n?41c.c cc5 0"1ì?390.4005 a.o23Zo.0û04 0-o?2trC.000/r C.0Z¿0c.0003 a.ozt4o.Dco3 0.r¿0e0.ccc'2 c.0?â3,0.00c2 c.û1.e7o.1002 0.c1920.cù02 c.1Ì87c.0ccI 0.0192c,0c0t c.cl770. c001 0. cl 72

0.cc01 c.0t580"cc01 c.c!.6?0. cÇcl 0,01 59o.o00t o.ot550,0103 0.01 500" 00c0 c. ct 4ó0.0c00 0.oL4zc.c000 o.ô1 390.0000 0.0ti5c.0 0.o: ¡t0.0 O.CI2rlc.0 a"at2ro.o 0.r.'t¿ I0. o c. c'I l30.0 0.01150"0 0,011¿0.o 0.0t09t

1.330!. 0. c0521.2e60 0.c0501.2625 C.çC491.2297 0.00471.1975 0.CC4ôtr" ló61 c.oa44l.1353 0.c'043L.L052 0ô c04l1.C?58 0. Ct401"c¿71 0"cc39l. cleI c.co170.99t9 C.CC360.9651 0.co)50" 9394 0.00340.91/,1 c"0033c.8395 C. C0120. rJ65r, C.00300.8423 C.0C2?c.81e6 0.00280.7ç75 A.Cî27c.776 I C\.0C2óc.7552 0.c0250.734q C.00240.7I5 I 0.0024

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c. 0l 0ó0.elo?0.0ic10. c0980.ût950" 0093

SS SPRTNG GRORES BASE LCSS Ef

0.4400 0.0011o.4285 0.00100"4173 0.C0100.4064 0. o0c90.3958 C.0c090"3e55 C.0008o.1i55 C.0c33

c.3604

o. oo38 0.3ó58 C. 0c0Bo.co86 0.7564 0. C007c.cc84 -o.v4t2 0.00c70.1c3¿ 0.3383 0.C0c6o.oo?? 0.3296 0.CQC5c. cc ì 7 A. -7212 C" 0îc5c"oc?5 C..3131 C.CCC5c.or74 o.tc91 C.CCC5o" oo7? 0. 2sT4 0- 00c4c,ct7o 0.2399 0.C0c4O.0Jl¡f) O.2 12 b 0.01C4o-cc66 0.2715 0.00c3o.oc65 0.25e5 0.00ù30.0c63 0.26I9 C-C003or9D6¿ o.2154 c" cc03C.lll¡0 Q.?-t¡a1^C'CCî20.13i9 00?4?Ç c" cco20.0c5? 0.217Q C.0002c.oc56 0.2312 0.00c1o.cc54 0.2256 0"00010.0153 0.2201 0.0001o.ol5z 0.2!48 0.Co0lo,')051 0.2c96 c.cccfc.o04q o.2015 c.coco

o.3592

o. c148 0.199? 0. co.Q947 0.1950 0.c0"00/+6 0.19Ct 0.0o.oo45 0.ltr58 0.00.c044 0.t814 0.0c"c143 0.1770 0.0c.oo4? 0.1729 0.0O.OO/rl 0. t/.c7 0. C

o.or{0 o.1ó47 O.0o. oo 19 0. r óOfi 0. 0.t.c0líl 0.ì569 0.0o.on37 0.r5?? 0.0Ô.f:r)lr. o.t/,')í. o.oc.nc35 0.1¿5C 0.00.1014 0"14?5 0.0o.uoJ4 0.l.JeI c.0û.cr.lJ] 0.1i5B q.00.0032 0.132ó 0.0

2.C2C1 o"cc10 0.0c40 0.c012?.o255 o.oclo 0.00/.1 C.00052.0306 o.cclo 0.0c4t 0.c0c12.C}54 o.colo o.to41 c-c000?.0400 o"colo c.0c41 C.CCCo2.O443 O.CO1C 0,0c41 c.c9e02.Q194 C.crClC 1. c:C¿L C.0OL01.0^go c.o56l o"2?12 c.c334 o.ooo2

?.0522 o.Ðolc 0.0041 0.c0co2.A557 o.OO10 0.0041 0.c0002.05?1 o.C0l0 0.0041 c.cc002.O6)-Z O.OCIO 0.c041 c"c10D2.Ct5t o.c1:Ú Q.ClaL 6-9!f:02.A671 C.ÐOlq 0.0041 Ú-000cz:o7cz c"co10 c.ccl+1 c.c0cc2.97?i O.C11o 0.c0l+l c.cc002.O.7L5 0.în10 0.0cà1 0.coc12"O7rt4 O.OC10 A.O(:42 C'CcCl2.OtSl o"0cl0 0.ac4z o.c0072.0?9? O.OCl0 0.oo1? 0.0t142.OrJIC O.OO10 0.cot ? Q-CQ2a¿

2.0122 O.OO1o 9.O012 {.Ctzgz.oa!2 o.c0l0 0.0042 0.0029?-oq4l o.0cIo 0"Ç')12 C.C0?32"Ca49 O.1O'rÐ O.Ùt)¿'2 Q'^'ilh .

?.o!54 0"'.:c10 0.cc'ï2 c.c1072.Oq5A O.OOtC C.Oal? C.0()032.AP'r,L O.OCIO 0.0C4¿ 0'0C012.0862 o.oclo 0.0042 0.0c002.o9',1 O.Ocl9 0.O042 C'CC0Cz"o'è.62 o. L01c 0. cc42 c.00co2-O')cq o.co10 0"c34? 0.occ02.C859 O.C810 0"3239 9.Qa86 0.0002

2.0956 0.o02.0851 0.002.0846 0.c0?.ottt9 0.cc2.CfJ 31 0..c02.08?2 0.002r0812 0.CC:?.ô¡.)1 0. oll2.0I',)0 0.coZ.O77Z O.ÔO?.0 Tl 3 0.0c?.0 7/re 0¡00-'-t, I ra, n-tttt

2.0717 0.0c2.0 r00 0. Ûcz.Qt,t;.'¿ O.Otr¿.Oôlr4 0.n0?..î.144 o-oÇ

0 0"0042 0.c0100 c.0042 0.0000o c.xc+z 0.0000O O. Oo/+Z C-dCÇOo c.0042 c.oceaQ G. C0¿'2 0.0000o 0.00¿2 0.0000O Õ.^4h? C.ctCAOC O.(i1a? O'ric')Iõ o-ôn42 a-oÔa?

1C 0.cc42 0.00ü5l0 0.(,0¡. I Ct.Q(rlllí tt.t'¡tt, I ...r,rtl t1C D.CO¿1 O.0c?lto 0.c04l 0.4o21t 0 'J" ¿il'a I 0. r"O I t10 c.0t4t 0.ccIltO r).O¡¿I 0.OnC5

(f,)(,o

.'"-.#¡È--'-_.d

0. c0000 cFs

sEeî r !8 55 0.7?5i43 rf-- Q +s€'oÏ, 7 Ì9 65 J.72't3)O **-- O +sEel 7 2C 65 C.729¿C? *Ê-- e +sÊ.er 1 21 65 c. ?3177C *{-- O+s:oï i zz 6i o"'t335.a5 *n-- 0+sFFr 1 21 6i C" 73555i +l-- Q+s:rT 7 2L 65 C- 7l7l4t f.ù-- Q+SEtÍ c I ¿r5 ,1" 73?16i +*- Q+SE Pf e 2 65 O. t'a)iD'l aa- C+SFPT 9 .Z 65 .).7q25\0 ùä- Q +

5E"1 a 4 15 ).744273 *À- Q +saol 3 5 65 2. tL5ì,t)A È,r_ D+S:ÞI g /). ó5 j.7L7\.Jt, trü- O+Si21 9 7 65 ).7a1ì1? {È- c+SSci 3 ò 55 J.7.>i).>j¡+ r*- C+Sf PT g .1 65 0"75:11/r 4*- Ç+sË2ï 9 10 45 0"1574ti +*- Q+sË?t .e 1l ó5 o"t51 1X2 +4. 0+5FÞÌ 6 t? 6i c.7562J7 ** QfSEPT 81355 ).167ry\! +tQ+sipT I 14 ó5 0.758 ì5i ** Q +s:pÌ I lc 55 C.7ó025C ná Q+ssPl C 16 65 0.7ó1525 ** ê+sftf g l7 65 t"7ô?7.r5 'rill+5:rî 2: lx s5 l" 7r,31 t7 ù' QL9ÊPr 9 19 55 0.t551ò¿ ** 1+SEÞi g 2C þj C.1t¿t)122 ** ()+5t9r B 2i 65 J.76't457.*+ C+'SE"1 I 2_2 55 C.7ôJ55t ++O +

SEPI 9 2l ó5. Qq75?t¿5's +ttQ +sîÞf I ?1 65 rì. ÌìLl7! i +*t"1 +5:tl 9 1 ó.ì C" 771751 +',"_r ¡sE2r 1 2 55 C. 772 9J/r *4,1 +s:PT 2 3 65 A.77i146 ++Q +sSeT o /¡ (.5 c.774SlB *+{l +sEoT 9 5 t>5 0.7'511^ É41+sEel 9 6 ¡¿5 3. ?71,171 *âO+sEPl 9 7 65 3.7?ô3ll Ê*0+SSPT q I 65 0.77ê051 r4il+sEpr a 9 65 ?.79a))1 f4 +

sEÞÍ 9 IC 55 1i7:ìI130 +q +S:ÞT 911 65 J.1e?L,jtj n1 +SSef ? i? t:5 Oã 7ljl2ll5 Yrî.sûÞl 9 L3 55 C"7Éa?42 *s't+ssol q 14 65 0.75.)?73 *uî+ssPl q 15 65 1.736313 +*O+SÍP'T I 15 65 O.?¡7¡¿r7 +*O+sSPT ç l? 65 0c7?31q0 *Èc+sEPl 9 19, 65 0.78c1+!.2 **C+

e.0100i¡+'.+crs

0.0200108. ecFs

0.0 300163CFS

c. c400el8 C FS

14rtH

i-

C

HILSlN CREEK HATERSHED€

SII¡ULATTON PR06EAV

IHIS PR!G2AI1 !:AKES USE CF L¡TJEARPLACED lNE A33\'E THE CìHEII: AND FLOODIN Cì051 TO Si¡IULATE THE PYDRCçÂAPH.

I'¡ ADDIl!C\' CELLS?SIl¡ILÂR ìiITHÂ\O RSSEVCIRS À9 Ë fìLÂC¡I) SIDi 9Y SIOÊT0 FUaT'Jlt ¡tlCIFY Tl-{i PYDÂCG¡iAPH.

I^r TtrlS P,Uil T.H:R: wEaE l CELLS USE.0t A\DTr-r! 5¡.rr1¡¡1¡1il yË.1q ()? 19trq sTÀRTIN3 CN SEpT 3.

IH€ FCLLC/rlNG rgPS T¡18 J¡¡ITIÀL C0NDITIGNS .USED

ICEPT = 0"0ICla= ¡'OtF I ELO= 9O T.'C

F[Ào: 1.9r)C P;'\¡{= C..?C'0IaECT= C.0RD= !:2.7J

RES EVO TRSROUTING TECHNIOUES

RESPÊCT TO COEFFICIENTSIN ORDGR

PEkCOL= 0o0KP=oËîCÀP= 8.ôCDP êPC= 0.0KnP= l6oZ0SS= c"C5p'rI\5=

?.KS= 163.GRDeES= 1.C

L(ISS= C.OKL= 5C0.00

0.0

1!f

NOTE: Coefficient,s are mean values of Storms 66-9-1 & 66-9-I.(Ð'(i:}tu

333

¡:t:

.t-t.;

tË----rrf_-

/+1f/f/{

r)": . ('N I I' lll.jjl'iitrti

iJ

t'

1-

l-r.-¡.-J-

-:-:rí

I

-f

glat

,rt lr

-l-

c)Ð(t)

(o

'c'J',l

õ)ÐC

JÐ:.Jl

C0 = -n714 C1 o !."âC0 C2 = 0.7L4 K. q.6.0C0 X o 0¡5C04

H2

. !.6LIl9l9z0

z??324

SEPTI?

4567

91C1tl2ta

14.Ltl6L.tla19?.o2t

21?L

PAIX ICFOT EVÀPîf EVAP F¡ELO EXC5S5 CÌR,ACT PEî,¿OL DPERC

c.0 0"0 0"11ó6 0"0ù,C C.0 C.CtLt4 0.C0"0 c.c 0.c)51 0.J0.a c.o 0.ù,),:l c"ù3.0 c.c c"c).i6 0.cC.0l C.i;097 C'Crct C.Cl010,cs c-c5lJ c.01¡.1 o.cc00D.03 ú"ir5,19 0.0.)cc û,í)îccc.ic c,cfa) J.1.)lc 0.clcÊ0.i4 a. 95ùJ 0.¡]5i..:.3102

4c.12 1.1500 C.Clcc o.0J0c0.1? c.c510 0.03c0 0"c0c0c.15 0.c5r0 c.0J0c 0.0c0c0"23 C"C5Cl O"OO')O O"Or)CCô"¿3 0. îi1c a"i.))(: c"0J1cc.25 î.9c)) C.a)'lu O"t,)00

0. t9 c" ItcJ c"0,)?2 c"0Lî20,¿4 0.ç5ül 0"cil7 c.0rl07o"z3 c.oEoD c.0ù23 0.cc230. 3-J 0. q5.rC t).O)5a C. CCî93.15 0"05c1 c"oil9 0"ci19c.24 C, l5ùC C. ùt9 I 0" î1çC0,.1.9 0"Lr.iic r.t)?4t c"a2LCe.t.1 c.att0 c.0?/,0 0-c?4cC.Cr9 0"1509 C"019ça 0"C1ç3c.l2 3"n5,)J C.1I19 C.D1I9C. 13 0a 153:) C.0ij5? C.(..1590.10 rl"o5J0 C.o!23 A.a.)?30.0c 0.0503 0.0007 0,cio70" C8 C" 050C C.00urZ 0.00020. 0 7 0" c 50o c" c.lr0 0. n1c0C,C6 C.a5)C C"lDlC 0.0C,10Ì,î5 C,C51) ç"0i_ì?0 0"00f0¿.â.t1 O.Oqr)C î.1(_ì0 C" 1?Î?

0A1S SEPT 7 65

TIILSCN CREEK *ATERSI{ED CALCULATEO OUTPUT

CELL I.IO I OF l CELLS

7 "979¿.7" 9çt77 "9e42'l

"91147 " 9<??,2

7" t93I7 .1')7 4ê"0ió43,0p.al

8. ts ?98. )4558."43789"62408.9748, " !.?2C9.-ta9r-9o 412Qq"57309"7379c. eI52

I C. 1C32tc" 21 7C10"2?0910"1769l. 0. 01t I10..j2699.9t439o Ç!:o79. 910 49. d5779. ec 689 "V5279 o r¡ .c57t.o'.)57

9. ó3619.56499. /+8369.4C719. 1? ac9,2'l 9¿

.9"7?70',- l"L t

c; lc2?'9ór)¡ü59. O42La-l,1/..,8" fJ...4 6

0. c e.0 c.00.0 0"c 0.00.0 0.0 0.00.o c.0 0.00,0 0.0 0.00.0 0.0 c" 00"oc85 0.0 0.c0" 029/+ 0.0 C.00" cç80 c.0 0.0

S: PT 'II 0.04 0.050t c. oc.:c c. c )0cz 0.ct c.05cl 0"0tr0 c.cù0t'ì o.o c.n50c c,1ír0c o.olcc4 g.o O.050ù 0iC)o0',i"Ð')0C5 0.0 O.Oqô0 C.O11') O.OaOOó 0.0 0"0'i1) C" r.iJCr) ûir:Utf;7 1.0 X.)t1') 0"üC¡î 0,C1a0lr rl.r: L-r)-.e) rr,¡¡.)"rr r'.))(,{)a C.0 Lì.!/.oq O"1l)i {1,üC01

10 0.0 9"i,1.4 Ç.) )a4 0.0?.:)¿i1 (),ü C.¿41) O.'-,..)lI u"c(r1. 1

12 C"0 Q"C4'¡L C.CC?2 C"Ctz211 ô.¡ c.n/.r.i ô-o11/, tr.i)lr/,l¿. O¡? O.O1"") C.Ol15 O.")')t+<;i5 e.0 ô,J315 c,11.i5 or0.')45

0.117ó 0"0 0.c c.0 0.0 0.00.tI76 0.0 " 0.0 0.0 0..0 o.oc" l4?0 0.0 ' 0.0 0.0 0.0 0.00.2254 C.C 0.C C,O 0.0 0.0c.z?L? c.0 c,c080. c.,1101 0"0040 0.00"2548 0" CC19 C-Cì46 C.irC37 þ.O?t+9 Q.ÕC.2156. 'O.OO49 O"1547 C"arOlg . O.Có31 C.Oc" tEóg c.cc7c 0"có90 c.:c35 c"1275 c.0çt2443 O.CCçt O. O€31' C.OO55 O. l99O O.O0.2819 0.0117 0.1C04 0.C078 0.2839 0.0005O.V?13 0. Cl./r6 0.1 199 9.4106 O.3e4O 0.00110.3¿C9: 0.0176 0"14C1 0.C138 C.5C03 C.0C180"215? .0,c194 o.t5z4 c,.cl74 0.6288 0"c02óC.L';24 C.C196 O" l:i56 C.C2I0 0.7516 O.Oj?tc.c338 0"c18.q 0. 14.9C C.22¿¡1 C.9839 0.C0ô2ctÇt:9? c,0r74 c,I389 a.c2î5 0"9969 0.92/+90"1057 0,Clã4 ç,1319 A"C777 l.C93l O.01550.1215 0.0159 C.1294 o"r32't 1.le(,9 0.ú061c" 0957 0.0t 53 cr"t24P, 0. c353 t"27t | 0,c0660" 0777 0.0145 c.1 1e4 0.c375 1.3560 0.0C710.078¿ 0.otl7 û.1137 c.Q-?94 1.4?.68 0.c0750"c5,55 o.oI2i O.1Có3 o.O4r2 1.¿899 o.CC790.c568 0.0ì2Ð a.La24 ç"CL27 \.5452 C.C092cÉe490 0"c1ì1 0,!ì953 0.c4¿0 1.5ç2S 0.0C95

c.3347 0.071r]

0"clc2 0.010t 0.cJ99 0.3¿51 1.6327 p.0c890.0c98 c.009c 0.0823 0.04á0 1.6ó44 0.00e00.o 0.t077 0.072.5 0.c466 1.68¿¡9 0.coql0.0 0.0cJo5 c'.0553 0.04tc 1.?rì0+ c.Qu920.o 0.c0rr/r c.o5Âo o.c¿r7l 1.7ô58 0,ooq?0.0 0.0045 0.05Ió 0.c471 1.7c42 C"0Ce20.0 0.Or)lf' 0.01.59 C.C4!t9 1'óçó8 0't0?20-o ('-r:(r j., o. i)4ír') tj-,,:tt'¿ \.t,tt.,1 t.t-t:t. tLC'C o.0L'?Z O.Cló5 C.C/.51 1.6677 O.Ct?oC.C 0.CCl6 0.t325 C.C455 L.6¿.75 0.C089O.O 0.CùlI 0.O?'tl C.rq¡t') l.6Zqt ()"(ir.,B70.0 0.0007 0.0¿60 O.O4t+2 1.5?ù7 0.0C36ô.O O.r)cr)? O-rì211 n.e¿,1/. l. c7l I n-./nq/.C.0 0.0 O.0209 ().1)4:4 1.Í:4 l9 O.OCdzc.0 c.0 û.,1 1Êq 0,c/'111 1.5115 0.c0q0

0"00"00.00.00.0

0.c0"0

J) JfÁ¡.\þ

o.o o. o0;0 0.00.0 0.c0.0 0.00.0 0. 00.0 0.00.0 e. o0.0 0.00.0 0.0

o.o

GRDIES BÂSE LCSS Eî

c.00-00.0o.oc.00.0o"o0"c0.00.0

0.0 0.0 0.00330.0 0.c c-cczl0.0 0.0 . o.c3t00.0 0.0 0.0cc40,0 0.0 c.00cl0.0 0,0 0.00"0 0.0 c.oc.0 c.0 c.00.0 0.o e,lû.0 cç0 c.0069 c.00co

0.0 0.0 0.0 0.00.0 0.0 o.c 0.00.0 0.c 0.0 0.00.0 0.0 0,0 0.0o.tccl c.c000 0.oct0 c.0c"1c05 0.00îc c.ctco 1.cc.cc17 0.0occ 0.cc5c c.0Q"qJ44 9.00C0 0.CoC0 0.co.0c89 0.00n0 0.oc00 0.c0.015ó 0..iOCO C.000C 0.00.0247 0.00?0 0.c000 0.0c.0359 0.0cno 0"cccI 0.0o.0524 0.0000 0.occl 0.0o.o7l4 c.3cõo o.'i001 c.0c"¡J9?9 o. tco0 o.ccc2 o.c0.11?'r 0.0001 O.CAa?- C.CC.l4?¿ 0..r0r:'1 0.C0Cl 0.0e. 1 7?4 0. 0col 0.0004 c. c0.213J 0.0001 0"00r11+ 0.0c.24tt1 0.0001 0.0005 0.0Ç.2866 0.0001 0.cocó c.00.326t O.Oç02 0.0017 C.0c.36?1 C.0012 0.0c07 0.0Q.4i95 000cc2 c.01c3 0.cO-44't5 O-0012 C.Cîl.9 lr.O0¡¡9-O.0â01

0.4530 O.OCO2 o.OO09 C.Oa.4q7t 0.00.c2 c.0010 0.0c.5/,27 0.0co1 0. o0t I o.0Q.59f I O.OOC.t3 0.('0tZ Co0O.6117 O.n013 {).OOl? 0.0C.67¡7 0"1'043 C.0(ll4 0.0O,T?11 0o0C'l/r 0.0O14 0.0t,- t., I t t)-.i tt'\ ,).tt')t'. t-nÇ.ùIjû O.11)/r o.OCl6 o.Oc.35á7 0.01C4 0.^C!.7 0.0(..¡'t't t C. Cú(r4 (,. O(jl t, 0. C

0.9420 0¡OCC5 .0.CCt9 C.0n.orì11 0.,lons o.îe?ñ o.ôL.U?.)a C.0C05 0.c02c o.0l.'lô34 0.Cn45 J.0o2l C.0

uJ-þr;Ès

'rnf,î(f)

c

iIR îAIN ICEPT EVAPOT SVÂP FIELD EXCÉ.SS OIRECT PERCOL DPERC

sEpl 5L? 0.0 O.c277 C.022?. 0"CC22L3 0"a c"i255 0"1Ü11 ?.C'J1ll.9 1"'¿ A.1?57- ç"D)14 C"C.ìQ¿ZO O. C ù. ÐZr¡) C. Ð I )l ca 00112t 9.3 0.0?6c c" 0Ð0c 0. o0a322 0.q c"oz6) c.0J1c 0.00c021 !.0 C.:r25) C. C)i'i 0"COn024 )") C.0a'-.t (i'0?Jc 0"c?tc

4. l? 1"O25u' C;13;C C"152?

DAÎE SEPÎ 5 65

SEPl1

z?

5673I

lc11:t

1314

16\7t-Þ

2cZL

24

óC,0 C"C?5) 'l"CC)o 0.C1?Cc"l r,"rì26) c.c'J')c o"c000a.1 c"l:4'J .)"c:.)i'0 c"üí-)1c0.rJ û"l2ll O.0oì:; 0"131ô0. c c" 1;.âl r,'" 4c J1 0. u.l(,Qc"c 0.02â) c.ù30c 0.c0r.,,ÛO"0 0.C2òi O"Ð11O 0.C0000" t c" 1?50 C" 0!)?C C. CclCc"o c.î25'J f.i)-11 0"3'ìotr-ì.C C";l?5r i"'-\.:.'a ç"lJt-:4C.O C.Cl3t O.(),-ì11 C"t.t111"2 C.)¿21 .t,"?)22 Ç.c)7.20.c c.?135 0. c135 0"îo-?6c.0 c.114î c"0)4i c"lrj45A"1 o.aicgt Lì"¡135 C'C'Jq5O" C C" CC5? C" llilr¡ 0" û136C"1 C.Ciì?7 o"10¿Z O.i:A?20" c a"caî 5 c" cùl 1 o" 11ì.1C.C C.C?2? C.jr014 C.OCj)40.0 0",1421 C"C¡'li ir¡C?'-r10.t rl.ttz? rl"c,t,l1 c"ll3c0"C Q.t)CZ) ì"()1a)0 0"r-içCo..') 1.0;¿.1 e.r-'lÛJ or(ìlñco.Ð o,oc¿0 c"c)Jc (i"c)0ç4,ì7 C,C(t?rl O.2ÌLr, e" L?é2

I

?.1 0.0C20 C. ttcc c" 9110,.Ç Q"ôt2? C,¡itlc c.r-11c0.:\ a.!'¿) l.C))î (ì",ri)îft.0 sr"('o?C ù.cl'l(i L'.'J100).C C.f '-r¿3 ü'0-rf ) o.î¡-r?(;,.o c.007-) t",))13 c'fù9ei.î 0"1'lî1 c.¡î1C C.¡1r10u,? i.,ju).3 c.c)lt .".r1îlc.o o.c1i.? c-r.qnÁ o.^1rrr61.C i;"¡ ù.1)2r) 0"i)\rL?r.).1 ¡'"C ,lri) I'il 0.1),\_(\ (,.,:1, r (,.0"'r 1.'-\ 'í).íi."rì 3.ô)".1; .r. I C'í;r'L,r C"0.)".i 1.'ì ,i"J,:lJ Ù"')c,c c,ú 0"úI'r6 c'o.)

^.1ì O.n 1-Clt.L (t-^

.tHILSCN CREEK HATÊRSHED CALCULATED OUÎPUT

9.9¿09 0.04.9265 0.0â.?:. 1á 0.0s.9020 0.c8. 59t 6 0.0e.5e 23 0,0ê.8739 C" 09" tlé¿'3 C'00.3ó63

3.85ç6 o. C

rì"8535 0.0ð" 9480 C" 0t1"91'31 C.0o o:c?

^ n

6" 8348 C,0P,.83t? 0.03.ô280 C.0?" ¿252 C.0î.0?26 0"0ll" r-r:03 O-Cð"ô132 0.C9" 4!á4 C.08.e147 0.0a"el32 c.0'8.:J1 19 C"Cr8" 3':C6 C.0.î"s;95 û.Ca.9cs6 c.08. fjç7 7 C. 0sc 9ù69 0,cri" 3162 C.0B.lì0s6 C.08. úC5C 0.0rr. Sù50

3. BC45 0.03" 1Clr0 C.011"91-¡{r 4.08.iìii32 0.C8,8()?.i 0.C8.8C2,5 0.0s. oc2f 0.0Ì.,JJ?1 0"0rt-q(19 C.OB" fio15 0.0Ìr"9,JO5 0.0tl. l')itl, (1.o

. 't"7a54 C.0q.7.?rl9 0.0V. ¡ U')'J (ì. r)

r].7rrL4 0.0È-17A? 0.0

c.0 0.0152 o.c4co0.0 0.ci16 0.c3910.0 0"0122 0.0392G.0 0.0110 0,c1730"0 0.0099 0.035J0.0 0.0088 0.0154O.u1 0.0079 C.1345c.0 0.0071 0.03160" 3só9

C.0 c.C0i:4 C.C32'lO"0 0'CC59 0.C:'I30.0 c.0052 0"03c90.0 0'¡)046 C.^-?010.0 0.o042 0" 0??2o.0 . 0.0cr37 0.02840.0 0.0034 0"c??60.c 0.0c30 0.c256c" 0 c" 102? c.c?6Ç'0 .0 Ç"t'C 2t' 0.425"'

' o. o c"ùc?2 J.c?¿.jo,o ' c.oc2o o.'J2780.0 c.r--JLg 0"ú231c.0 . 0.ccl6 0.o?¿40.0 0.111.4 c'.02!.?

. 0"0 0.cti.3 c.O¿i I' 'c,o o.ct!.t c.ez.c4" c"o 0"orL0 0.c19,9

o.o 0.9-îc9 c"0Ì?2o,o : c"cccg c"cÌe50.0 0.tîr7 c.Ûle10.0 0.cc07 0"01 750.0 0.cc05 0.î1700.0 0.cc05 0.01 65c. 3969

0.0 c.cç05 0.clå00.0 c.c1c4 0" ci 55C,0 C.Cf,)4 C.Lt5Oc.c 0.ccÛ3 0.3146c.0 0. ùcD3 c. Cl 41c.0 0.0103 c.01?7c.o c.1r0? c.cl l3o,o o.Lìr)Ù2 c"c129O.ù q-O()ù2 r).?1250.0 0.c0c2 0.01210,0 0.i)c0l c"cll8(.o ô.(! 1)-i)1l4C,C {}.1 0;1111û"0 0"0 0,1107(j, (i tr" C C'. u I "'40.0 (r,c 0.c!01o.o o"ô o.nôoâ

SEPTLzl4

67B

a

1'J1l't :r\4l.JL\17

CELL NO I OF 1 CÉLLS

SS SPRING GRORES BÂSE LOSS EÎ

1.4419 0.0076 I'139ó C.0006 0.0023 0.0i.+lt2 0.03?4 1.1Ì6i C.r:Cc6 c"0c?4 0"ct.38Zl 0.0c72 1.2119 0"00q6 C"0024 0"01.348S 0.0070 1.2466 3.CC06 C.CC25 C.0t.7L55 0.0068 l.Z8D2 0.CC06 0.002ó 0.0I.2BZ2.0.00ó6 1.1129 0"0007 0.0026 c.0t.249t 0.ccÉ4 1.141' 0.0c07 0.0027 c.c1.2163 0,c062 1..7-t5? 0"0c07 0"0c29 C.0

0.2 589: I.3 752 0. Ci 23 0.O¿,s2 0.00ó9-c.0001

1.1838 O. OCóO I"4C49 0.10r7 0.0c29 0.ol.t5I7 C.úO58 1.4)35 C.C007 0.C029 C.0l.l20c Q.Qa56 1.4513 C.CC07 C.GO?9 C.01.0A99 0.CC54 1.4q31 C.0017 0.CO-ìC 0.0.1.05tì3 ú.çC53 1.51/,C 0.rìC08 0.r-r030 0.0L.ç2?,2 0.0C51 1.53e0 0.0003 0.0c31 0.00.9Çr'Ì8 C.AC49 1.5á31 C.C90A O.00ll O.00"9700 Ô.0047 1"5854 0.0009 c.00lz c.00"941.9 0"ci45 1.6019 0.CC93 1.0CJ? O.CC"9lL1 0.OO/.¿. 1..ó30+ 0.C]î8 0.0333 C.0C"8e7¿ A.a1.LZ 1.551? O.Ceo'Ì C.'ìr'71 0.0

'0.¿612 C.00¿+l 1..å712 0.l0CB O.AÇi3 O"Oc.8356 C"CC39 1.6s0å 0.0cc8 c.cî34 c.0o.st07 0.ù037 1.7C8e 0.0009 0.0034 0.0o.7e65 0.cc36 7"'t?t>7 0.0e00 0.00i5 c'.00"?ôZ?.0"î,03+ I.T+37 0'oC99 0.c035 O"0A.7LA() 0.0c33 1.7óJ:. C.oecc 0"i¿315 C.CO.71?7 0.C:112 !.715e 0.?C09 0.C116 0.0c"6961 C.CC30 l.i90i o.0ccg 0.o0?6 0.0o.tJ75C 0,0C29 1.s053 0.CC09 C.C0jó Q.0c.6546 c.C028 1.Sl?2 0.1C09 0.0C15 0.00.6343 o.C027 l.91ZL C.0C09 C.C03? 0.Co.6155 0.c025 1.845!.0.ncc9 0.ool7 0.00.591:9 Ç.C024 1.8572 0.0CC9 C.0037 C.0

o.16q4 1.8572 O.032I 0. l2'15 0.0có9-0.0001

c.5?a8 0,r)zv Ì.s53s c'once o.òo¡z o.c0.5512 C.î0?Z 1.879t| 0.0009 0.0034 0.cC.5t 42 e.Cî21 1o8';0/+ O.a'C11 0.CClIJ Ú¡Co.5?77 0.rf,?0 1.9Ct)5 0.0c10 0.001S c.C0.5117 ö.OOl.t l,9l'J0 0.00lcr 9.0c38 0.00.4952 0.0î18 1.91?2 C"CC10 C"0038 0.C0"¿91? 0-Ctl7 l-9?1e 4-OOlo 0.ol¡19 c.0e.4567 c.0cI6 l.9l6l 0"001o 0.003? c.00.4',?ê, o.co15 7.Q4t,1 O.qOln O.CO'ì.' O.0o.4lçc 0.0015 I.9514 0.CCl0 C"0n3e 0.ccc5Q,4?57 0.CÇ14 l.er)4¡i 0. l,,rlQ t).c('Jq c.0cl¿U.r, l.!¡! 't.( r)! ) ¡..r.,',.,. a).r,r lr) tl-t,l)\'t O.,.(\õ:"r

o.4cù] c.c¡Ì2 1.9715 0.0C1C C.X01c; ().OOtO

0"3,xì2 0.00ì2 l.ct7'1 4 C.0CtC 0.ffJ4c c.0c50o.)t,,5 u.cotl t..ru r(.' oor)( tr, ().c'J4u o.ot'.'tJ0"365t 0. c0ic ¡.?913 0.0010 .0.'J040 0.ù040O-151.1 e.O0r,a ¡.oq1ì O.r)0'' ô 0.OO¿.O O-AO75

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65

.TTLSON CÊEEK HATERSHED CALCULATED CUTPUT

CELL NO I OF I CELLS

FIELO. EXCESS

8"7743 C. O9" 7755 o.f)807751 0.c8"7i 5l C" C

3" 77q0 0,0e" 773C C.0e.7750 0"cc.775A

1.7 7 50 c.0'ì"7ì50 C'.0

4"77r0 C.08.7710 C.C1o77'tC 0r09" 7750 c.cÊ.77 5C 0.08.77 5a 0.06"17^A C" 03";?43 C"C8"7712 0"cê. t-7 L4 0.09" 7é89 0.0ê.75¿'6 O.Oe" 1634 .J. C'e.7616 C"C3'7ó(s J.Cci" 7ét1 C.0P."77?9 0.08" 75ç$ C.0¡r.?iî9 c"06.7598 0"0e, 7599 C. C

o. ?598

e.7fçe c.c8.75q8 0.cr,r" Ì5ç9 c" 08"75ç8 C.Cô"7t98 C.ee.7see o.0ê.7518 C.0e" 75ç8 0.0e. ?598 C. C

8"159t> C,08.7593 C.08"?5)r5 C"08"1t71 C,09e7552 C"O5.75-"1 e.o8. 751 2 C.08. ¡a9ß 0.08. r4ao C. O

DIRECT PERCOL

0.0 0. c0.0 0" 00.0 0.0c. 0 0.90.0 0"0c.0 0.o0. D 0.00.1969

o"o o.oC.0 'J"Cc" o c.00.0 0.o0. o c.tc.0 0.0o.0. 0"c0.0 0.00.0 c.00.0 c.0

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c.0 0,0c.c 0.00"c 0.00. c c.0c.0 c.00.o 0.o0" 0 0.00. c 0.00.c 0.c0.c c.00.0 0.0on 0 0.0ú. û rl. Jc,0 c"0c. o o.00.0 c¿ 0Ò.0 o.oc.o o.o

DPERC SS SPRING GRCRES BASE LOSS

0.c0?5 0r3a38 0,c009c,o09? 0.333ó c"0038c.ccô9 c.3237 0,0c080.0087 4.3L42 C.0C07c"c0,J4 0.3049 0"C0060.0?92 0.29óO O.OOC60.0079 0.28f4 c.00e5

c.c077 0.2?e1 C.C005.0.e075 c.27lc 0.0îc40.0073 0.2572 0.C0040.0c71 o.2157 0¡ 00c30.0 C ó 9 O.213.+ 0. 010 30.â067 c.z4|q 0.00cì30.cc65 0.23L6 c.0C02o.cD6z O.2280 0.C0020.C0ó1 Q.22lt¿ 0.C0010"0'r6c c.2r55 0.00c10.0,):;a 0"?c,95 c.úe0tc.005É' o.2frl3 c.c0cc0,cc55 0"1992 0.0o"oo53 0.1e28 o.o .

c-ci5?. c.1875 0. o0"cJ50 0.1624 0.0c. ?0/.9 0" t 775 0.0 .

!.'r-+ù VoIl¿O U.'Jc.cJ+ó 0.1679 0,00.ù01,5 o.1634 C" O

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c.ct44 0.159? 0.0o.o)L1 0. I5¿ô 0.00.r)!42 0. 1504 0. 00.004c 0.1463 0.0

o.404v

c.c03e c.1423 0.0c.0038 'c. t3s4 0.01.lC37 0.1-ì46 C.CC.!.lci6 0.13i0 c"C0.cîi5 c.t274 0.00.c034 0.1.219 0.00.0c3t 0.tzcó 0.0c.00r2 0. ¡ 173 0.0c.113? -0.1141 0.0c.0031 c.1110 0.00.cî3c c.tri79 0.0C.'ìù29 0.1050 C.0t. Ji)¿ 3 0, i 02 i 0.0C.1î?7 C.u9:14 1.0c.')c2 7 0.0,r,,ô c.c0.0'126 0,Cç4C 0.C0.0025 0.0e15 0.0o.00? 5 o. 08'ro o. o

1.9?79 0.CC:.C 0.C04C 0"C0122"C0?-7 0,c0lc 0,00/t0 0"ooo52.0u1å4 0.001C 0.0040 O"O00I2.0101 0.00I0 0.004c 0.oooc2.0137 C"0010 C.C040 0.0000z.0Is9 0.cc10 .0.0040 0.cî002.0199 0.ûct0 0"0040 o.o9c0

e.40ll .?..oI,t? c.055ó a.2??.4 0.C33q-0.OC0o

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