KULIAH 1 PENGANTAR

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    Materi Kuliah : Hukum Dasar Transfer Momentum

    Analisis mikroskopis peristiwa sederhana berbasis konsepfundamental transfer momentum

    Persamaan umum transfer momentum Aliran turbulen

    Koefisien gesekan Hukum dasar transfer panas Analisis mikroskopis peristiwa sederhana berbasis konsep

    transfer panas Persamaan umum transfer energi Transfer energi dengan sejumlah variabel bebas Koefisien perpindahan panas Hukum dasar transfer massa Analisis mikroskopis peristiwa transfer massa sederhana Koefisien transfer massa.

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    REFERENSIREFERENSI

    1. Transport Phenomena (edisi II) Byron Bird, Steward, and

    Lightfood

    2. C.J. !"#$%PLIS & 'T"#SP%T P%C!SS!S "# *#IT

    %P!"TI%#S+, !ISI , P!#TIC! -"LL I#T!#"TI%#"L,

    1/

    . #. de #!0!S & 'L*I !C-"#ICS % C-!IC"L

    !#I#!!S+, !ISI 2, 3"4 -ILL I#T!#"TI%#"L,11

    5. .S. B%$!6 7 -.C. -!S-!6& 'T"#SP%T P-!#%!#",

    " *#II! "PP%"C-+, I#T!#"TI%#"L !ITI%#, 3"4-ILL, 18

    /. J.. 4!LT6, C.!. 4IC$S 7 .!. 4ILS%#& '*#"!#T"L %

    %!#T*, -!"T, "# "SS T"#S!+, !ISI 5, J%-#

    4IL!6 7 S%#S, 2991

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    Kontrak Perkuliahan :

    Dalamperkuliahanini akandilakukantatapmukakuranglebihtigabelas kali . Sistem pe

    nilaian dalambentukhurufyaitu A, B, C, DdanE.

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    Bobot Nilai

    Tugas 1!

    "ui# $%!

    &jian tengah semester '%!

    &jian akhir semester '!

    &jian tengah dan akhir semester harus ada nilain(a)

    *A+,-jujur)

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    RANSPOR PHENOMENA ?

    RANSPOR PHENOMENA ?

    TRANSPORT PHENOMENA = FENOMENAPERPINDAHAN = PERISTIWA PERPINDAHAN

    TRANSPORT PHENOMENA MELIBATKAN 3(TIGA) PROSES PERPINDAHAN :PERPINDAHAN MASSA

    PERPINDAHAN PANASPERPINDAHAN MOMENTUM

    PROSES PERPINDAHANNYA SERING TERJADISECARA SIMULTAN DENGAN ANALOGI SAMA

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    MEKANISME TRANSFER PANASMEKANISME TRANSFER PANAS

    MOLEKULERMOLEKULER

    HEAT FLOW

    HEAT TRANSFER

    FIRE

    Resistance

    forceDrivingRate =

    BENTUKANALOGI

    HK FOURIER

    dzTcd

    Aq pz =Flu!"#$#!

    J%!&'2

    Du!*+#!"#$#!,'2%!

    K-$!&"#$#!J%'3

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    MEKANISME TRANSFER MASSAMEKANISME TRANSFER MASSA

    MOLEKULERMOLEKULER

    N2 O2

    MASS TRANSFERHUKUM FICK

    dzdcDJ A

    ABAz=

    7

    Resistance

    forceDrivingRate =

    BENTUKANALOGI

    Flu!'#!!# A'-l%!&'2

    Du!*+#!'-l.ul A /l'

    B, '2%!

    K-$!&'#!!# A'-l%'3

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    MEKANISME TRANSFER MOMENTUMMEKANISME TRANSFER MOMENTUM

    MOLEKULERMOLEKULER

    MOMENTUM TRANSFER

    LAMINAR FLOW

    HK NEWTON 0ISKOSITAS

    Resistance

    forceDrivingRate =

    BENTUKANALOGI

    ( )dz

    vd xzx

    =

    Flu! '-' #1# #4#+ -'"-$.$.5."#+#$ 6(7&'%!)%!&'2

    Du!*+#!'-'.$+u',

    %'2%!

    A1#".1"$/##$

    '-'.$+u'

    6

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    MOMENTUM TRANSFER 8MOMENTUM TRANSFER 8

    MOMENTUM TRANSFER =MOMENTUM TRANSFER = FLUID MECHANICSFLUID MECHANICS

    MOMENTUM TRANSFER :MOMENTUM TRANSFER :

    THE STUDY OF FORCE AND MOTION OFTHE STUDY OF FORCE AND MOTION OF

    FLUIDSFLUIDS

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    PENTINGNYAPENTINGNYAMEKANIKA FLUIDAMEKANIKA FLUIDA88 (9)(9)

    PROCESS INDUSTRIES:PROCESS INDUSTRIES: BEBERAPA MATERIALADALAH DALAM BENTUK FLUIDA DAN HARUSDISIMPAN, DIHANDLING, DIPOMPA&&

    HYDRAULICS:HYDRAULICS: PIPE FLOW, PUMPS, TURBINES

    PARTICLE DYNAMICS :PARTICLE DYNAMICS : FLOW AROUND PARTICLE,INTERACTION OF PARTICLES AND FLUIDS(SETTLING, SLURRIES, PNEUMATIC TRANSPORT,FLUIDIED BED, AIR POLLUTANT PARTICLE)

    MULTIPHASE FLOW:MULTIPHASE FLOW: COMBUSTION, SPRAYS, FLOWIN REACTOR, DISTILATION COULOMN

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    PENTINGNYA MEKANIKA FLUIDA8PENTINGNYA MEKANIKA FLUIDA8(2)(2)

    METEREOLOGY:METEREOLOGY:FLOW OF THE ATMOSPHERE

    HYDROLOGY:HYDROLOGY:FLOW WATER IN THE GROUND

    0ISCOUS FLOWS :0ISCOUS FLOWS :LUBRICATION, INJECTIONMOLDING, EKSTRUKSI POLIMER, DLL

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    IDE DASARIDE DASAR /#l#'/#l#'MEKANIKA FLUIDAMEKANIKA FLUIDA (9)(9)

    ; PRINCIPLES:; PRINCIPLES:

    CONSER0ATION OF MASS

    CONSER0ATION OF ENERGY= FIRST LAW OF THERMO

    SECOND NEWTON

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    E>AMPLE OF COMPLE> FLOWS INE>AMPLE OF COMPLE> FLOWS INSTIRRED TANK ANALYED BY CFDSTIRRED TANK ANALYED BY CFD

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    Flu/ *.l-5+? *.5+-1

    '.5e

    '.'&e

    '.e

    %.*e

    %.++e

    %.,+e

    %.'5e

    %.,e

    .!5e-%

    +.'*e-%

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    S-l/ 5-$5.$+1#+-$ 5-$+-u1

    %8%0

    %8%14

    %8%'

    %8%'

    %8%1

    %8%3

    %8%3'

    %8%0

    %8%3 %8%$

    %8%$

    %8%3.%8%.1

    %81.1

    %8$%

    %8$%

    %8$$

    %81.

    %8$.%8$

    %813

    %8%.

    C

    av

    = 5% C

    av

    = 20%

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    L-5#l 7#! -l/ u" #+ !.*.1#l "-!+-$ 1-'4#l.

    0

    0

    1

    0

    450

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    E>AMPLE OF COMPLE> FLOWS INE>AMPLE OF COMPLE> FLOWS INCOMBUSTION ANALYED BY CFDCOMBUSTION ANALYED BY CFD

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    0.+-1 K.5."#+#$ /#l#' Ru#$7 B##1

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    D!+14u! Suu /#l#' Ru#$7 B##1

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    D!+14u! Suu /#l#' Ru#$7 B##1

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    D!+14u! CO2 /#l#' Ru#$7 B##1

    9a:

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    D!+14u! O2/#l#' Ru#$7 B##1