Table Of ContentSOLUTIONS MANUAL
| Bioprocess Engineering Principles
|
| Pauline M. Doran
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SOLUTIONS MANUAL
Bloprocess Engineering Principles
Pauline M, Doran
‘Univessity of New Sout Wales, Sydney, Australia
ISBN 07334 1547 4
© Pauline M, Dorin 1997
UF ane oy WER
aera
pm AN eT a
Chapter 2
Chapter 3
Chapter 4
Chapter 8
Chapter 6
Chapter
Chapter &
Chapter 9
Chapter 10
Chapter 11
- Chapter 12
Chapter 13
Table of Contents
Solutions
Insvidurion to Engineering Caleuations
resentation and anotyits of Data
Maverial Balances
nergy Balances
Cnsteads State Material ond Energy Balances
Plt Flow avd ining
Heat Transfer
Mass Transfer
Unit Operations
Fronigenens Reactions
Hreamogenrons Reactions
Reactor Engineering
NOTE,
Page
- Alt equations, ‘ables, figures, page nurs, ets, mentioned inthis manusi refer to the textbook,
Bioprocess Engineering Principle.
2
Introduction to Engineering Calculations
21 Unit eanversion
ia
From Wable AN iAppeadix AY: 16 - 03 kg it
las (Nom
Thee
ssetrban eset | siscirigela!
Aroser 15% MPU kyl ar!
»
Fron: Tble AB (Appeals A: bp (Bela) = 41.47 Bea wr}
‘Teeter
ae
0120p = 012209. [EEL
Ager 5.7 uae
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From Tale AS Eppes Ae J nattg = 2 316% 10Ss0m
To Tale 41 appends aj 18-0
Frou Tele AT Appendix A: Latin 9403107 Da,
Frou: Teble AB (Appa Ab 1 Bani = 2.391 «107 metic toneower
em Ino
11-1000 em3
‘ein
aerle
2 e
etomatigt aorta) oxen [000m |
i Tras PE ae |b ta | yon
[2291107 meactomepone! | 14) 9 56x 10-4 metic haeamerh
Po Blais yam "
Annser 9.56 « Ir metre bomepoer
@
rin Table 7 cappendin 4 L Bre 0.2620 heal
Poe Table 4.3 appendix FB ASLE
Thaveoee:
esau = secon |
‘1302 teal e™
Aner 392 ve91 get
22 Unit conversion
Gare?
Cooter in ate fb 5.
Troms Tabls 83 {Append ap: 1 = 04536 kg
2 Sohaione: Chapter?
roe Table A2 (Appeadie A): 19 «2832x1028
Fiom Table A9 (Appendix Ay LP 08g!
Im=iOem= ue ou
‘Therefore using BA. 21
oo 2
Anrser 24x10?
wed
Convert touts 9,45
Foon Table 8.1 fee A) Yin = 2.54% 107
Beoeed agen? st
Kon Tate A Append AY Ly C131
10%
Fe TT)
[te a
noon (S108
2.3 Dhneustontess groups and property data
From ‘he Chemtca! Engineers Hondbooi, te ilfsrity of oxygen in wer at 25°C625% 173 on? o. Acuming
Minis he ene wt 28°C, P= 25% (0 ca, Azo Soo: Oe Comic Engineer’ Handbook, ae deaity oF water
AL2°Cis py, ~ C9060 g Ox? nl te vscovty OF paler aL 20°C i fe ~O.87 oP. The density of oxy200 at 28°C
5 ta resur en be called wring ie del yaw, Aesoolm dea ke warme wy, rm (2.02
fon ae
‘Tempormure in tena gus oquaonis stent emmperaare: ductor, fiom Eq, 2.24
7 Q6s271NK = 0M
From able 2S,
2057 on arm" gm. Sebo paauneer vale nea the desi eqnaion kes.
ed rs
ae Bp me My sto etc
Br” Fecgiren!omax Tet) 01K]
From i woe wagsit Tate B.1 (Append 6), -alctie wee of api 24 Convaing cea
for, W mas ters
2203
fy = 405% 10° poole 21304107 gem
rom Table A (Appendix Ai: L3P= 10 t yon sl; ou, Table Ad tAspenty Ai: 1 03068 m = 3044 om,
"Pa psaroter valves and enntcson Feces, ogethes with Oh = 2 a= 0-2 ca ca ROW be wand to eal the
\lanenwrneesoupe i the equation fre Sherwcad aor
(0300 (1.39610 goo (oss -130x 10") goo
2 jan
farract PUSH)
on = BROAD
Sohuions: Chapter 2 5
929" fame Tesa ”
‘Desens:
Si = O6GrM se = 0.32 54 aa & 1h
ror te ana fr
eA? UI Sate yaar one
nsner, 10% 103 est
24 Mus and welyht
‘om he defn of denon p18, mar is aus velome mafia by deny. theehove:
Mua sf walet = (018) (22 hg 2} = 626 he,
From p 16, ight is dhe foros with which « body is atentod to he ccave ofthe cat by gravy. Aceuing
[Newtons lvrip 18), ie Sooo ie eqeal nthe tno of te body mistipid by fn grits aoelcadon.
w@
romp 18-at sea level and 45” inode, grvionel weeration g = 32.17
Teerotres
Weight = 624 Ig 821% A 9 20086 10 Ag fe?
Converting theae waits toh, dom Eq (2.56).
2174 ye 05 een:
gh = 2008 1 Tg
S17 a
Anroar $24 thy. When g~ 32.176 2.2% tha unber of th mas eaten heme af force
@
roe Tabs A. (Sppealin Ak I-m-+ N2AL A, Using th sms perce as
293210 yg 9
weit afin
Converting By.
thy
WIAD
Weight = 19984 10M ey
Answer typ
25 Dimensionless numbers
Fim evmhnte ho vane of the groupe (Se Mig ant 2 Gi,
4 Sotetina: Chapter 2
“sie, es gaps me denen, For i quo a eden amosesci CY, msn be
mone ue of Pet ee cael lop
Thus oth = oui of Gy @ = Gu tb! Fl ee) = Ba Fl a
The dizensions of can be deduce from its ones. Fem Table A? (Appendix). tc ia a ait of cnenzy th
mensions = UMT2. "Fi asia? empcratue which, tom Table 21, tus the dinensigal ymtol @. bis wusit
oftine with mension =; Risa ano lengh sith A mcasion = 1. Thera:
Dimensicosafh = L2MT200T? 1? = rte
anaver: Unity Bua “F? x1 9°: dimeosons -MT70
2.6 _ Dimensional homogeneity end gy
From Table AA (Agpentr Al senso of ©
Dimas of ET
Smenee of p= M7
Dimension of = L
Son p 1, dimeaseas of rational peed, N= T-"; Romp 15, tis emensions of
ceo:
Ps
imveosonsot 2!
on
(8s Npica Simeosioutss soniber, aio 3 eco neosiomally oooyeasevy sed therefore cannot be gazes
Pa, fr)
XE a Sha
‘quan (is dimensionaly omnpancous and thefts Wel e be coe
imeasonsoe
anover.
27 Molar uoits
om the woe werghs in Table Bt (Appendix), she mace Weiss of NEO ie 400.
@
Hom By. 2.19:
_a0w
Tpaotee WOH = ¢.50thao!
Acer: 1.80 fre
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Brome Table A (Anpembie 8): 14
SR g Thertoe
rao = now, EAI8| = ocr
Team Bg. 2.2%)
Anant 22 al
w
From p U6, 1 Sgmol= :010 pal, Theirs hue
