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Solution Manual For Fluid Mechanics For Chemical Engineers With Microfluidics And Cfd, 2nd Edition

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    Table of Contents Page Chapter 1 ......oooiiiiiiiii el] Chapter 2 o.oo 4 Chapter 3 ........cooiiiiiiiiiiiii een. 10D Chapter 4 ........ccooviiiiiiiiiiii ee 189 Chapter 5 ......cooovviiiiiiiiiiiiee 0216 Chapter 6 .........coovviviiiiiiii 240 Chapter 7 .....ooooiviiiiiiii 2.303 Chapter 8 .......ocoviiiiiiiiiiieiiie eee BAT Chapter 9 .....ovivviiiiii 0.394 Chapter 10 .......oooeiriiiii 442 Chapter 11 ........ocooiiiiiiiiiiiiiiiiiie eee... 488 Chapter 12 .........oooiiiiiiiiiiiiiiii ieee... B28

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    Downloaded from StudyXY.com ® + StudyXY Sd Ye. o> \ | iF ’ pr E \ 3 S Stu dy Anything This ContentHas been Posted On StudyXY.com as supplementary learning material. StudyXY does not endrose any university, college or publisher. Allmaterials posted are under the liability of the contributors. wv 8) www.studyxy.com

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    Te Units Convettion | a EX @) ryt x 5280 4.30 i093 Qeie ft wmile* £¢* : acte mites® & 4-30 x04 x Tug = 3-26 xi? gal Fe 3 dal ee £3 «) A 36 xi1049 x i = /, 233 nw? Led m3 3-283 EE wo ol) = Vv : ’ = 1,233 x Looo = [1233x107 kg m3 & m3 = 1 233 tounes (¢) + StudyXY

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    i-2 Units Couvetsion Viscosity le f= [8 Céntipone = [ox 0-01 xto™! ka = ool MS am 5 ——— — I pPocre I = 0.0 x» 0-30x8 = 672x107 Bm 777 Fes © Be om am S ks fos (seh cower Lackon : | cp= 0:000672 bulls = 2-42 Lh [fe At) Density (ioc)? p = 0-8xlx ———— = Boo KI Seco nd AS keg en —_— ant 3 &: = O08 x 62-4 = “49.9 Ln £3 2 | v

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    1<3 Uncts Convetseon Gtovitahoua( Acceleration AS gl em 9m _ ag wm loo S* Cm s2 “Fressute 4 = 14.7 x 32-2 x (“44 x 3-281 2. 205 wr Mp sr per Mh ™ = lLoixp®™ 8 _ N = "Pq Aq SF m* Ee — = Suice | Bat = 10% Pq P = 1.0} Bal — a ——————————% 3 |

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    i 4 Meteotite Density 3 Mauss M= T2 P 6 p= 6M _ Gxioéxiooo D3 MT x Go 3 = 3 842 ka r ’ m3 s = 8842 _ g.g4 1, coo Specie Graves % Some Clomenh are Fe 7.8. Co 8-9 As los Nu 8-9 Pr 1.3 Aw 19.3 w 18.5" Mose filets Cauncli'elale it How, “Tle Aviation b€ins Hee +o The "ball pat” Gera tr SYte CQivele IK inetc Ehetsy LL Mur = 4 10% x (15000) * = 25x10’ = > P) — 7 “INT = Hasxio” xe = 2.25xw0 tourer Eguivattat 5 x 104 )

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    1-5 Foes nota Num bet Cross — SCCtronal @tee. l.os\* “1 pulsing A= TD UREN (=F). 88-0060] ft2 “+ “4 Volumetic Blow Hate 3 ; = 85. o.ovso ft 7-48 x bo s Mean vetoed Up = B® - ©0780 _ 3.48 " -- TT Ss A 0. .co6o! “Kesnolas Number —Re = pun 62.3 x 12.8 > [05/12 Vs i.2 x 0-000672 Be Fe fe <P [a units $2 3 cP tb [fs anee lL = 81, 7~0 (Aimensiontect) 5 |

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    [A “Pressure wr Bubble Atmocpuese Pa . x Pe (Lim) Ba : Hom Notts, “The nlcare b' Presale Ga Ww Fo tuwertay acwis a. Couvex Sutfface i Ps - ba = 20 a Tio Swpgeces pe — be = Xo are involueo, a CH, = addition, ~ Ho pg — pa = ZT = Bc a ol 86 Pe = pa + =2 ol 6 | y

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    1-7 Ce setvoct Watet = Hooding Ny Pu — “bo | |Z i Re pieseutectut : pore Z / oliametet of, . Zr BERR Rrra Ao Ps + Po SH + o = Put pus H lnerase uw Prestuse Lom oll wi waret CHa Mauirea wakt wl ler precswe “om = Po — (Pw Pe) rH + 3C * Lo oe < To thue 7 | y

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    [«8—1 TZatometes Reading ® °o House Zs = qgso ft $, = i . v=? @ oWestet z - Toofe p= O-A66 bar Station > H = J At the weather Stabion - “The Qimosphetic -prescue Pp, Cs balameen bq a column of H, MmedCut Zn Ho: do § Rughe H 4, b= pm8H << ~dHeuce Co Deus: H, = +, _ 0:966x10% x 3-281 x12 & Pm frm a 13-57 x 1066 x Q- 81 les wm ow? SP ou m2 Sr ks Mn = 28:57 w met Cuiy . 2 —_ (Note : ERT m/st 3.280 PE = lm — [ s i kg m Pw = loco 2. | bar = to” pascal = 107 i) 4? °

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    1-8-2 Cotiechon Lor elevativg increase. Suice Zz —Z, & "Sas fot Qit, LR Can take fa GS Eléutial Constant Behset. (OD aa R), Now pHiswe at weatler station 144 y See . 0966 bat x 47 pa Froenc) = [H#-06 Pig l.ot bat 3 CHenee “the applopliale mean plirure _Behoee,, @ ana @ Lot purposes 4 estimate aed, Can be taken aq 14.06 of (0s Howe hes, LFW a tiglin Chasse wm Vie Qnawer) Slightly Hess — “as 14.0 pSca Pa = Map _ 288 =(40 — 0.077% Lr RT 1072x (460+ 25) fe 4 Auetae Ror Sauer Change wT Precuie . Pb, — Pb, = —pFa a(z.- =) Olnse wi Batoucier Reeding Hz ~Hy = Pz = Pr = —fy (2,3, Pua Pm 0-077 Qs50 - 700 [ Hy wy = — 0077 (80-700) 12 _ 0, 13.87Tx 62-4 Chu Hy = H,— 0:27 = 2887-027 = 283 wu Hg “Pressure N = Pm 8 Ha = 13.57% 62-4 x 32-2 % 28-3 S22 se l44 x 12 Aum BIT Be fl ya a he — oo ——— He3 rec? L,, Fe wm? P™ q |

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    1-q TTwe-baget Buoganey ——— re Flee Surface A. [0a S.8. 5, ’ ’ IN atbittar — Mecgup Toe 5-6. oq fanz contd alco & R Case section vo be 2.8 Quoc £) EL _ Aw = 1 - TTT or TTT Deus wall = Py, w by ~ T° > f Metuoe 4. (wegut da places Wess Ls (epusiion bugsaut fotee) oo lca Zor pA9 (t+ 2s) = 0-9 pA 33 Sy = ©-85 Mefuon, 2 Cote balance on So lmact v PsA + 0apA 3s - PwA =O bees pe = 2503 + 2769 - (po + p3)=0 Sa = O.85

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    lelo—1{ TB ipberential Manometes . Oi (baz ) = Pz 4&e - pl [4 «| Pil S| Lg Before Now aac. Ate B, Quy Let <= oteline Pas) Ss —| a, / Prf| | Rta An+ 8 4 oly A o pt volume Comservatin, Aft p(n 85h R38) = fa (era) Subtiact (1) Tom (2) o> & Va Pi §( +) = P22 = fa Ta (2) “+ Equation (3) Se 8 aa a fumotin, % i, Gano alto Guages fy + Be funn by obretvasy The Valbug Br ori Tv WH

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    110 —-2 So lictiou bt § gives § =F: 4v ( a? ) Pr ma al+a (z

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    [| Ascended; Ble Hil =~ oT ER i Sutce “The ga (mates tno 0 Volumes owe “eo The Bubble Volume amet Pb fan at Vy He PVo= NET TThesfore, fuice TL ch Comifawr, Pp wWTac Sig Auwbble dots not chasse. (Hee p= t+ PAH =P Nr Fete Agr Tees $b, = “bo + fs 13 : |

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    [+12 Ship Passucg TThtough Locks Uphill “The Ship wut inerare bi elevation & Que Amount A. ar & Paices Brom locic 1 40 Locie 2 Consider —the watet te Lou 1 bore nat agile; Before Aftet+ . 1 2 | Pa i = = 1) T Mau % water we Locke Mace 4 watet w' Lock Som Ateuimedes Law, “The Ship isplace: G mesg M x wate OHluae wes 4 wakes Yo be Suppiieq to Cocke 1 is PACH+R) —(pAH—M) = LAL +M Down hii A Simla msl r (give ~The water loss Brom a locke as ’ Ay — — H—£ = PAR- pAH -M pAn-%) f M Wass ot Statt Mass at ena (ote Tat Laval degen % wake} wd Locte 14 H—2R) Tote. wast Supply Gy Upniu onl : PAL + M (deptaas on M) 4) Up Oud down: PAL +M + pAL-M = ZpA4 (ridegendent A My) 14 | ; ,

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