Chapter III VI ANALISA KAPASITAS DAN SISTEM DRAENASE

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BAB III DAN IV SKRIPSI ANALISA KAPASITAS DAN SISTEM DRAENASE

Transcript of Chapter III VI ANALISA KAPASITAS DAN SISTEM DRAENASE

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    III BAB

    IGOLODOTEM NAITILENEP

    1.3 idutS hayaliW isakoL

    lad iD halmujes nakulrepid ,nanugnabmep keyorp utaus nakanacnerem ma

    nanugnabmep keyorp isakol uata tapmet nagnukgnil atres haread ianegnem isamrofni

    gnusgnal araces kiab atad nalibmagnep nakukalid uti kutnU .nakanaskalid naka uti

    libmagneP .gnusgnal kadit nupuam nad nauajninep halada aynduskam gnusgnal atad na

    duskamid gnay naD .nagnapal id nakukalid gnusgnal narukugnep uata natatacnep

    uata isnatsni adapek atad nalibmagnep halai gnusgnal kadit atad nalibmagnep nagned

    .gnanewreb gnay tabajep

    k haread ianegnem ataD nad natakgnineP agabmeL irad libmaid USU supma

    igolotamilK nuisatS nad nadeM )USU T3P( USU iggniT naurugreP nagnabmegneP

    .nadeM ilapmaS

    sataB - naanacnerep haread satab a gnay haread utaus halada USU supmaK laer

    adeM aydamatoK uraB nadeM natamacek id katelret ini nadeM USU supmaK laerA .n

    satab iaynupmem - :tukireb iagabes satab

    - halebeS U ieS nalaJ gnajnapes kududnep namikumep nagned nasatabreb arat

    .gnadaP

    - nalaJ gnajnapes kududnep namikumep nagned nasatabreb rumiT halebeS

    .arumittaP netipaK

    - satabreb taraB halebeS nalaJ gnajnapes kududnep namikumep nagned nas

    .nanugnabmeP

    - nalaJ gnajnapes kududnep namikumep nagned nasatabreb nataleS halebeS

    .irakidreB

    sauL halada USU supmak laera latot .ah 341

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    2.3 nahaB D talA na

    :halada ini naitilenep malad nakanugid gnay nahaB

    :sata iridret remirp ataD

    .1 narulaS narilA hareaD )gnerel nagnirimek nad gnajnap( ifargopot ateP

    USU )SAD( .

    .2 USU narulaS.AD naadaeK ateP .

    .3 USU esaniard gnapmanep ievrus nad haned ateP .

    :sata iridret rednukes ataD

    .1 nanalub najuh haruc ataD mumiskam nairah nad 0002 nuhat aggnih 0102

    akisifoeG nad ,igolotamilK ,igoloroeteM nadaB irad helorepid gnay

    .nadeM ilapmaS )GKMB( p atreS helorepid gnay ileD SAD satab latigid ate

    upmaW SADPB irad - nuhat ADSP saniD nad ralU ieS 1102 .

    .2 D satab latigid ateP arilA harea SU narulaS n U rad helorepid gnay USU i

    102 nuhat 1. d naD rebmusreb gnay USU supmaK id esaniard naadaek ata

    .USU irad

    sarek takgnarep apureb ini naitilinep malad nakanugid gnay natalareP

    ( erawdrah kanul takgnarep nad ) erawtfos( ( atad nakusamep irad ialum ) tupni iapmas )

    ( lisah nakatecnep nagned tuptuo ) ep apureb p pukacnem tubesret natalareP .at takgnare

    gnay kanul takgnareP .silut tala )c( nad retnirp )b( ,retupmok )a( :irad iridret gnay sarek

    )a( :irad iridret 7002 eciffo tfosorciM )b( , 3.3 isreV weivrcA IRSE )c( , elgooG htraE

    7439.33711.0.5 isrev )d( , adamS - 7002 isrev daC otuA )e( ,21.2 isrev birtsiD )f( nad ,

    0.4 isrev SAR_CEH .

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    3.3 P lebairaV natilene

    sabeb kadit lebairav nad sabeb lebairav sata iridret ini naitilenep malad lebairaV

    halada )X( sabeb lebairaV .)takirat( rotkaf - ihuragnepmem gnay rotkaf esaniard narulas ,

    utiay narulas kutneb X( 1 ,) narulas nagniraj X( 2 nagnirimek nad gnajnap ,) narulas X( 3 ,)

    naanuggnep nad naalolegnep nad X( nahal 4 )Y( sabeb kadit lebairav nakgnades ,)

    aynraseb halada narulas tibed naamasrep nakrasadreb gnutihid gnay .lanoisaR sumuR

    .3 4 ismusA

    ismusA - :tukireb iagabes halada ini naitilenep malad nakanugid gnay ismusa

    .1 nakgnutihrepmem aynaH tibed USU esaniarD )SAD( narulaS narilA hareaD adap .

    .2 lebairaV - malad nakanugid gnay sabeb lebairav tibed nad narila ujal iracnem

    narulas .utnetret utkaw nautas malad habureb kadit nad patet ini naitilenep malad

    .3 T raseb gnay acauc nahaburep idajre nahal anugatat nahaburep nad .

    .3 5 igolodoteM

    naagudneP ikgnumek nad saul pukuc gnay nagnaneg uata rijnab aynidajret nan

    adap iggnit gnay najuh haruc naktabikaid 1102 lirpA 1 adap USU supmaK id iggnit

    ( ria napakgnat haread aera tnemhctac iagnuS nagned aynnatiak ada nad licek gnay )

    etoP irad isnerefer nakrasadreb arubaB nususid nadeM atoK rijnaB isagitiM nad isn

    lanoisaN ranimeS malad gnitniG rumkaM helo - id ISSTTPMB 1 aretamuS satisrevinU

    nadeM ,aratU - rebotkO 41 atad nahalognep ini nasilunep malaD .1102 tubesret

    nakanuggnem sisilanaid edoteM isanibmokgnep nad lanoisaR margorp na CEH - SAR

    0.4 .utnetret ajrek napahat iulalem surah aynrihka lisah helorepmem kutnu ,aggniheS .

    ( nakusamep irad iridret duskamid gnay ajrek napahaT tupni ( sesorp ,) ssecorp nad ,)

    ( naraulek tuptuo .)

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    idutS akatsuP

    ataD nalibmagneP

    ataD :rednukeS 1 . najuh haruc ataD GKMB

    rakanep nuisats ateP .2 najuh haruc 3 nahal anug atat ataD .

    ataD nahalogneP

    nalupmiseK naraS nad

    USU esaniarD narulaS isaulavE nad sisilanA

    iaseleS

    ialuM

    halasaM isakifitnedI

    ataD :remirP USU narulaS.AD ifargopot ateP .1

    2 . USU narulaS.AD naadaeK ateP 3 ateP . USU esaniard haned 4 . nagnapal ievruS

    ar nupadA nacn ga naitilenep n ini rihkA saguT naanaskalep 1.3 rabmaG itrepes :tukireb

    1.3 rabmaG rihkA saguT naanaskalep anacner napahat akgnareK

    naledomeP CEH - SAR

    igolordiH sisilanA

    akiluardiH sisilanA

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    .3 6 ataD nalupmugneP

    nalupmugneP naitilenep isamrofni aumes naktapadnem kutnu nakukalid atad

    atres iduts isakol adap akiluardih nad igolordih sisilanagnem malad anugreb gnay

    naisanibmokgnep CEH - 0.4 SAR ataD .gnukudnep margorp iagabes - tubesret atad

    d atres tubesret iduts isakol atad apureb ata ajuh haruc aparebeb nakrasadreb nanalub n

    1002 nuhat najuh haruc rakgnanep nuisats aggnih nadaB irad helorepid gnay 0102

    .nadeM ilapmaS )GKMB( akisifoeG nad ,igolotamilK ,igoloroeteM nautas latigid ateP

    ( nahal anug atat ,hanat sinej esudnal D satab nad ) SADPB irad helorepid ileD SA

    upmaW - .nadeM ralU ieS

    .3 7 alogneP ataD sisilanA nad nah

    naidajek lisah sisilanagnem nad iracnem kutnu nakulrepid atad nahalogneP

    pait kutnu mumu araces gnutihid gnay akiluardih nad igolordih retemarap nakrasadreb -

    ,nemele pait namargomep igab nakusam nakapurem nad CEH - SAR iagabes tupni .

    ( nakusamep haleteS tupni namargomep malad akiluardih nad igolordih retemarap irad )

    CEH - SAR id naidumek ini ( sesorp ssecorp ) iracid gnay nagnutihrep nakrasadreb nad

    naklisahgnem ( naraulek tuptuo ) gnay lisah irad esaniard nahurulesek narabmag apureb

    irad narilagnep iagabes isnemid agit nupuam isnemid aud araces kiab tapadid

    ( nakusamep telni ( nagnaubmep ek iapmas ) teltuo hadumrepmem aggnihes )

    latigid kutneb malad rabmag natamagnep .

    8.3 sisilanA Hi igolord

    halognem nataigek itupilem ini iduts adap nakukalid gnay igolordih sisilanA

    .)rijnab( nasapmil tibed agrah naktapadid iapmas hatnem atad ataD iakapid gnay najuh

    sisilana kutnu irad lasareb ini 3 ( agit hayaliw id adareb gnay nuisats ) ,nadeM atok

    ay .atS :uti nagnutnuT tanidrook id ;UL 442005,3( ,)TB 815036,89 gnayamueS ieS .atS

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    id drook ;UL 0397285,3( tani )TB 743385,89 tanidrook id ainoloP .atS nad , 0397285,3(

    UL 0397285,3( )TB 743385,89 ;UL )TB 743385,89 ; najuh atad nahalogneP .

    sumur nakanuggnem ataR - .II baB adap )92.2( naamasrep adap rabajlA atar

    1.8.3 najuH haruC isneukerF sisilanA

    haruc helorepmem kutnu halada ini najuh haruc isneukerf sisilana irad naujuT

    atad halada nakanugid gnay najuh ataD .gnalu adoirep aparebeb nagned najuh nanalub

    skam mumi . ini sisilana adaP id kutnu isubirtsid sisilana adotem aparebeb nakanug

    iakapid gnay adoteM .utnetret gnalu edoirep nuhat nagned najuh haruc nakarikrepmem

    haread najuh isubirtsid kitsiretkarak tahilem nagned nakutnetid surah aynitnan

    edoireP .tapmetes gnisam adap gnutihid naka gnay gnalu - kutnu halada edotem gnisam

    ,5 ,2 gnalu edoirep 01 nad .nuhat

    .1 lamroN isubirtsiD adoteM

    nakapureM F isgnu D isubirtsi K nagned lanekid uata lamroN )FDC( fitalumu

    ( ssuaG isubirtsid noitubirtsiD naissuaG isubirtsiD .) N isgnuf ikilimem lamro

    satilibaborp nataparek .II baB adap )2.2( naamasrep adap tahilid tapad gnay

    .2 lamroN goL isubirtsiD adoteM

    nakanuggnem anacner najuh haruc nagnutihrep lamroN goL isubirtsid kutnU

    naamasrep I baB adap )7.2( naamasrep nagned iapmas )3.2( .I

    .3 III epyT nosraeP isubirtsiD adoteM

    isgnuf adap anahredes araces isubirtsid tafis rotkaf nakanuggnem ini edoteM

    tapad ini nakanugid gnay sumuR .III epyT nosraeP isubirtsid gnaulep nataparek

    .II baB adap )8.2( naamasrep adap atahlid

    .4 goL isubirtsiD adoteM III epyT nosraeP

    ini III epyT nosraeP isubirtsid gnaulep nataparek isgnuf anahredes araceS tapad

    .II baB adap )21.2( naamasrep nagned iapmas )9.2( naamasrep adap tahilid

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    .5 kE I epyT lebmuG isubirtsiD adoteM s lamert

    d nakanugid kaynab lebmuG isubirtsid adoteM najuh isneukerf sisilana mala

    nagned iapmas )31.2( naamasrep adap itrepes sumur iaynupmem gnay

    .II baB adap )51.2( naamasrep

    nakanugrepmem ini najuh haruc isneukerf kutnu ayntujnales atad nahalogneP

    margorP adamS - swodniW rof 21.2 birtsiD lacitsitatS , sisylanA noitubirtsiD lisaH .

    nakijasid nakukalid gnay atad nahalognep adap .naripmal naidumeK lebat nakijasid

    nuisats adap najuh isneukerf nagnutihrep emuser - nagned gnutihid gnay nuisats

    .isneukerf isubirtsid nagnutihrep edotem )amil( 5 nakanugrepmem

    iraD najuh isarud kutnu lanoisar fargordih naktahilrepmem .)a( 2.3 rabmaG

    utiay isartnesnok utkaw taas idajret mumiskam tibeD .isartnesnok utkaw nagned amas

    amasreb aynnial naigab irad narila nagned huaj gnilap gnay tapmet irad narila haletes -

    pmetek iapmas amas najuh haletes licegnem ilabmek gnusgnal narila nad narukugnep ta

    naka tibed akam ,isartnesnok utkaw irad raseb hibel najuh amal alibapA .itnehreb

    licegnem narila naidumek nad itnehreb najuh iapmas mumiskam tibed rasebes natsnok

    ,ilabmek epid rabmag itrepes .)b( 2.3 rabmaG adap naktahilr

    )a( )b(

    Q Q

    kam Q kam Q

    cT t T = cT t T

    .3 rabmaG 2 utkaw nagned amas )T( najuh isarud lanoisar fargordih )a( isartnesnok

    b hibel )T( najuh isarud )b( 1.1 rabmaG nad ,)cT( ase utkaw adapirad r

    sartnesnok .)cT( naatokreP esaniarD )8002( ilseW ,

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    2.8.3 ijU nakococeK isubirtsiD

    gnay narabes hakapa ijugnem kutnu halada narabes nakococek naijugneP

    nataubmep malad hilipid evruc noitarud .aynsiripme narabes nagned kococ naijugneP

    edotem nagned nakukalid retemarap vonrimS - forogomloK .

    fitalumuk satilibaborp aratna nagnidnabrep pukacnem aynrasad rudesorP

    ,n narukureb gnay lepmaS .uajnitid gnay isgnuf fitalumuk isubirtsid nad nagnapal

    iraD .takgninem gnay naturu nagned rutaid utaus kutnebmem naka rutaid gnay atad

    :tukireb iagabes halada ini naijugnep rudesorP .aggnat fitalumuk isneukerf isgnuf

    .5 aynraseb nakutnet nad )aynkilabes uata licek ek raseb irad( atad nakturU

    gnisam irad gnaulep - :tubesret atad gnisam

    X1 X(P 1 ) X2 X(P 2 X ) n X(P n)

    .6 gnisam ialin nakutneT - narabmaggnep lisah irad sitiroet gnaulep gnisam

    .atad X1 X(P 1 X ) 2 X(P 2 X ) n X(P n)

    .7 gnaulep aratna rasebret hisiles nakutnet tubesret gnaulep ialin audek iraD

    ulep nagned natamagnep .sitiroet gna

    X( P [ mumiskaM = D m ) X(P m ] )

    .8 ( sitirk ialin lebat nakrasadreB vonrimS - tset vorogomloK nakutnet ) N iali

    ( sitirk oD .)

    nakanugid gnay sitiroet isubirtsid akam oD ialin irad licek hibel D ialin alibapA

    subirtsid naamasrep nakutnenem kutnu hibel D ialin alibapa ipatet ,amiretid tapad i

    isubirtsid nakutnenem kutnu nakanugid gnay sitiroet isubirtsid akam oD ialin irad raseb

    .amiretid tapad kadit

    .3 8.3 najuH satisnetnI

    .utkaw nautasrep najuh ria namaladek uata iggnit halada najuh satisnetnI tafiS

    gnurednec aynsatisnetni gnusgnalreb najuh takgnis nikam halada najuh mumu nikam

    .aynsatisnetni alup iggnit nikam ayngnalu edoirep raseb nikam nad iggnit

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    kiab najuh atad sisilana nakukalem arac nagned helorepid najuh satisnetnI

    upuam kitsitats araces nakgnubuhid najuh satisnetni aynasaiB .siripme araces n nagned

    .namajmaj nad tinem 06 ,tinem 03 ,tinem 5 aynlasim kednep akgnaj najuh isarud ataD

    nagned helorepid tapad aynah ini kednep akgnaj najuh haruc tala nakanuggnem

    d alibapA .sitamoto najuh tatacnep kadit kednep akgnaj najuh ata ada gnay ,aidesret

    gnutihid tapad najuh satisnetni akam ,nairah najuh atad aynah sumur nagned

    ebononoM .II baB )91.2( naamasrep adap tahilid tapad

    4.8.3 lanoisaR edoteM

    nagned nagnutihrep iakapid ini iduts adap anacner tibed gnutihgnem kutnU

    tibed nakutnenem kutnu edotem utas halas halada lanoisar edoteM .lanoisar edotem

    utaus nakapurem aynmumu gnay ,najuh haruc helo naktabikaid gnay naakumrep narila

    anacnerem kutnu rasad .esaniard narulas tibed nak

    ualak idajret mumiskam narilagnep halada lanoisar edotem irad ismusa nupadA

    kutnU .aynnarila haread isartnesnok utkaw amal nagned amas najuh haruc utkaw amal

    saR sumur akam aH 08 irad raseb hibel aynnarilagnep saul gnay haread araces lanoi

    II baB adap )14.2( naamasrep adap tahilid tapad sitametam

    9.3 A sisilan akiluardiH

    nagnotop adap anamid USU esaniard padahret nakukalid silordih sisilanA

    ( nakusamep utkaw esaniard gnapmanep emit telni ( naraulegnep utkaw nad ) emit teltuo )

    ay atad nakrasadreb gnapmanep satisapak nakutnenem atres tapadid gn - gnay atad

    iracnem malaD .nakanacnerid helet gnay tibed satisapak tapadid aggnihes helorepid

    nagned naktujnalid )64.2( naamasrep adap halada iakapid gnay sumur narila natapecek

    p tibed iracnem .II baB adap )94.2( naamasrep nakanuggnem narulas isnemid ada

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    01.3 CEH - 0.4 SAR

    CEH - SAR narulas narila nakledomem kutnu isakilpa margorp nakapurem

    .aynnial akubret narulas gnapmanep nad ,iagnus ,esaniard itrepes akubret reviR

    metsyS sisylanA aubid ,)SAR( helo t retneC gnireenignE cigolordyH gnay )CEH(

    hawab id ajrek nautas nakapurem sreenignE fo sproC ymrA SU .)ECASU( CEH - SAR

    kat nupuam nenamrep narila isnemid utas ledom nakapurem - dna ydaets( nenamrep

    eno ydaetsnu - .)ledom wolf lanoisnemid

    CEH - SAR ikilimem ,ateB 4 isreV ,ini taas radereb halet gnay urabret isrev

    )2( ,nenamrep narila ria akum liforp nagnutih )1( :isnemid utas ledom nenopmok tapme

    satilauk nagnutih )4( nad ,nemides ropsnart nagnutih )3( ,nenamrep kat narila isalumis

    .ria )rutarepmet( malad gnitnep nemele utaS CEH - SAR nenopmok tapmeek halada

    ,amas gnay akiluardih nagnutih enituor ,amas gnay irtemoeg atad iakamem tubesret

    akum eliforp nagnutih haletes seskaid tapad gnay kiluardih niased rutif aparebeb atres

    .nakukalid ria

    CEH - SAR purem lacihparg rutif nakisargetnignem gnay isakilpa margorp naka

    atres ,kifarg ,atad nanapmiynep nad nemejanam ,kiluardih sisilana ,ecafretni resu

    .naropalep margorp naanuggnep malaD H CE -R SA utiay naktahrepid ulrep gnay , tupni

    kutnu atad H CE -R SA ay atad paiteS . utnet hadus naijak isidnok nagned nagnubuhreb gn

    nakapurem tupni nanugnab nad narulas ledom kutnu irtemoeg ataD .naledomep adap

    atad nakanuggnem ria ievrus lisah nagnapal .isavele naiggnitek atad nad

    gnalu edoirep nagned rijnab tibed atad apureb igolordih nagnutihrep ataD

    .utnetret avruk nakrasadreb tibed atad naktaafnamem nagned taubid naledomeP

    ataD .ria nakaregrep iuhategnem kutnu fargordih natapecek ria ases ta tatacret gnay nad

    satab tarays adap tupni idajnem tapad silordih araces sisilanaid hadus .

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    I BAB V

    ATAD ASILANA NAD IDUTS ISAKOL ISIDNOK

    4 1. idutS isakoL mumU isidnoK

    1.4 rabmaG aratU aretamuS satisrevinU isakoL

    4 1. 1. sataB - naanacnereP hareaD satab

    nad natakgnineP agabmeL irad libmaid USU supmak haread ianegnem ataD

    igolotamilK nuisatS nad nadeM )USU T3P( USU iggniT naurugreP nagnabmegneP

    .nadeM ilapmaS sataB - naanacnerep haread satab a utaus halada USU supmaK laer

    d katelret gnay harea ydamatoK uraB nadeM natamacek id supmaK laerA .nadeM a

    satab iaynupmem ini nadeM USU - :tukireb iagabes satab

    - halebeS U ieS nalaJ gnajnapes kududnep namikumep nagned nasatabreb arat

    .gnadaP

    - kududnep namikumep nagned nasatabreb rumiT halebeS nalaJ gnajnapes

    .arumittaP netipaK

    - nalaJ gnajnapes kududnep namikumep nagned nassatabreb taraB halebeS

    .nanugnabmeP

    - nalaJ gnajnapes kududnep namikumep nagned nasatabreb nataleS halebeS

    .irakidreB

    USU supmak laera latot sauL halada .2.4 rabmaG id tahilid tapad isakoL ateP .ah 341

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    I BAB V

    ATAD ASILANA NAD IDUTS ISAKOL ISIDNOK

    4 1. idutS isakoL mumU isidnoK

    1.4 rabmaG aratU aretamuS satisrevinU isakoL

    4 1. 1. sataB - naanacnereP hareaD satab

    nad natakgnineP agabmeL irad libmaid USU supmak haread ianegnem ataD

    igolotamilK nuisatS nad nadeM )USU T3P( USU iggniT naurugreP nagnabmegneP

    .nadeM ilapmaS sataB - naanacnerep haread satab a utaus halada USU supmaK laer

    d katelret gnay harea ydamatoK uraB nadeM natamacek id supmaK laerA .nadeM a

    satab iaynupmem ini nadeM USU - :tukireb iagabes satab

    - halebeS U ieS nalaJ gnajnapes kududnep namikumep nagned nasatabreb arat

    .gnadaP

    - kududnep namikumep nagned nasatabreb rumiT halebeS nalaJ gnajnapes

    .arumittaP netipaK

    - nalaJ gnajnapes kududnep namikumep nagned nassatabreb taraB halebeS

    .nanugnabmeP

    - nalaJ gnajnapes kududnep namikumep nagned nasatabreb nataleS halebeS

    .irakidreB

    USU supmak laera latot sauL halada .2.4 rabmaG id tahilid tapad isakoL ateP .ah 341

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    I BAB V

    ATAD ASILANA NAD IDUTS ISAKOL ISIDNOK

    4 1. idutS isakoL mumU isidnoK

    1.4 rabmaG aratU aretamuS satisrevinU isakoL

    4 1. 1. sataB - naanacnereP hareaD satab

    nad natakgnineP agabmeL irad libmaid USU supmak haread ianegnem ataD

    igolotamilK nuisatS nad nadeM )USU T3P( USU iggniT naurugreP nagnabmegneP

    .nadeM ilapmaS sataB - naanacnerep haread satab a utaus halada USU supmaK laer

    d katelret gnay harea ydamatoK uraB nadeM natamacek id supmaK laerA .nadeM a

    satab iaynupmem ini nadeM USU - :tukireb iagabes satab

    - halebeS U ieS nalaJ gnajnapes kududnep namikumep nagned nasatabreb arat

    .gnadaP

    - kududnep namikumep nagned nasatabreb rumiT halebeS nalaJ gnajnapes

    .arumittaP netipaK

    - nalaJ gnajnapes kududnep namikumep nagned nassatabreb taraB halebeS

    .nanugnabmeP

    - nalaJ gnajnapes kududnep namikumep nagned nasatabreb nataleS halebeS

    .irakidreB

    USU supmak laera latot sauL halada .2.4 rabmaG id tahilid tapad isakoL ateP .ah 341

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    4 1. 2. ifargopoT

    laerA katelret nadeM USU supmaK mas m 05,8 aratna sataid m 00,21 iap

    aratU nad tuaL taraB halebes id adareb hadneret gnay haread anamiD .tual naakumrep

    laera irad ayaD taraB nad nataleS halebes id adareb iggnitret gnay haread nakgnades

    .3.4 rabmaG adap tahilid tapad ifargopot naadaeK .USU supmaK

    4 1. 3. aT nahaL anuG at

    laera adap atat naanuggneP K :tukireb iagabes halada nadeM USU supma

    o nad ,tikas hamur ,muirotarobal ,nahailukrep gnudeg ,rotnak( mumu nanugnaB

    nial - )nial .

    o ,nesod ffats nahamureP amarsa j nad nala - satlukaf ratna gnubuhgnep nalaj .

    o nagnapaL ikrap r p , akubret nagnapal nad nanamatre .

    4 1. .4 milkI

    kutnU aratna narasikreb erutarepmet ,nadeM USU supmaK hared 12 ,9o C

    iapmas 23 o najuh isubirtsiD .sanap awahreb gnay nakatakid ini haread aggnihes C

    nalub apnat nuhat gnajnapes atarem pukuc - s ,gnirek nalub haread kutnu aggnihe

    utnenem kadit asib najuh misum nagned iadnatid gnay rijnab misum ini USU supmaK

    .nuhat gnajnapes

    4 1. .5 nalaJ nagniraJ d esaniarD na

    nagniraJ nad amatu nalaj aparebeb irad iridret USU supmaK haread id nalaj

    ratna gnubuhgnep nalaj nalaj ,satlukaf - gnay esaniard narulas iaynupmem tubesret nalaj

    kadit gnay ada hisam tapmet aparebeb adap ipatet nalaj isis audek adap naktapmetid

    .esaniard iaynupmem

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  • 15

    4 1. .6 narulaS naadaeK

    malad hisam USU supmaK id ada gnay narulas isidnok aynmumu adaP

    gnapmanep nagned akubret narulas irad iridret raseb naigabes narulaS .kiab naadaek

    aynmumu nalaj ipet id narulas ek nanugnab irad najuh ria narilagnep kutnu ,muisepart

    .pututret narulas nagned esaniard halada

    4 1. .7 isakoL - rijnaB isakol

    jninep lisah iraD nakumetid akam gnusgnal araces natamagnep nad naua

    :utiay ,USU supmaK id rijnab isakol aparebeb

    o laJ naped irad ialum satisrevinU na M gnaggnaleG apmas awsisaha i

    .rusnaM .rD nalaJ nagnapmisrep

    o gnajnapeS .rusnaM .rD nalaJ

    o gnudeg irad ialum I uraB nalaJ nagnapmisrep ek iapmas kinketiloP nahailukrep

    .ruysnaM .rD nalaJ

    4 1. .8 gnaubmeP narulaS

    arubaB iagnuS ek gnaubid USU supmaK haread id hutaj gnay najuh riA

    iulalem 4 :utiay ,gnaubmep narulas haub

    .1 gnaubmep narulaS anoZ lum I mas onosramuS .rD nalaJ irad ia nalaJ iap

    gnorog iulalem naidumek arumittaP netipaK - iagnuS ek )ilaggneB itit( gnorog

    .arubaB

    .2 p narulaS J irad ialum II anoZ gnaubme haub aud iulalem nayfoS .rD nala

    gnorog - gnisam gnorog - J id gnisam etipaK nalaJ nad irakidreB nala arumittaP n

    T( apmas )etnaR iti .arubaB iagnuS ek i

    .3 S J irad ialum III anoZ gnaubmep narula nala esaniard iulalem satisrevinU

    gnorog naidumek - aerA nadeM .gG nalaJ naakumrep hawab id raseb gnorog

    .arubaB iagnuS ek iapmas arumitaP netipaK nalaJ gnotomem atres

    .4 d ialum VI anoZ gnaubmep narulaS netipaK nalaJ ujunem rusnaM .rD nalaJ ira

    arubaB iagnuS ek iapmas arumittaP .

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    Universitas Sumatera Utara

  • 55

    9.1.4 esaniarD narulaS gnapmaneP Y adA gna

    .4 rabmaG 6 muiseparT gnapmaT

    di ,)m( narulas sata gnapmat rabel = B :anam = h ,)m( narulas rasad rabel = b

    .)m( naagaj iggnit = f )m( ria naiggnitek

    :5.4 rabmaG adaP lebaT nagnareteK

    .)gnaubmep narulas( teltuO = O

    di iraJ = R ,narulas nagnirimek = m :anam - nagnirimek( epolS= S ,)m( silordih iraj

    )narulas .

    E isidnoK 1.4 lebaT gnitsisk .USU esaniarD gnaubmeP narulaS

    anoZ maneP

    h b B f m R S otoF

    gnap )m( )m( )m( )m( )m( nagnapaL

    1 O1-1 1.1 6.2 0.3 11.0 8181.0 7695.0 9200.0

    bb

    2

    O2-1 2.1 2.1 0.2 21.0 3333.0 6484.0 6100.0

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  • 65

    3

    O3-1

    5.1=D 21.0 3333.0 0034.0 46700.0

    4 O4-1 8.0 1 6.1 80.0 0573.0 3063.0 11100.0

    rebmuS ( : ievruS nad USU ataD ).

    01.1.4 adA gnaY narulaS satisapaK nagnutihreP

    aynraseb iuhategnem kutnu naujutreb ada gnay narulas satisapak nagnutihreP

    upmam gnay tibed aggnihes ,tubesret narulas helo nakrilaid upmam gnay tibed

    lortnokid tapad igolordih asilana nakrasadreb aynitnan tubesret narulas helo nakrilaid

    .kadit uata nakanugid tapad hisam tubesret narulas hakapa

    narulaS - noteb gninil nagned narulas halada USU supmaK id ada gnay narulas

    ailag apureb gninil apnat narulas nad gnay narulas satisapak ini lah malaD .hanat n

    isnemid naka gninil apnat narulas nakgnades ,gninil nagned narilas halaynah gnutihid

    .II baB adap )94.2( nad )64.2( naamasrep nakrasadreb anacner satisapak nakrasadreb

    nagnutihreP uisepart gnapmat kutnu lortnok m:

    = V

    . /. /

    = .

    = . . /. /

    di iraj = R ,narulas hasab gnapmat saul = A :anam - gnililek = P ,P/A = silordih iraj

    .gninnaM narasakek neisifeok = n ,narulas rasad nagnirimek = S ,hasab

    nagnutihrep ayntujnaleS 2.4 lebaT adap tahilid tapad narulas satisapak

    .4.4 rabmaG adap tahilid tapad uajnitid gnay gnapmanep gnotop kitit nakgnades

    gnoroG 2

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  • 75

    :lebat nagnareteK

    ,hazmaH = H ,haifanaH ukgneT = T ,saaM = M ,satisrevinU = U

    nayfoS = F ,nianrakluZ = Z ,alisacnaP = P ,mikaH ludbA = A ,II uraB = R ,

    I uraB = B ,)gnaubmep narulas( teltuO = O ,onosramuS = S ,ruysnaM = N

    :narulas aparebeb nagnutihreP

    .1 U narulas gnapmaneP 1 )USU satisrevinU nalaJ( 3 anoZ id

    narulaS gnapmaneP sauL retem 0225.0 = A : 2

    7800.2 = P :hasab gnilileK

    iraJ - 9952.0 = P/A = R :silordih iraj

    12100,0 = S :narulas rasad nagnirimeK

    510.0 = n :noteb kutnu gninnaM narasakek neisifeoK

    = V .

    /. /

    = /1 .0 510 . 0. 9952 2/3. 0. 12100 1/2 m 4449.0 = 2 ted/

    .

    Q 0, 0225 . 0, 4449 0. 9294 m3 ted/

    .2 U narulas gnapmaneP 3 )USU satisrevinU nalaJ( 3 anoZ id

    narulaS gnapmaneP sauL retem 0225.0 = A : 2

    7800.2 = P :hasab gnilileK

    iraJ - 9952.0 = P/A = R :silordih iraj

    12100,0 = S :narulas rasad nagnirimeK

    innaM narasakek neisifeoK 510.0 = n :noteb kutnu gn

    = V

    . /. /

    = /1 .0 510 . 0. 9952 2/3. 0. 12100 1/2 m 4449.0 = 2 ted/

    .

    Q 0, 0225 . 0, 4449 0. 9294 m3 ted/

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  • 85

    .3 narulas gnapmaneP O3 )aerA nadeM gnaG( 3 anoZ id

    gnorog loir retemaiD - retem 05.1 = D :gnorog

    iraJ - r :narakgnil iraj D x 5,0 =

    05,1 x 5,0 =

    retem 57.0 =

    7.4 rabmaG narulaS narakgniL gnapmaT

    :alib mumiskam tibeD

    451 = 0

    081 = 0 451 0 62 = 0

    DA : DA gnajnaP soC r =

    62 soC 57,0 = 0

    1476.0 =

    CB : CB gnajnaP niS D =

    62 niS 05,1 = 0\

    m 6456,0 =

    A :hasab gnapmat sauL

    = A 2 . 451 0

    063 0 . . r2

    1

    2 . )DA . CB(

    = 2 . 4510

    063 0 . ( . )57,0 2 + 1

    2 )14760,0 . 6756,0( .

    m 5337,1 = 2

    Universitas Sumatera Utara

  • 95

    P :hasab gnilileK

    = P 2 . 451 0

    063 0 . . D

    = 2 . 451 0

    063 0 . . m 05.1

    m 7130,4 =

    iraJ - = R :silordiH irajA

    P =

    1, 5337

    4, 7130 0034,0 =

    narasakek neisifeoK 510.0 = n :noteb kutnu gninnaM

    = V

    . /. /

    = /1 .0 510 . 0. 9952 2/3. 0. 12100 1/2 m 4449.0 = 2 ted/

    .

    Q 0, 0225 . 0, 4449 0. 9294 m3 ted/

    :tibeD sumuR

    . . /. /

    1. 5337 . 1/0, 510 . 0, 0034 2/3. 0, 46700 1/2

    5, 9557 m /3 ted

    Universitas Sumatera Utara

  • 06

    .adA gnaY narulaS tukgnA satisapaK nagnutihreP 2.4 lebaT

    gnapmaneP h b B f m A P R S Q

    1 anoZ )m( )m( )m( )m( m( 2) )m( )m( m( 3 )ted /

    U4 8.0 5.0 1 80.0 5213.0 225.0 7800.2 9952.0 12100.0 9294.0

    U 01 8.0 1 6.1 80.0 573.0 4419.0 9735.2 3063.0 6100.0 6432.1

    U 11 8.0 1 6.1 80.0 573.0 4419.0 9735.2 3063.0 6100.0 6432.1

    K1 8.0 7.0 9.0 80.0 521.0 8865.0 2151.2 4462.0 77400.0 9870.1

    K2 8.0 7.0 9.0 80.0 521.0 8865.0 2151.2 4462.0 77400.0 9870.1

    K3 8.0 7.0 9.0 80.0 521.0 8865.0 2151.2 4462.0 77400.0 9870.1

    K4 8.0 7.0 9.0 80.0 521.0 8865.0 2151.2 4462.0 77400.0 9870.1

    M1 8.0 8.0 2.1 80.0 52.0 6507.0 3482.2 9803.0 11100.0 5217.0

    M2 8.0 5.0 1 80.0 5213.0 225.0 7800.2 9952.0 12100.0 9294.0

    M6 8.0 8.0 2.1 80.0 52.0 6507.0 3482.2 9803.0 11100.0 5217.0

    M7 2.1 2.1 2 21.0 3333.0 8486.1 8674.3 6484.0 48200.0 8296.3

    R2 1 1.1 6.1 1.0 52.0 5291.1 4559.2 5304.0 44100.0 3746.1

    R5 1 8.0 2.1 1.0 2.0 288.0 6536.2 6433.0 26100.0 7041.1

    R6 1 8.0 2.1 1.0 2.0 288.0 6536.2 6433.0 26100.0 7041.1

    H1 8.0 7.0 9.0 80.0 521.0 8865.0 2151.2 4462.0 77400.0 9870.1

    gnubmasreb -

    Universitas Sumatera Utara

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    gnapmaneP h b B f m A P R S Q

    1 anoZ )m( )m( )m( )m( m( 2) )m( )m( m( 3 )ted /

    H2 8.0 7.0 9.0 80.0 521.0 8865.0 2151.2 4462.0 77400.0 9870.1

    B4 1 1 6.1 1.0 3.0 341.1 3978.2 793.0 44100.0 9165.1

    B5 1 1 6.1 1.0 3.0 341.1 3978.2 793.0 44100.0 9165.1

    B6 1 1 6.1 1.0 3.0 341.1 3978.2 793.0 3900.0 2552.1

    B7 1 1 6.1 1.0 3.0 341.1 3978.2 793.0 3900.0 2552.1

    B8 1 1 6.1 1.0 3.0 341.1 3978.2 793.0 3900.0 2552.1

    Z1 kadiT adA narulaS

    Z2 8.0 7.0 9.0 80.0 521.0 8865.0 2151.2 4462.0 77400.0 9870.1

    P1 8.0 1 6.1 80.0 573.0 4419.0 9735.2 3063.0 46000.0 9087.0

    P2 8.0 7.0 9.0 80.0 521.0 8865.0 2151.2 4462.0 77400.0 9870.1

    P3 8.0 7.0 9.0 80.0 521.0 8865.0 2151.2 4462.0 77400.0 9870.1

    P4 8.0 7.0 9.0 80.0 521.0 8865.0 2151.2 4462.0 77400.0 9870.1

    P5 8.0 7.0 9.0 80.0 521.0 8865.0 2151.2 4462.0 77400.0 9870.1

    N1 8.0 6.0 1 80.0 52.0 6165.0 3480.2 4962.0 96300.0 8849.0

    N2 8.0 6.0 1 80.0 52.0 6165.0 3480.2 4962.0 96300.0 8849.0

    gnubmasreb -

    Universitas Sumatera Utara

  • 26

    gnapmaneP h b B f m A P R S Q

    1 anoZ )m( )m( )m( )m( m( 2) )m( )m( m( 3 )ted /

    N3 8.0 6.0 1 80.0 52.0 6165.0 3480.2 4962.0 96300.0 8849.0

    N4 8.0 6.0 1 80.0 52.0 6165.0 3480.2 4962.0 36200.0 108.0

    N5 8.0 6.0 1 80.0 52.0 6165.0 3480.2 4962.0 36200.0 108.0

    N6 8.0 6.0 1 80.0 5213.0 225.0 7800.2 9952.0 48200.0 2557.0

    N7 2.1 2.1 2 21.0 3333.0 8486.1 8674.3 6484.0 48200.0 8296.3

    N8 2.1 2.1 2 21.0 3333.0 8486.1 8674.3 6484.0 48200.0 8296.3

    N9 2.1 2.1 2 21.0 3333.0 8486.1 8674.3 6484.0 48200.0 8296.3

    N 01 2.1 2.1 2 21.0 3333.0 8486.1 8674.3 6484.0 48200.0 8296.3

    N 11 2.1 2.1 2 21.0 3333.0 8486.1 8674.3 6484.0 44100.0 5926.2

    N 21 2.1 2.1 2 21.0 3333.0 8486.1 8674.3 6484.0 44100.0 5926.2

    N 31 2.1 2.1 2 21.0 3333.0 8486.1 8674.3 6484.0 44100.0 5926.2

    S1 8.0 6.0 1 80.0 52.0 6165.0 3480.2 4962.0 77400.0 7870.1

    S2 8.0 6.0 1 80.0 52.0 6165.0 3480.2 4962.0 77400.0 7870.1

    S3 1.1 1 4.1 11.0 8181.0 2861.1 5210.3 8783.0 36200.0 9321.2

    S4 8.0 7.0 9.0 80.0 521.0 8865.0 2151.2 4462.0 77400.0 9870.1

    gnubmasreb -

    Universitas Sumatera Utara

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    gnapmaneP h b B f m A P R S Q

    1 anoZ )m( )m( )m( )m( m( 2) )m( )m( m( 3 )ted /

    S5 8.0 7.0 9.0 80.0 521.0 8865.0 2151.2 4462.0 77400.0 9870.1

    S6 8.0 7.0 1 80.0 5781.0 2106.0 1561.2 7772.0 36200.0 9478.0

    S7 8.0 7.0 1 80.0 5781.0 2106.0 1561.2 7772.0 36200.0 9478.0

    S8 8.0 7.0 1 80.0 5781.0 2106.0 1561.2 7772.0 36200.0 9478.0

    S9 8.0 7.0 1 80.0 5781.0 2106.0 1561.2 7772.0 36200.0 9478.0

    gnapmaneP h b B f m A P R S Q

    2 anoZ )m( )m( )m( )m( m( 2) )m( )m( m( 3 )ted /

    U5 2.1 2.1 2 21.0 3333.0 8486.1 8674.3 6484.0 76100.0 8138.2

    U6 2.1 2.1 2 21.0 3333.0 8486.1 8674.3 6484.0 76100.0 8138.2

    U7 2.1 2.1 2 21.0 3333.0 8486.1 8674.3 6484.0 76100.0 8138.2

    T1 8.0 7.0 9.0 80.0 521.0 8865.0 2151.2 4462.0 77400.0 9870.1

    F1 8.0 8.0 6.1 80.0 5.0 2538.0 14.2 6643.0 49200.0 6984.1

    F2 8.0 8.0 6.1 80.0 5.0 2538.0 14.2 6643.0 49200.0 6984.1

    gnubmasreb -

    Universitas Sumatera Utara

  • 46

    gnapmaneP h b B f m A P R S Q

    2 anoZ )m( )m( )m( )m( m( 2) )m( )m( m( 3 )ted /

    F4 8.0 8.0 6.1 80.0 5.0 2538.0 14.2 6643.0 13000.0 7384.0

    F5 8.0 8.0 6.1 80.0 5.0 2538.0 14.2 6643.0 13000.0 7384.0

    F6 8.0 8.0 6.1 80.0 5.0 2538.0 14.2 6643.0 13000.0 7384.0

    A6 8.0 1 6.1 80.0 573.0 4419.0 9735.2 3063.0 67100.0 9492.1

    gnapmaneP h b B f m A P R S Q

    3 anoZ )m( )m( )m( )m( m( 2) )m( )m( m( 3 )ted /

    U1 8.0 5.0 1 80.0 5213.0 225.0 7800.2 9952.0 12100.0 9294.0

    U2 8.0 5.0 1 80.0 5213.0 225.0 7800.2 9952.0 12100.0 9294.0

    U3 8.0 5.0 1 80.0 5213.0 225.0 7800.2 9952.0 12100.0 9294.0

    U8 8.0 1 6.1 80.0 573.0 4419.0 9735.2 3063.0 6100.0 6432.1

    U9 8.0 1 6.1 80.0 573.0 4419.0 9735.2 3063.0 6100.0 6432.1

    M1 8.0 8.0 2.1 80.0 52.0 6507.0 3482.2 9803.0 11100.0 5217.0

    M4 8.0 1 6.1 80.0 573.0 4419.0 9735.2 3063.0 67100.0 9492.1

    gnubmasreb -

    Universitas Sumatera Utara

  • 56

    gnapmaneP h b B f m A P R S Q

    3 anoZ )m( )m( )m( )m( m( 2) )m( )m( m( 3 )ted /

    M5 8.0 1 6.1 80.0 573.0 4419.0 9735.2 3063.0 67100.0 9492.1

    T2 8.0 1 6.1 80.0 573.0 4419.0 9735.2 3063.0 67100.0 9492.1

    T3 8.0 1 6.1 80.0 573.0 4419.0 9735.2 3063.0 67100.0 9492.1

    R0 8.0 5.0 1 80.0 5213.0 225.0 7800.2 9952.0 12100.0 9294.0

    R1 1 1.1 6.1 1.0 52.0 5291.1 4559.2 5304.0 44100.0 3746.1

    R3 8.0 7.0 9.0 80.0 521.0 8865.0 2151.2 4462.0 77400.0 9870.1

    R4 8.0 1 6.1 80.0 573.0 4419.0 9735.2 3063.0 67100.0 9492.1

    B1 1 1.1 6.1 1.0 52.0 5291.1 4559.2 5304.0 44100.0 3746.1

    B2 1 1.1 6.1 1.0 52.0 5291.1 4559.2 5304.0 44100.0 3746.1

    B3 1 1.1 6.1 1.0 52.0 5291.1 4559.2 5304.0 44100.0 3746.1

    F3 8.0 7.0 6.1 80.0 5265.0 6597.0 2253.2 2833.0 49200.0 1693.1

    A1 8.0 7.0 9.0 80.0 521.0 8865.0 2151.2 4462.0 77400.0 9870.1

    A2 8.0 1 6.1 80.0 573.0 4419.0 9735.2 3063.0 67100.0 9492.1

    A3 1 1 6.1 1.0 3.0 341.1 3978.2 793.0 3900.0 2552.1

    A4 1 1 6.1 1.0 3.0 341.1 3978.2 793.0 3900.0 2552.1

    gnubmasreb - -

    Universitas Sumatera Utara

  • 66

    gnapmaneP h b B f m A P R S Q

    3 anoZ )m( )m( )m( )m( m( 2) )m( )m( m( 3 )ted /

    A5 1 1 6.1 1.0 3.0 341.1 3978.2 793.0 3900.0 2552.1

    A7 8.0 7.0 9.0 80.0 521.0 8865.0 2151.2 4462.0 77400.0 9870.1

    A8 8.0 7.0 9.0 80.0 521.0 8865.0 2151.2 4462.0 77400.0 9870.1

    P6 8.0 1 6.1 80.0 573.0 4419.0 9735.2 3063.0 11100.0 4820.1

    P7 8.0 1 6.1 80.0 573.0 4419.0 9735.2 3063.0 11100.0 4820.1

    P8 40.1 5.1 72.2 21.0 5333.0 6681.2 9735.2 5168.0 11100.0 9781.3

    P9 40.1 5.1 72.2 21.0 5333.0 6681.2 9735.2 5168.0 11100.0 9781.3

    P 01 8.0 1 6.1 80.0 573.0 4419.0 9735.2 3063.0 11100.0 4820.1

    P 11 8.0 1 6.1 80.0 573.0 4419.0 9735.2 3063.0 11100.0 4820.1

    gnapmaneP h b B f m A P R S Q

    gnaubmeP )m( )m( )m( )m( m( 2) )m( )m( m( 3 )ted /

    O1-1 1.1 6.2 3 11.0 8181.0 2257.2 5216.4 7695.0 9200.0 300.7

    O2-1 2.1 2.1 2 21.0 3333.0 8486.1 9674.3 6484.0 76100.0 9138.2

    O3-1

    05.1=D 21.0 3333.0 5337.1 7130.4 34.0 46700.0 9557.5

    O4-1 8.0 1 6.1 80.0 573.0 4419.0 9735.2 3063.0 11100.0 4820.1

    - muS reb ( : ataD nahalogneP nad sisilanA )

    gnoroG 2

    Universitas Sumatera Utara

  • 76

    4. 11.1 naagaJ iggniT

    uata naagaj iggniT eerf - draob narulas satisapak helo nakutnetid narulas adap

    iapmas 5 aratna narasikreb utiay ,)h( ria iggnit nakrasadreb tapad uata % 03 irad

    .)h( ria naiggnitek

    4.2 igolordiH sisilanA

    p nakukalid gnay igolordih sisilanA halognem nataigek itupilem ini iduts ada

    .)rijnab( nasapmil tibed agrah naktapadid iapmas hatnem atad ataD iakapid gnay najuh

    sisilana kutnu irad lasareb ini 3 ( agit hayaliw id adareb gnay nuisats ) ,nadeM atok

    .atS :utiay nagnutnuT tanidrook id 442005,3( ,)TB 815036,89 ; UL ieS .atS

    id gnayamueS )TB 743385,89 ; UL 0397285,3( tanidrook id ainoloP .atS nad ,

    tanidrook .)TB 743385,89 ; UL 0397285,3( )TB 743385,89 ; UL 0397285,3(

    kutnu akam iridnes narulas narila haread satab ikilimem USU supmaK nakanerakiD

    ep naanuggn nesseihT nogiloP tubesret nakanugid gnay ini lah malad ,nakanugid kadit

    arac halada ataR - rabajlA atar nad licek gnay haread nasaul ikilimem USU anerak

    irad najuh haruc napakgnat haread utas nagned natakedreb aynah id ainoloP .atS

    tanidrook 7285,3( )TB 743385,89 ; UL 0397285,3( )TB 743385,89 ; UL 039 tubesret .

    eP irad helorepid halet gnay tanidrook irad tapadid najuh haruc nuisats nakatelr

    gnem nagned nadeM ilapmaS GKMB - tupni margorp malad ek isrev htarE elgooG

    7439.33711.0.5 itrepes rabmaG 4. .6 naD haruc napakgnat haread atep tubesret najuh

    adap tahilid tapad .7.4 rabmaG

    Universitas Sumatera Utara

  • 86

    .4 rabmaG d nuisatS isidnoK 8 7439.33711.0.5 isrev htraE elgooG mala

    rabmaG 4.9 USU najuH haruC napakgnaT hareaD ateP

    86

    .4 rabmaG d nuisatS isidnoK 8 7439.33711.0.5 isrev htraE elgooG mala

    rabmaG 4.9 USU najuH haruC napakgnaT hareaD ateP

    86

    .4 rabmaG d nuisatS isidnoK 8 7439.33711.0.5 isrev htraE elgooG mala

    rabmaG 4.9 USU najuH haruC napakgnaT hareaD ateP

    Universitas Sumatera Utara

  • 96

    2.4 .1 najuH haruC isneukerF sisilanA

    haruc helorepmem kutnu halada ini najuh haruc isneukerf sisilana irad naujuT

    .gnalu adoirep aparebeb nagned najuh macamreb tapadreT - kutnu adotem macam

    utkaw malad najuh satisnetni kutnu amaturet ,najuh satisnetni nakutnenem gnay

    gnay najuh haruc satisnetni sisilana adotem ,iakapid gnay atad tafis uajnitiD .kednep

    :sata igabid

    ,kednep gnay utkaw malad tatacid gnay najuh satisnetni atad iakameM atad iagabes gnalu edoirep iagabreb kutnu mumiskam nairah najuh haruc iakameM

    .sisab

    najuh haruc nuisats aparebeb id najuh haruc atad sisilana nahalognep iraD

    0002 nuhat irad mumiskam nairah najuh haruc nakrasadreb - gniknar tapadid ,0102

    .ini hawabid lebat malad tapadret gnay lanoiger najuh haruc

    ataR nagnutihreP 3.4 lebaT - eaD rabajlA atar .USU narulaS narilA har

    LANOIGER NAJUH HARUC GNIKNAR )mm( MUMISKAM NAIRAH NAD NANALUB

    .oN naJ beF raM rpA ieM nuJ luJ tgA peS tkO voN seD

    .raH.skaM

    1 021 15 48 411 851 86 69 69 122 481 402 871 25

    2 971 46 821 631 122 941 362 522 793 964 243 503 07

    3 812 87 971 781 143 342 903 403 595 684 363 193 68

    4 603 99 142 891 634 313 863 033 257 695 214 024 19

    5 133 441 282 443 805 104 864 873 867 508 374 874 89

    6 973 761 592 673 065 434 694 954 888 288 515 665 001

    7 714 122 163 993 585 974 135 284 969 309 836 126 411

    8 035 632 844 984 226 805 495 116 5301 469 297 147 811

    9 385 554 754 075 096 626 236 767 6211 3901 239 918 021

    01 137 007 006 457 787 777 996 768 9521 4471 1421 049 441

    halmuJ 4973 5122 4703 6653 6094 9993 7544 9154 9008 7218 2195 8545 299 ataR -atar 973 222 703 753 194 004 644 254 108 318 195 645 99

    rebmuS : ( ataD nahalogneP nad sisilanA ) mumiskaM ataD =

    Universitas Sumatera Utara

  • 07

    ini sisilana adaP id kutnu isubirtsid sisilana adotem aparebeb nakanug

    nakarikrepmem iakapid gnay adoteM .utnetret gnalu edoirep nuhat nagned najuh haruc

    haread najuh isubirtsid kitsiretkarak tahilem nagned nakutnetid surah aynitnan

    gnisam adap gnutihid naka gnay gnalu edoireP .tapmetes - kutnu halada edotem gnisam

    ,5 ,2 gnalu edoirep 01 nad .nuhat

    nakanugrepmem ini najuh haruc isneukerf kutnu ayntujnales atad nahalogneP

    margorP adamS - swodniW rof 21.2 birtsiD sisylanA noitubirtsiD lacitsitatS , lisaH .

    nakijasid nakukalid gnay atad nahalognep adap .naripmal naidumeK lebat nakijasid

    nuisats adap najuh isneukerf nagnutihrep emuser - nagned gnutihid gnay nuisats

    isneukerf isubirtsid nagnutihrep edotem )amil( 5 nakanugrepmem :utiay

    .1 lamroN isubirtsiD adoteM

    nakapureM F isgnu D isubirtsi K ned lanekid uata lamroN )FDC( fitalumu nag

    ( ssuaG isubirtsid noitubirtsiD naissuaG isubirtsiD .) N nataparek isgnuf ikilimem lamro

    satilibaborp :utiay naamasreP .II baB adap )2.2( naamasrep adap tahilid tapad gnay

    =

    . . . pxe

    .

    anam id nad gnisam gnay ,kitsitats retemarap halada - atar ialin halada gnisam - atar

    .tairav irad isaived radnats nad tapad isalumis nagnutihrep ataD 4.4 lebaT adap tahilid

    tukireb :

    .lamroN isubirtsiD adoteM 4.4 lebaT

    noitubirtsiD lamroN :sisylanA noitubirtsiD --------------- ataD fo yrammuS ---------------

    )naem( tnemoM tsriF

    3.99 tnemoM dnoceS

    407

    wekS

    - 2931.0 ecnedeecxE nruteR detaluclaC dradnatS ytilibaborP doireP eulaV noitaiveD 9.0 01 6803.331 4046.31 8.0 5 8626.121 8569.01 766.0 3 6147.011 4731.9 5.0 2 2003.99 5093.8

    Universitas Sumatera Utara

  • 17

    .2 retemaraP 2 lamroN goL isubirtsiD adoteM

    nakanuggnem anacner najuh haruc nagnutihrep lamroN goL isubirtsid kutnU

    naamasrep :halada aynnaamasreP .II baB adap )7.2( naamasrep nagned iapmas )3.2(

    =

    . . . . pxe

    .

    :anam id , nad . naamasreP : = + k.

    =

    =

    () ; =

    :anam id X RT ,atad halmuj = n ,t gnalu edoirep nagned najuh haruc aynraseb = gol x =

    atar mumiskam nairah najuh haruc - isneukerf rotkaf = k ,kimtiragol agrah malad atar

    f iagabes( ,retemaraP 2 lamroN goL irad C ,isairav neisifeok irad isgnu v edoirep nad ;

    ,)t gnalu S gol x nad ,aynkimtiragol agrah malad atad naiakgnar irad isaived dradnats =

    Cv .retemaraP v lamroN goL irad isairav neisifeok = tapad isalumis nagnutihrep ataD

    tukireb 5.4 lebaT adap tahilid :

    lebaT 5.4 retemaraP 2 lamroN goL isubirtsiD adoteM .

    lamroN goL retemaraP 2 :sisylanA noitubirtsiD --------------- ataD fo yrammuS ---------------

    )naem( tnemoM tsriF

    3.99 tnemoM dnoceS

    407

    wekS

    - 2931.0 ecnedeecxE nruteR detaluclaC dradnatS ytilibaborP doireP eulaV noitaiveD 9.0 01 6423.431 9666.51 8.0 5 3856.911 9961.21 766.0 3 1734.701 766.9 5.0 2 5439.59 999.7

    .3 III epyT nosraeP isubirtsiD adoteM

    adap anahredes araces isubirtsid tafis rotkaf nakanuggnem ini edoteM isgnuf

    tapad ini nakanugid gnay sumuR .III epyT nosraeP isubirtsid gnaulep nataparek

    :utiay II baB adap )8.2( naamasrep adap atahlid

    xt = xi K + T S. i

    Universitas Sumatera Utara

  • 27

    anam id x : i ek atad = -i S , i = C , isaived radnats s = ssenweks neisifeok nad , KT =

    rtsid tafis rotkaf gnay sC aynraseb irad isgnuf nakapurem gnay ,III epyT nosraeP isubi

    adap nakujnutid T leba tukireb iagabes 6.4 :

    6.4 lebaT III epyT nosraeP isubirtsiD adoteM .

    III epyT nosraeP :sisylanA noitubirtsiD --------------- ataD fo yrammuS ---------------

    )naem( tnemoM tsriF

    1.601 tnemoM dnoceS

    4.596

    wekS

    5979.0 ecnedeecxE nruteR detaluclaC dradnatS ytilibaborP doireP eulaV noitaiveD 9.0 01 2021.231 5737.9 8.0 5 2749.121 6658.8 766.0 3 649.111 2268.8 5.0 2 3678.001 7041.9

    .4 III epyT nosraeP goL isubirtsiD adoteM

    ini III epyT nosraeP isubirtsid gnaulep nataparek isgnuf anahredes araceS

    II baB adap )21.2( naamasrep nagned iapmas )9.2( naamasrep adap tahilid tapad

    :halada

    = . =

    Si = isaived radnats =

    ()

    Cs ssenweks neisifeok = =

    ().()

    :anam id KT = id isneukerf neisifeoK helorep irad .7.4 lebaT

    7.4 lebaT III epyT nosraeP goL isubirtsiD adoteM .

    III epyT nosraeP goL :sisylanA noitubirtsiD --------------- ataD fo yrammuS ---------------

    )naem( tnemoM tsriF

    1.601 tnemoM dnoceS

    4.596

    wekS

    5979.0 ecnedeecxE nruteR detaluclaC dradnatS ytilibaborP doireP eulaV noitaiveD 9.0 01 8153.431 8978.31 8.0 5 9934.521 2568.8 766.0 3 5323.511 9021.11 5.0 2 8380.301 9093.31

    Universitas Sumatera Utara

  • 37

    5 kE I epyT lebmuG isubirtsiD adoteM s lamert

    nakanugid kaynab lebmuG isubirtsid adoteM najuh isneukerf sisilana malad

    naamasrep nagned iapmas )31.2( naamasrep adap itrepes sumur iaynupmem gnay

    :tukireb iagabes II baB adap )51.2(

    Rt = S.K + R x

    K = y( t - yn S/) n

    Yt = - t(/t gol 303,2 + 438,0( - ))1

    R :anam id t = najuh haruc = R ,)mm( nuhat t gnalu edoirep kutnu najuhharuc

    atar mumiskam - S ,atar x S nad ,isneukerf rotkaf = K ,isaived radnatS = n Y , n rotkaf =

    atar radnats isaived nagnarugnep - tahilid tapaD .atad halmuj irad isgnuf iagabes atar

    .8.4 lebaT adap

    8.4 lebaT adoteM kE I epyT lebmuG isubirtsiD s lamert .

    I epyT lamertxE lebmuG :sisylanA noitubirtsiD --------------- ataD fo yrammuS ---------------

    )naem( tnemoM tsriF

    1.601 tnemoM dnoceS

    4.596

    wekS

    5979.0 ecnedeecxE nruteR detaluclaC dradnatS ytilibaborP doireP eulaV noitaiveD 9.0 01 9149.051 9802.22 8.0 5 2268.821 9127.51 766.0 3 5623.111 4010.11 5.0 2 5315.59 8077.7 = ataD - hilipreT atad

    .)mm( USU narulaS narilA hareaD nanuhaT gnalU edoireP isanibmoK 9.4 lebaT

    EDOIREP NAJUH HARUC

    GNALU LAMRON GOLLAMRON

    NOSRAEPIII T

    NOSRAEP GOLIII T LEBMUG

    01 6803.331 6423.431 2021.231 8153.431 9149.051 5 8626.121 3856.911 2749.121 9934.521 2268.821 3 6147.011 1734.701 649.111 5323.511 5623.111

    2 2003.99 5439.59 3678.001 8380.301 5315.59

    rebmuS ( : sisilanA lisaH adamS - 21.2 birtsiD )

    2.4 .2 isubirtsiD ijU

    gnay narabes hakapa ijugnem kutnu halada narabes nakococek naijugneP

    nataubmep malad hilipid evruc noitarud naijugneP .aynsiripme narabes nagned kococ

    Universitas Sumatera Utara

  • 47

    edotem nagned nakukalid retemarap vonrimS - forogomloK aynrasad rudesorP .

    isubirtsid nad nagnapal fitalumuk satilibaborp aratna nagnidnabrep pukacnem

    narukureb gnay lepmaS .uajnitid gnay isgnuf fitalumuk n gnay naturu nagned rutaid ,

    gnay atad iraD .takgninem fitalumuk isneukerf isgnuf utaus kutnebmem naka rutaid

    .aggnat

    :tukireb iagabes halada ini naijugnep rudesorP

    .1 gnaulep aynraseb nakutnet nad )aynkilabes uata licek ek raseb irad( atad nakturU

    gnisam irad - :tubesret atad gnisam X1 X(P 1 X ) 2 X(P 2 ) Xn X(P n)

    .2 gnisam ialin nakutneT - .atad narabmaggnep lisah irad sitiroet gnaulep gnisam

    X1 X(P 1 X ) 2 X(P 2 X ) n X(P n)

    .3 gnaulep aratna rasebret hisiles nakutnet tubesret gnaulep ialin audek iraD

    gnaulep nagned natamagnep .sitiroet X( P [ mumiskaM = D m ) X(P m ] )

    .4 nakrasadreB ( sitirk ialin lebat vonrimS - tset vorogomloK nakutnet ) N iali

    sitirk ( oD .)

    gnay sitiroet isubirtsid akam oD ialin irad licek hibel D ialin alibapA

    apad isubirtsid naamasrep nakutnenem kutnu nakanugid ialin alibapa ipatet ,amiretid t

    nakutnenem kutnu nakanugid gnay sitiroet isubirtsid akam oD ialin irad raseb hibel D

    .amiretid tapad kadit isubirtsid nuisats )napaled( 3 isubirtsid iju nagnutihrep emuseR

    gnisam nagned - erf isubirtsid sisilana edotem gnisam lebaT adap tahilid tapad isneuk

    4. 01 .

    najuH haruC isneukerF isubirtsiD ijU 01.4 lebaT .

    ISUBIRTSID IJU LAMRON

    GOLLAMRON

    NOSRAEPIII T

    NOSRAEP GOLIII T

    LEBMUG

    D xam iju lisah 868.11 65.51 18.01 17.8 4589.11

    Do )

  • 57

    gnisam kutnu awhab nalupmisek helorepid akam nagnutihrep lisah iraD -

    gnay atad ,ada gnay nuisats gnisam lisah halada raseb naigabes nataraysrep ihunemem

    sisilana lisah hilipid ayntujnales sisilana kutnU .III epiT nosraeP goL isubirtsid adotem

    gnay gnalu edoirep nautnenep kutnU .III epiT nosraeP goL edotem irad isneukerf

    nu radnats iauses nakukalid ,nakanugid /nanugnab kut nakanuggnem rednukes narulas

    01 gnalu edoirep :tukireb 11.4 lebaT malad tahlid tapaD .nuhat

    11.4 lebaT mumiskaM nairaH najuH haruC M edote III epiT nosraeP goL .

    .ON EDOIREP GNALU NAJUH HARUC

    )mm( 1 2 8380.301 2 3 5323.511 3 5 9934.521 4 01 8153.431

    rebmuS ( : ataD nahalogneP nad sisilanA )

    4. 3.2 kidoireP rijnaB tibeD sisilanA

    nagned nagnutihrep iakapid ini iduts adap anacner tibed gnutihgnem kutnU

    tibed nakutnenem kutnu edotem utas halas halada lanoisar edoteM .lanoisar edotem

    narila utaus nakapurem aynmumu gnay ,najuh haruc helo naktabikaid gnay naakumrep

    .esaniard narulas tibed nakanacnerem kutnu rasad

    4. 4.2 nanuhaT gnalU edoireP anacneR rijnaB

    ualak idajret mumiskam narilagnep halada lanoisar edotem irad ismusa nupadA

    kutnU .aynnarila haread isartnesnok utkaw amal nagned amas najuh haruc utkaw amal

    nakanugid akam akam aH 08 irad raseb hibel aynnarilagnep saul gnay haread

    aB adap )14.2( naamasrep silutid tapad sitametam araces lanoisaR sumur halada II b

    :tukireb iagabes

    , . . .

    m( malad tibed = Q :anam id 3 neisifeok = sC ,narilagnep neisifeok = C ,)ted/

    rilagnep haread saul = A ,)maj/mm( najuh haruc satisnetni =I ,nagnupmat .aH na

    Universitas Sumatera Utara

  • 67

    latot

    n

    A

    ACACAC 32211 .....

    4. 5.2 )C( narilagneP neisifeoK

    gnay najuh naigab aratna gnidnab ialin nakapurem narilagnep neisifeoK

    ihuragnepid ini naraseb idajret gnay latot najuh nagned gnusgnal nasapmil kutebmem

    hanat isidnok nad sinej ,nahal nagnirimek ,nahal anug atat helo .

    II baB adap )73.2( naamasrep adap tahilid tapad narailagneP neisifeoK nagnutihreP

    :tukireb iagabes

    C =

    uata atarer C =

    :anam id C ,mumu araces narilA neisifeok = A1 ,1 haread saul = A latot latot saul =

    haread

    4. 6.2 nagnupmaT neisifeoK

    hareaD fitaler najuh ria gnupmanem kutnu nagnukec ikilimem gnay

    ikilimem kadit gnay haread nagned nakgnidnabid najuh ria tikides hbel nakrilagnem

    anacner tibed padahret ini nagnukec helo nagnupmat kefE .ilakes amas nagnukec

    nagnupmat neisifeok nagned nakarikrepid adap sumur nagned helorepid gnay

    :tukireb iagabes II baB )83.2( naamasrep

    anam id C : s = dT ,)maj( isartnesnok utkaW = cT ,nagnupmat neisifeoK = narila utkaW

    aj( narukugnep tapmet ek aggnih uluh irad narulas malad id rilagnem ria .)m

    4. 7.2 isartnesnoK utkaW t( c)

    ( narilagnep utkaW wolf fo emit narulas gnajnap nagnidnabrep adap gnutnagret )

    irad nakismusaid gnay hcipriK irad siripme sumur turuneM .narila natapecek nad

    atar narasakek neisifeok kutnu gninnaM sumur - iraj nad atar - h iraj ukalreb gnay siluardi

    :tukireb iagabes )04.2( nad )93.2( naamasrep nakanuggnem mumu

    Universitas Sumatera Utara

  • 77

    ,

    ,

    :anam id t fo telni irad uajnitid gnay narulas gnajnap = L ,)tinem( narilagnep utkaw =

    haread nagnirimek( epols = s ,)m( uajnitid gnay gnapmat ek iapmas )nakusamep(

    .)narilagnep

    :uata narilagnep utkaw + nakusamep utkaw = isartnesnok utkaw akaM

    4. 8.2 najuH haruC amaL nad satisnetnI

    lebairaV iracneM kutnU I iakapid )najuH haruC aynamaL nad satisnetnI(

    r sumu ebononoM . id gnires ebononoM sumuR gnutihgnem kutnu ,gnapeJ id nakanug

    rah najuh haruc atad nakrasadreb paites najuh haruc satisnetni adap nai naamasrep

    utiay II baB adap )91.2( :

    /

    i = I :anam id najuh haruc satisnetn ( maj/mm l = t ,) kutnu ,)tinem( najuh haruc aynama

    malad ebononoM sumur ( maj ,) R 42 c = nakrasadreb idajret nikgnum gnay najuh haru

    gnalu asam utnetret maj 42 malad mumixam najuh haruc( - )mm .

    4.3 akiluardiH sisilanA

    4. 1.3 narulaS tibeD nagnutihreP

    kutnU id 3O nad 3U,1U narulas aynaratnaid ada halet gnay narulas hakapa iuhategnem

    tibed gnutihid ulrep akam kadt uata ihunemem hisam USU satisrevinU nalaJ gnay

    gnisam ek kusam naka - satisapak nagned nakgnidnabid naidumek narulas gnisam

    rabmaG adaP USU narulaS.A.D naadaek tapadret nad 2.4 lebaT adap narulas tukgna

    .8.4

    :satisapaK nagnutihreP

    .1 narulaS U gnapmanep 1

    aH 8.3 = A :narila haread sauL

    Universitas Sumatera Utara

  • 87

    huajret karaJ retem 053 = L :najuh haruc narila irad

    12100.0 = S :narila haread nagnirimeK

    :lisremok haread airetirk nakusamep utkaW t eo maj 61.0 = tinem 01 =

    :narilagnep utkaW

    ,

    ,

    t fo 0, 5910 053

    0. 12100

    0, 77

    maj 04.0 =

    utkaW :isartnesnok

    tc 0. 61 0. 04 0. 65 maj

    :nuhat 01 najuH haruC satisnetnI

    /

    I 431 . 8153

    42

    42

    0. 65

    23 86 . 4655 mm / maj

    neisifeok tapadid %03 = padek gnay naakumrep esatnesrep 6.2 lebaT iraD

    724.0 = C narilagnep

    U narulas anacner tibeD 1:

    , . . .

    Q 0, 87200 .0, 724 .1. 86 , 4655 .3,8 retem 2903.0 = 3 ted/

    M( )ihuneme

    .2 narulaS U gnapmanep 3

    aH 546.01 = A :narila haread sauL

    retem 577 = L :najuh haruc narila irad huajret karaJ

    :narila haread nagnirimeK 12100.0 = S

    Universitas Sumatera Utara

  • 97

    :lisremok haread airetirk nakusamep utkaW t eo maj 61.0 = tinem 01 =

    :narilagnep utkaW

    ,

    ,

    t fo 0, 5910 577

    0. 12100

    0, 77

    .0 = 27 maj

    :isartnesnok utkaW

    tc 0. 61 0. 27 0. 88 maj

    haruC satisnetnI :nuhat 01 najuH

    /

    I 431 . 8153

    42

    42

    0. 88

    23 05 . 1948 mm / maj

    neisifeok tapadid %03 = padek gnay naakumrep esatnesrep 5.2 lebaT iraD

    484.0 = C narilagnep

    :1U narulas anacner tibeD

    , . . .

    Q 0, 87200 . 0, 484 . 1. 05 , 1948 . 01 . 546 retem 3827.0 = 3 ted/

    )ihunemeM kadiT(

    .3 narulaS O gnapmanep 3

    aH 933.85 = A :narila haread sauL

    retem 0351 = L :najuh haruc narila irad huajret karaJ

    46700.0 = S :narila haread nagnirimeK

    :lisremok haread airetirk nakusamep utkaW t eo maj 61.0 = tinem 01 =

    :narilagnep utkaW

    Universitas Sumatera Utara

  • 08

    ,

    ,

    t fo 0, 5910 0351

    0. 46700

    0, 77

    .0 = 06 maj

    :isartnesnok utkaW

    tc 0. 61 0. 06 0. 67 maj

    01 najuH haruC satisnetnI :nuhat

    /

    I 431 . 8153

    42

    42

    0. 67

    23 55 . 2829 mm / maj

    neisifeok tapadid %03 = padek gnay naakumrep esatnesrep 5.2 lebaT iraD

    645.0 = C narilagnep

    :1U narulas anacner tibeD

    , . . .

    Q 0, 87200 . 0, 645 . 1. 55 , 2829 . 85 . 933 = 4. 5259 retem 3 ted/

    )ihunemeM(

    Universitas Sumatera Utara

  • 18

    .nuhaT 01 najuH haruC alaK malaD narulaS tibeD nagnutihreP 31.4 lebaT

    gnapmaneP nesreP A L eot fot ct I C Q .moD Q nagnareteK

    1 anoZ padek )aH( )m( )maJ( )maJ( )maJ( )maJ/mm( m( 3 )ted / m( 3 )ted /

    U4 03 92.3 054 61.0 84.0 46.0 3005.26 444.0 8352.0 32810.0

    U 01 03 40.2 012 61.0 33.0 94.0 2106.47 414.0 2571.0 24140.0

    U 11 03 49.6 066 61.0 26.0 87.0 2521.55 964.0 8894.0 34852.0

    K1 06 620.1 041 61.0 72.0 34.0 7281.28 815.0 4121.0 01401.0

    K2 06 86.0 08 61.0 81.0 43.0 9399.49 984.0 8780.0 50250.0

    K3 06 42.1 041 61.0 72.0 34.0 7281.28 815.0 7641.0 60820.0

    K4 06 42.0 56 61.0 51.0 13.0 786.101 474.0 2230.0 02480.0

    M2 03 63.0 09 61.0 2.0 63.0 9830.29 173.0 2430.0 32150.0

    M3 03 68.4 525 61.0 57.0 19.0 7995.94 984.0 7723.0 72280.0

    M6 03 6.0 541 61.0 82.0 44.0 9901.08 893.0 2350.0 07068.0

    M7 03 953.5 545 61.0 35.0 96.0 2854.95 893.0 6253.0 58951.0

    R2 03 6.3 044 61.0 56.0 18.0 3206.35 474.0 3452.0 13520.0

    R5 03 52.1 521 61.0 52.0 14.0 1593.48 783.0 5311.0 83831.0

    R6 03 2.7 046 61.0 85.0 47.0 1167.65 464.0 2725.0 83831.0

    H1 06 24.1 012 61.0 73.0 35.0 3914.17 845.0 5451.0 2480.0

    gnubmasreb -

    Universitas Sumatera Utara

  • 28

    gnapmaneP nesreP A L eot fot ct I C Q .moD Q nagnareteK

    1 anoZ padek )aH( )m( )maJ( )maJ( )maJ( )maJ/mm( m( 3 )ted / m( 3 )ted /

    H2 06 44.1 012 61.0 73.0 35.0 3914.17 845.0 7651.0 60312.0

    B4 03 52.1 521 61.0 52.0 14.0 1593.48 783.0 5311.0 60280.0

    B5 03 2.7 046 61.0 26.0 87.0 2521.55 964.0 5715.0 60280.0

    B6 03 520.2 013 61.0 5.0 66.0 7344.16 744.0 6451.0 31540.0

    B7 03 587.4 086 61.0 29.0 80.1 933.44 115.0 4103.0 31540.0

    B8 03 592.8 5021 61.0 72.1 34.1 9257.63 645.0 7264.0 31540.0

    Z1 06 74.1 022 61.0 83.0 45.0 3159.96 255.0 8751.0 42350.0 uraB narulaS

    Z2 06 523.1 042 61.0 24.0 85.0 922.76 955.0 4831.0 42350.0

    P1 03 40.2 012 61.0 33.0 94.0 2106.47 414.0 2571.0 27910.0

    P2 03 63.0 09 61.0 2.0 63.0 9830.29 173.0 2430.0 11420.0

    P3 03 6.0 541 61.0 82.0 44.0 9901.08 893.0 2350.0 98630.0

    P4 03 52.1 521 61.0 52.0 14.0 1593.48 783.0 5311.0 16710.0

    P5 03 52.1 521 61.0 52.0 14.0 1593.48 783.0 5311.0 96310.0

    N1 03 42.0 551 61.0 31.0 92.0 305.501 203.0 3120.0 01401.0

    N2 03 605.2 561 61.0 51.0 13.0 786.101 113.0 3022.0 47160.0

    gnubmasreb -

    Universitas Sumatera Utara

  • 38

    gnapmaneP nesreP A L eot fot ct I C Q .moD Q nagnareteK

    1 anoZ padek )aH( )m( )maJ( )maJ( )maJ( )maJ/mm( m( 3 )ted / m( 3 )ted /

    N3 03 689.4 544 61.0 3.0 64.0 361.87 304.0 6634.0 48301.0

    N4 03 20.2 522 61.0 32.0 93.0 6267.68 283.0 1681.0 34944.0

    N5 03 20.2 542 61.0 32.0 93.0 6267.68 283.0 1681.0 45151.0

    N6 03 7.4 094 61.0 25.0 86.0 6034.06 154.0 1653.0 38541.0

    N7 03 39.41 066 61.0 26.0 87.0 2521.55 964.0 1370.1 46090.0

    N8 03 31.71 029 61.0 27.0 88.0 1948.05 484.0 271.1 08621.0

    N9 03 91.62 039 61.0 37.0 98.0 7412.05 784.0 5087.1 77504.0

    N 01 03 78.62 0501 61.0 8.0 69.0 2268.74 794.0 9677.1 33355.0

    N 11 03 504.82 0151 61.0 4.1 65.1 7726.43 755.0 1325.1 74123.0

    N 21 03 502.12 0941 61.0 83.1 45.1 5678.43 655.0 1341.1 87751.0

    N 31 03 590.91 5321 61.0 72.1 34.1 9257.63 645.0 2560.1 31331.0

    S1 06 93.1 052 61.0 2.0 63.0 9830.29 173.0 9131.0 51651.0

    S2 06 513.3 046 61.0 35.0 96.0 2854.95 454.0 8842.0 92301.0

    S3 06 523.1 042 61.0 24.0 85.0 922.76 134.0 7601.0 92301.0

    S4 06 42.0 56 61.0 23.0 84.0 2033.67 113.0 8510.0 06252.0

    gnubmasreb -

    Universitas Sumatera Utara

  • 48

    gnapmaneP nesreP A L eot fot ct I C Q .moD Q nagnareteK

    1 anoZ padek )aH( )m( )maJ( )maJ( )maJ( )maJ/mm( m( 3 )ted / m( 3 )ted /

    S5 06 81.2 542 61.0 24.0 85.0 922.76 134.0 6571.0 06252.0

    S6 06 51.6 006 61.0 5.0 66.0 7344.16 744.0 6964.0 08633.0

    S7 06 51.6 006 61.0 5.0 66.0 7344.16 744.0 6964.0 02480.0

    S8 06 63.3 574 61.0 54.0 16.0 757.46 734.0 3462.0 67411.0

    S9 06 74.1 022 61.0 83.0 45.0 3159.96 424.0 2121.0 81940.0

    gnapmaneP nesreP A L eot fot ct I C Q .moD Q nagnareteK

    2 anoZ padek )aH( )m( )maJ( )maJ( )maJ( )maJ/mm( m( 3 )ted / m( 3 )ted /

    U5 03 92.91 5201 61.0 20.1 81.1 8987.14 425.0 3471.1 72891.0

    U6 03 43.01 0101 61.0 20.1 81.1 8987.14 425.0 5926.0 62330.0

    U7 03 9.7 027 61.0 79.0 31.1 3710.34 715.0 4884.0 62330.0

    T1 03 66.2 572 61.0 54.0 16.0 757.46 734.0 3902.0 62330.0

    F1 03 83.5 564 61.0 53.0 15.0 769.27 714.0 1554.0 62390.0

    F2 03 83.5 564 61.0 72.0 34.0 7281.28 714.0 6215.0 62390.0

    gnubmasreb -

    Universitas Sumatera Utara

  • 58

    gnapmaneP nesreP A L eot fot ct I C Q .smoD Q nagnareteK

    2 anoZ padek )aH( )m( )maJ( )maJ( )maJ( )maJ/mm( m( 3 )ted / m( 3 )ted /

    F4 06 75.3 028 61.0 56.0 18.0 3206.35 46.0 5043.0 57170.0

    F5 06 75.3 028 61.0 56.0 18.0 3206.35 46.0 5043.0 57170.0

    F6 06 64.1 543 61.0 56.0 18.0 3206.35 286.0 4841.0 57170.0

    A6 03 9.7 027 61.0 79.0 31.1 3710.34 715.0 4884.0 62330.0

    gnapmaneP nesreP A L eot fot ct I C Q .smoD Q nagnareteK

    3 anoZ padek )aH( )m( )maJ( )maJ( )maJ( )maJ/mm( m( 3 )ted / m( 3 )ted /

    U1 03 8.3 053 61.0 4.0 65.0 4655.86 724.0 2903.0 00301.0

    U2 03 8.3 063 61.0 4.0 65.0 4655.86 724.0 2903.0 00301.0

    U3 03 546.01 577 61.0 27.0 88.0 1948.05 484.0 3827.0 19270.0 ihunemeM kadiT

    U8 03 514.1 012 61.0 73.0 35.0 3914.17 124.0 3811.0 14731.0

    U9 03 512.5 026 61.0 6.0 67.0 2829.55 764.0 7873.0 71162.0

    M1 03 8.3 014 61.0 74.0 36.0 6306.36 144.0 3692.0 89230.0

    M4 03 522.1 531 61.0 72.0 34.0 7281.28 293.0 7901.0 28250.0

    gnubmasreb -

    Universitas Sumatera Utara

  • 68

    gnapmaneP nesreP A L eot fot ct I C Q .moD Q nagnareteK

    3 anoZ padek )aH( )m( )maJ( )maJ( )maJ( )maJ/mm( m( 3 )ted / m( 3 )ted /

    M5 03 953.5 545 61.0 35.0 96.0 2854.95 454.0 2204.0 50090.0

    T2 03 89.2 023 61.0 72.0 34.0 7281.28 293.0 9662.0 62330.0

    T3 03 84.5 016 61.0 25.0 86.0 6034.06 154.0 2514.0 38710.0

    R0 03 504.21 026 61.0 26.0 87.0 869.45 454.0 6068.0 58530.0 ihunemeM kadiT

    R1 03 37.61 5401 61.0 29.0 80.1 7742.44 994.0 9620.1 13520.0

    R3 03 15.1 041 61.0 72.0 34.0 7281.28 293.0 2531.0 12750.0

    R4 03 75.5 094 61.0 27.0 88.0 1948.05 484.0 1183.0 60390.0

    B1 03 85.2 582 61.0 23.0 84.0 2033.67 904.0 9322.0 95410.0

    B2 03 15.1 551 61.0 3.0 64.0 361.87 304.0 2231.0 18640.0

    B3 03 41.5 015 61.0 35.0 96.0 2854.95 964.0 5893.0 18640.0

    F3 03 89.2 023 61.0 82.1 44.1 4964.63 293.0 4811.0 0060.0

    A1 03 514.1 012 61.0 73.0 35.0 3914.17 124.0 3811.0 69450.0

    A2 03 522.1 531 61.0 72.0 34.0 7281.28 293.0 7901.0 07120.0

    A3 03 522.1 531 61.0 72.0 34.0 7281.28 293.0 7901.0 78610.0

    A4 03 15.1 041 61.0 72.0 34.0 7281.28 293.0 2531.0 55120.0

    gnubmasreb -

    Universitas Sumatera Utara

  • 78

    gnapmaneP nesreP A L eot fot ct I C Q .moD Q nagnareteK

    padek )aH( )m( )maJ( )maJ( )maJ( )maJ/mm( m( 3 )ted / m( 3 )ted /

    A5 03 15.1 551 61.0 3.0 64.0 361.87 304.0 2231.0 36710.0

    A7 03 7.5 006 61.0 56.0 18.0 3206.35 474.0 6204.0 38710.0

    A8 03 85.2 582 61.0 23.0 84.0 2033.67 904.0 9322.0 95410.0

    P6 03 974.24 0051 61.0 52.1 14.1 9140.73 545.0 483.2 61971.0 ihunemeM kadiT

    P7 03 911.14 5031 61.0 21.1 82.1 1875.93 335.0 4114.2 61971.0 ihunemeM kadiT

    P8 03 537.03 5921 61.0 21.1 82.1 1875.93 335.0 4208.1 96550.0

    P9 03 570.92 5401 61.0 9.0 60.1 5208.44 905.0 3348.1 13520.0

    P 01 03 8 506 61.0 6.0 67.0 2829.55 764.0 9085.0 17720.0

    P 11 03 41.5 553 61.0 53.0 15.0 769.27 714.0 8434.0 55120.0

    gnapmaneP nesreP A L eot fot ct I C Q .moD Q nagnareteK

    padek )aH( )m( )maJ( )maJ( )maJ( )maJ/mm( m( 3 )ted / m( 3 )ted /

    O1-1 03 182.26 0351 61.0 78.0 30.1 3866.54 755.0 2404.4 46879.0

    O1-2 03 613.57 0281 61.0 1 61.1 2981.24 165.0 6559.4 09180.1

    O1-3 03 655.77 0612 61.0 31.1 92.1 9403.93 565.0 887.4 09180.1

    O2-1 03 92.91 5401 61.0 8.0 69.0 2268.74 325.0 4243.1 20891.0

    gnubmasreb -

    Universitas Sumatera Utara

  • 88

    gnapmaneP nesreP A L eot fot ct I C Q .moD Q nagnareteK

    padek )aH( )m( )maJ( )maJ( )maJ( )maJ/mm( m( 3 )ted / m( 3 )ted /

    O2-2 03 42.32 5111 61.0 58.0 10.1 2962.64 425.0 4665.1 20891.0

    O3-1 03 933.85 0351 61.0 6.0 67.0 2829.55 645.0 5259.4 16862.0

    O4-1 03 662.1 5421 61.0 80.1 42.1 5453.04 125.0 470.0 80250.0

    O4-2 03 665.3 5471 61.0 4.1 65.1 7726.43 935.0 581.0 81651.0

    rebmuS ( : USU ataD nagnutihreP sisilanA )

    Universitas Sumatera Utara

  • 98

    4. 2.3 narulaS siratnevnI

    tapad aynmulebes nagnutihrep irad akiluardih sisilana nad igolordih sisilanA

    .ikiabrepid ulrep nad kurub ,kiab gnay narulas aparebeb ada awhab naktahilepmem

    narulas aggnihes esaniard narulas nakiabrep anacner aparebeb ada ini lah malaD

    agnem tapad tubesret iggnit nagnaneg imalagnem kadit aggnihes kiab nagned ril

    .USU supmaK id esaniard narulas aynhapmilem naktabikaid nakiabreP anacneR

    tukireb iagabes halada aynaratnaid narulaS :

    U gnapmaneP uajnitiD 3 )urab narulas(

    :iuhatekiD - satisapak 12108,0 = rQ :anacner

    - K 510,0 = n :noteb kutnu gninnaM narasakek neisifeo

    - 01 . 121,1 = S :narulas rasad nagnirimeK .1 :nakutnetiD -3

    61/5 = m :narulas isis nagnirimeK .2

    narulaS isnemiD :atnimiD

    :naiaseleyneP

    ,narilagnep tibed sumuR

    . . /. /

    anamiD :

    ( . ). uata . ( ).

    .

    simonoke gnapmat kutnU

    .

    b 2. 5

    61 25/ 61 2 1 . h

    = h 3074,1

    Universitas Sumatera Utara

  • 09

    ( . ).

    1, 3074 h 5

    61. h . h

    h 8287,1 = 2

    .

    1, 3074 . h 2. h 5612 1

    h 3590,2 =

    1, 8287 . h2

    2, 3590 . h

    0, 8058 . h

    . . /. /

    0, 12108 1, 8287 . h2 .1/0, 510 . 0, 8058 . h2/3. 0, 121000 1/2 0, 12108 3, 1217 h8/3 h8/3 0, 8512 h 0, 7265 retem b 1, 3074 . h

    1, 3074 . 0, 7265 0, 38 retem

    ht 01

    9 . h

    01

    9 . 0, 7265 0, 36 retem

    B b 2. m. ht 0. 38 2. 5

    61 . 0, 36 1, 7322 retem

    Universitas Sumatera Utara

  • 19

    iasnemiD nagnutihreP aparebeB 41.4 lebaT .nakiabreP narulaS

    gnapmaneP h b B f m A P R S Q

    )m( )m( )m( )m( m( 2) )m( )m( m( 3 )ted /

    U3 65.0 38.0 22.1 70.0 61/5 7546.0 971.1 6745.0 12100.0 2108.0

    R0 56.0 49.0 24.1 70.0 3/1 2358.0 3703.2 7963.0 5100.0 4698.0

    Z1 4.0 85.0 7.0 40.0 3/1 6182.0 8914.1 3891.0 5100.0 1112.0

    P6 69.0 33.1 67.1 11.0 8/3 5846.1 1183.3 5784.0 5100.0 2365.2

    P7 69.0 33.1 67.1 11.0 8/3 5846.1 1183.3 5784.0 5100.0 6.2

    rebmuS ( : ataD nahalogneP nad sisilanA )

    Universitas Sumatera Utara

  • 39

    V BAB

    ISAKILPA CEH - 0.4 SAR RIA AKUM LIFORP NALEDOMEP MALADUSU ESANIARD NARULAS

    1.5 mumU

    narulaS ria akum liforp sisilanagnem malad nakukalid gnay naledomeP

    USU esaniarD margorp nakanuggnem halada )natlumis nupuata iridnesret( CEH - SAR

    4 0. . margorp naanuggnep malaD CEH - 0.4 SAR tahrepid ulrep gnay , i tupni utiay nak

    kutnu atad CEH - SAR atad paiteS . utnet hadus naijak isidnok nagned nagnubuhreb gnay

    nakapurem tupni nakanuggnem aynah nakanugid gnay margorP .naledomep adap

    dajek uardih naidajek nad igolordih nai .nagnutihrep adap raseb huragnepreb gnay akil

    seb nakgnutihrepmem kadit taubid gnay naledomeP nasebmer nad isaropave aynra

    nasebmer nad isaropave huragnep aggnihes nauajnit haread aynlicek tagnignem

    .licek tagnas nakarikrepid

    ataD - atad halada ini naledomep nakukalem kutnu gnitnep gnilap gnay atad

    olordih nagnutihrep atad nad naijak haread irtemoeg iagabes utnetret isakol adap ig

    ( satab tarays noitidnoc yradnuob nanugnab nad narulas ledom kutnu irtemoeg ataD .)

    ataD .isavele naiggnitek atad nad ievrus lisah nagnapal atad nakanuggnem ria

    rijnab tibed atad apureb igolordih nagnutihrep alu edoirep nagned .utnetret gn

    kutnu fargordih avruk nakrasadreb tibed atad naktaafnamem nagned taubid naledomeP

    sisilanaid hadus nad tatacret gnay taases ria natapecek ataD .ria nakaregrep iuhategnem

    .satab tarays adap tupni idajnem tapad silordih araces

    Universitas Sumatera Utara

  • 49

    2.5 isakilpA mumU

    1.2.5 irtemoeG ataD

    CEH - 0.4 SAR kanut kat narila nakledomem tapad gnay margorp halada

    ( ydaetsnu ) ( kanul nad ydaets ) naledomep nagned isnemid utas nauajnit nagned

    nagnotop nakledomem kutnu natakednep kitit anerak taruka hibel gnay irtemoeg

    ( gnatnilem noitces ssorc ) narila margorp aparebeb irad kaynab hibel taubid asib narulas

    ydaetsnu nad ydaets akam naikimed nagneD .nakanugid gnires gnay nial isnemid utas

    paites narabmaggnep noitces ssorc margorp nakanuggnem nagned narulas CEH - SAR

    0.4 idajnem naka ini .aynmulebes nakgnidnabid itakednem hibel

    naka gnay narila liforp nakrabmaggnem halada nakukalid gnay atad tupnI

    atad nakkusamem nad nakledomid noitces ssorc adap utnetret karaj lavretni rep

    gnisam - ledomep malad nakanugid gnay liforp rabmaG .narulas gnisam tahilid tapad na

    rabmaG adap 5 ( gnatnilem nagnotop atad tupni hotnoc nad 1. noitces ssorc narulas )

    rabmag adap tahilid tapad nakledomid gnay 5 .2.

    rabmaG 5.1 yaL - tuo narila naledomep

    Universitas Sumatera Utara

  • 59

    rabmaG 5.2 hotnoC atad tupni noitces ssorc narulas

    2.2.5 S narasakeK neisifeoK gninnaM narula

    ialin nakisatneserperem gnay naraseb utaus halada narulas narasakek neisifeoK

    nakitahrepmem nagned nakutnetid ini natabmah ialiN .narila utaus malad natabmah

    rotkaf - rotkaf narasakek rotkaf itrepes narulas narasakek ialin ihuragnepmem gnay

    nad napadnegnep ,narulas esart ,narulas narutaretkaditek ,nahubmut ,naakumrep

    .narulas kutneb nad ,naruku ,narulas nasureggnep

    3.2.5 P rihkA nad lawA utkaW nagnutihre

    rihka nad lawa utkaW irah malad kifiseps araces nakutnetid kadit nagnutihrep

    gnay utkaw halada nakanugid gnay naledomep malad naucA .utnetret utkaw nad

    najuh haruc naarikrep utaus rihka nad lawa utkaw utiay fargordih avruk malad pukacret

    ret ataD .utnetret gnalu edoirep nagned ledom malad ek nakkusamid tubes H CE -R SA

    rabmaG helo nakkujnutid anamiagabes 5 .3.

    Universitas Sumatera Utara

  • 69

    rabmaG 5.3 nagnutihrep rihka utkaw nad lawa utkaw atad tupnI

    4.2.5 lawA isidnoK

    ( lawa isidnok agraH noitidnoc laitini libmaid ini ) nagnutihrep lisah irad

    aboc tibed agrah nakanuggnem aynmulebes - kutnu nagnapal id natamagnep nad aboc

    ( lamron narila isidnok wolf esab gnay lisah natapetek nakutnenem ini lawa agraH .)

    malad ek nakkusamid tubesret lawa agraH .nagnutihrep lawa adap helorepid margorp

    CEH - SAR rabmaG adap tahilret itrepes 5 .4.

    rabmaG 5.4 lawa isidnok atad tupnI

    Universitas Sumatera Utara

  • 79

    5.2.5 sataB isidnoK

    ( satab isidnok naledomep utaus malaD noitidnoc yradnuob tapad )

    :tukireb iagabes nakisakifisepsid

    ria akum iggniT habureb nupuam natsnok kutneb malad tapad ,tibed nad

    utkaw turunem .

    nakisakifisepsid tapad ,akubret narulas nagniraj malad ek nahabmat narilA

    aratna nagnubuh apureb uata utkaw turunem habureb gnay tibed iagabes

    ( naakumrep narila nad najuh haruc nur - ffo .)

    H ( ria akum iggnit nagned tibed nagnubu evruc gnitar .lebat kutneb malad )

    sisilana lisah irad helorepid naledomep adap nakanugid gnay satab isidnoK

    hibel kutnU .utnetret gnalu edoirep nagned rijnab fargordih avruk apureb igolordih

    atad tupni ianegnem salej rabmaG tahilid tapad satab isidnok 5 .5.

    rabmaG 5.5 satab isidnok tupnI

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    2.5 USU esaniarD nagniraJ riA akuM liforP naledomeP isakilpA

    pahat iulalem nakukalid USU esaniarD nagniraJ riA akuM liforP naledomeP -

    iagabes pahat :tukireb

    .1 nakanuggnem USU supmaK id esaniard metsis irtemoeg atad nataubmeP

    margorp CEH - 0.4 SAR taubmem nagned noitcnuj esaniard haned iagabes

    .)tukireb 6.5 rabmaG itrepes( .USU supmaK

    6.5 rabmaG D cirtamoeG retnE /tidE ata

    .2 atad tupnI noitcnuj margorp isanibmok iulalem , C otuA da tupnignem nagned

    kitit nakrasadreb USU esaniard narulas gnapmanep atad - gnay tanidrook kitit

    margorp id taubid daC otuA .)tukireb 7.5 rabmaG itrepes(

    margorp atad tupnI 7.5 rabmaG CEH - SAR margorp nautnab nagned daC otuA

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  • 99

    .3 atad tupnI noitces ssorc iauses USU supmaK esaniard narulas gnapmanep

    8.5 rabmaG itrepes( akiluardih naidajek nakrasadreb naksisilanaid gnay nagned

    .)tukireb

    8.5 rabmaG ataD noitceS ssorC

    .4 ( tibed atad tupnI wolf ydaets nakrasadreb ) huragnep satisapak nagnutihrep

    nakusamem nagned kitsemod rotok ria nagnaubmep nad najuh haruc

    esaniard gnapmanep nahurulesek nakrasadreb nahurulesek tibed nahalmujnep

    .tukireb 9.5 rabmaG itrepes USU

    tupnI 9.5 rabmaG F ydaetS wol

    Universitas Sumatera Utara

  • 001

    3.5 naledomeP isukeskE USU esaniarD nagniraJ

    atad tupnignem nad esaniard narulas irtemoeg nahalognep haleteS noitces ssorc

    ( tibed atad atres wolf ydaets m akam ) ledo s amek j narulaS nagnira USU esaniarD

    jnales gnem nagned isukeske id naka ayntu - nur alad itrepes tubesret margorp nak m

    : tukireb rabmag

    01.5 rabmaG ledoM S amek J narulaS nagnira USU esaniarD

    atad nahurulesek nahalognep isukseskE 11.5 rabmaG

    Universitas Sumatera Utara

  • 101

    0 001 002 003 004 005 0065.7

    0.8

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    21-guA-50 10 nalP :nalP esaniarD

    )m( ecnatsiD lennahC niaM

    )m(

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    21-guA-60 10 nalP :nalP esaniarD

    dnegeL

    1 FP SW

    dnuorG

    atS knaB

    dnuorG

    ria akum liforp apureb helorepid gnay lisah ,isalumis nakukalid haleteS

    adap naktahilrepid rabmag - rabmag .tukireb

    21.5 rabmaG tolP evitcepsreP USU esaniarD

    rabmaG riA akuM liforP lisaH 31.5

    Universitas Sumatera Utara

  • 201

    0.1- 5.0- 0.0 5.0 0.16.8

    8.8

    0.9

    2.9

    4.9

    6.9

    8.9

    21-guA-50 10 nalP :nalP esaniarD

    )m( noitatS

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    noitavelE

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    dnegeL

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    atS knaB

    dnuorG

    0.1- 5.0- 0.0 5.0 0.16.8

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    )m( noitatS

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    510. 510. 510.

    .5 rabmaG 41 riA akuM liforP d isnemiD 2 narulaS i USU esaniarD

    .5 rabmaG 51 riA akuM liforP d isnemiD 3 narulaS i USU esaniarD

    .5 rabmaG 61 liforP gnapmnaneP riA akuM d lamroN narulaS i USU esaniarD

    Universitas Sumatera Utara

  • 301

    5.1- 0.1- 5.0- 0.0 5.0 0.1 5.18.9

    0.01

    2.01

    4.01

    6.01

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    0.11

    2.11

    21-guA-50 10 nalP :nalP esaniarD

    )m( noitatS

    )m(

    noitavelE

    dnegeL

    1 FP GE

    riA akuM

    riA iggniT

    narulaS rasaD

    atS knaB

    510. 510. 510.

    .5 rabmaG 17 liforP gnapmnaneP riA akuM d hapmileM narulaS i USU esaniarD

    4.5 sisilanA tuptuO margorP CEH - 0.4 SAR

    - 21.5 rabmaG USU esaniard gnapmanep nahuruleseK nakapureM

    nakrasadreb evitkepsrep isukeske lisah irad CEH - 0.4 SAR .isnemid 3 araces

    - 1.5 rabmaG 3 isidnoK adaP tubesret ria naiggnitek awhab tahilid tapad uata

    ria akum t aguj nad kiab hisam narulas gnapmanep aparebeb id narulas tapadre

    narulas adap tibed gnupmanem kutnu pukuc kadit gnay esaniard

    - .5 rabmaG 51.5 rabmaG nad 41 gnitsiske isidnok adaP 2 nakrasadreb ini

    isnemid 3 nad isnemid iagabes aynah uajnitid narulas anam id aparebeb narulas

    aj metsis iagabes nakub( ajas awhab tahilret ,)nagnir s satisapak aparebeb narula

    USU esaniard pukuc hisam ikiabrepid ulrep aparebeb nad .

    - .5 rabmaG 61 iagabes aynah uajnitid narulas anam id gnitsiske isidnok adaP

    tisapak awhab tahilret ,)nagniraj metsis iagabes nakub( ajas narulas utas sa

    hisam USU supmaK esaniard narulas gnay tibed ismusa nagned pukuc

    itawelem USU esaniard ( hunep satisapak tibed halada yticapac lluf knab .)

    - 1.5 rabmaG 7 utas iagabes uajnitid narulas anam id gnitsiske isidnok adaP

    pukuc kadit USU esaniard narulaS satisapak awhab tahilret ,nagniraj metsis

    )sapmilem( .

    Universitas Sumatera Utara

  • 501

    V BAB I

    NARAS NAD NALUPMISEK

    6 1. nalupmiseK

    nagnapal id gnusgnal natamagnep lisah nakrasadreB , nagnutihrep araces kiab

    margorp nupuam sinket libmagnem tapad nusuynep akam ,ada gnay atad adap

    nalupmisek aparebeb :utiay ,

    .1 halada USU supmaK id tapmet aparebeb id najuh ria aynhapmilem babeyneP

    nagnarukek tabika - najuh ria nakrilagnem kutnu narulas aparebeb naupmam

    k kusam gnay tibed irad licek hibel aynsatisapak anera .

    .2 USU supmaK esaniard narulas naisasilamroneP gnay ria nagnaneg padahret

    iggnit nad raseb nakapurem isulos utas halas arac anamiagab ikiabrepmem

    ab imalagnem kadit aggnihes hapmilem gnay narulas gnapmanep .rijn

    .3 nakisanibmokid tapad aguj sinket araces kidoirep rijnab tibed nagnutihreP

    naledomep nagned CEH - SAR malad nauca iagabes ria akum liforp naledomep

    s narula .USU supmaK id esaniard

    .4 USU supmaK id idajret gnay iggnit nad raseb gnay nagnaneg uata rijnaB aguj

    ayngnaruk atres nagnapal id taas idajret gnay nemides aynraseb ihuragnepid

    haread adap ria napaser - adap naarahilemep gnaruk tabika rijnab idajret haread

    .esaniard narulas

    .5 uata rijnab padahret naropal lanruj nad isnerefer aparebeb naijakgnep iraD

    naneg halas 1102 lirpA 1 laggnat adap idajret gnay iggnit nad raseb gnay nag

    utas babeynep gnay arubaB iagnuS id ria aynhapmilem halada aynaratnaid

    USU supmaK esaniard narulas ek iagnus ria aynkusam nakbabeynem

    isnerefer nakrasadreb B isagitiM nad isnetoP irad nususid nadeM atoK rijna

    Universitas Sumatera Utara

  • 601

    lanoisaN ranimeS malad gnitniG rumkaM helo - satisrevinU id ISSTTPMB 1

    nadeM ,aratU aretamuS - 1102 rebotkO 41 helo nususid gnay rihkA saguT nad

    TS nawainruK iggnA ludujreb .

    .6 CEH - SAR rila nakledomem kutnu isakilpa margorp nakapurem narulas na

    .aynnial akubret narulas gnapmanep nad ,iagnus ,esaniard itrepes akubret reviR

    metsyS sisylanA helo taubid ,)SAR( retneC gnireenignE cigolordyH )CEH(

    hawab id ajrek nautas nakapurem gnay sreenignE fo sproC ymrA SU .)ECASU(

    CEH - SAR edom nakapurem kat nupuam nenamrep narila isnemid utas l -

    eno ydaetsnu dna ydaets( nenamrep - .)ledom wolf lanoisnemid

    .2.5 naraS

    .1 gnay esaniard gnapmanep narulas aparebeb nakiabrep aynnakukalid ulreP

    haburep naktabikaid hapmilem labolg gnimraw gnay acauc nahaburep uata

    it iggnit hibel najuh haruc tibed naktabikagnem gnay utnenem kad

    .2 imalagnem kadit nad ada gnay esaniard narulas arahilemem nad agajneM

    arac nagned rijnab kadit uata ria nahapmilep irad esaniard narulas tawarem

    kutnu ada gnay hapmas atres nad kurekid kutnu nahibelreb gnay isatnemides

    .ayntapmet adap gnaubid

    .3 nataubmep itrepes USU supmaK hayaliw adap napaser aparebeb taubmeM

    iropoib ia nagnaneg licekrepmem aggnihes ayniagabes nial nad naakumrepid r

    uggnagret kadit nahal aggnihes

    .4 id laidar utnip aparebeb taubid ulreP teltuo narulas rilih adap katelret gnay

    efitanretla iagabes arubaB iagnuS nagned natakedreb gnay esaniard

    esaniard ek iagnus ria aynkusam naktabikaid gnay rijnab iradnihgnem supmaK

    .hapmilem iagnus akitek USU

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