Table 6.5 Alternative Mass-Transfer Coefficient Groupings Height of a Transfer Unit, HTU Number of a Transfer Unit, NTU EM Diffusion or Dilute UM Diffusion EM Diffusion or Dilute Driving Force Symbol UM Diffusion UM Diffusion Symbol UM Diffusion (1- у)мdy (1- y)(y-y) dy 1. (y -y) Ноа Kas Ka(1-y)MS NoG (P - P)LMdp P-p(p-p) dp 2. (p-p) Ноа Nog KgaPS Kha(1 - yhPS P- p dY dY 3. (Y- Y") Ноа NoG Kyas Kyas (Y - Y") (Y -Y") (1- y)Lmdy Ji-0 - ) dy 4. (y - ) На Ng kyas Ka(1 - y)LMS (P- PLMdp JP- P)P- P) dp 5. (p- P) На kyaPS Ka(P - PLMS Ng - P) (1- x)1mdx 1- x)(x* - x) L. dx 6. (x -x) HOL NoL Kas ка(1 — х)лмS de 7. (e - e) P/M-cmdx J (PL/ML - e)(e - c) НoL NOL Kra(P/M)S K'ja(P/ML - c)IMs L' L' dX 8. (X - х) XP HOL NoL Кхas Kxas (X" - X) X -X) (1- х)лмdx (1-x)(x - x) L. L. dx 9. (x - x) н N. kas k a(1 - x)1MS (4 — х) (PL/ML. - c), mde I (Pr/ Mr. - c)(a - c) L. de 10. (a - c) НL NE kra(pL/ML)S kta(Pr./ML - -c)LMS (a- *The substitution K, =Kya r its equivalentcan be made.
Table 6.5 Alternative Mass-Transfer Coefficient Groupings Height of a Transfer Unit, HTU Number of a Transfer Unit, NTU EM Diffusion or Dilute UM Diffusion EM Diffusion or Dilute Driving Force Symbol UM Diffusion UM Diffusion Symbol UM Diffusion (1- у)мdy (1- y)(y-y) dy 1. (y -y) Ноа Kas Ka(1-y)MS NoG (P - P)LMdp P-p(p-p) dp 2. (p-p) Ноа Nog KgaPS Kha(1 - yhPS P- p dY dY 3. (Y- Y") Ноа NoG Kyas Kyas (Y - Y") (Y -Y") (1- y)Lmdy Ji-0 - ) dy 4. (y - ) На Ng kyas Ka(1 - y)LMS (P- PLMdp JP- P)P- P) dp 5. (p- P) На kyaPS Ka(P - PLMS Ng - P) (1- x)1mdx 1- x)(x* - x) L. dx 6. (x -x) HOL NoL Kas ка(1 — х)лмS de 7. (e - e) P/M-cmdx J (PL/ML - e)(e - c) НoL NOL Kra(P/M)S K'ja(P/ML - c)IMs L' L' dX 8. (X - х) XP HOL NoL Кхas Kxas (X" - X) X -X) (1- х)лмdx (1-x)(x - x) L. L. dx 9. (x - x) н N. kas k a(1 - x)1MS (4 — х) (PL/ML. - c), mde I (Pr/ Mr. - c)(a - c) L. de 10. (a - c) НL NE kra(pL/ML)S kta(Pr./ML - -c)LMS (a- *The substitution K, =Kya r its equivalentcan be made.
Introduction to Chemical Engineering Thermodynamics
8th Edition
ISBN:9781259696527
Author:J.M. Smith Termodinamica en ingenieria quimica, Hendrick C Van Ness, Michael Abbott, Mark Swihart
Publisher:J.M. Smith Termodinamica en ingenieria quimica, Hendrick C Van Ness, Michael Abbott, Mark Swihart
Chapter1: Introduction
Section: Chapter Questions
Problem 1.1P
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Question
Air containing 1.6 vol% SO2 is scrubbed at 1 atm with pure water in a packed column of 1.5-m2 cross-sectional area and 3.5m height, packed with No. 2 plastic Super Intalox saddles. Total gas flow rate is 0.062 kmol/s, liquid flow rate is 2.2 kmol/s, and outlet gas SO2 concentration is y = 0.004. At the column temperature, the equilibrium relationship is y* = 40x. (a) What is L/Lmin? (b) Calculate NOG and compare your answer to that for the number of theoretical stages required. (c) Determine HOG and the HETP from the operating data. (d) Calculate KGα from the data, based on a partialpressure driving force as in Item 2 of Table .

Transcribed Image Text:Table 6.5 Alternative Mass-Transfer Coefficient Groupings
Height of a Transfer Unit, HTU
Number of a Transfer Unit, NTU
EM Diffusion
or Dilute
UM Diffusion
EM Diffusion
or Dilute
Driving Force
Symbol
UM Diffusion
UM Diffusion
Symbol
UM Diffusion
(1- у)мdy
(1- y)(y-y)
dy
1. (y -y)
Ноа
Kas
Ka(1-y)MS
NoG
(P - P)LMdp
P-p(p-p)
dp
2. (p-p)
Ноа
Nog
KgaPS
Kha(1 - yhPS
P- p
dY
dY
3. (Y- Y")
Ноа
NoG
Kyas
Kyas
(Y - Y")
(Y -Y")
(1- y)Lmdy
Ji-0 - )
dy
4. (y - )
На
Ng
kyas
Ka(1 - y)LMS
(P- PLMdp
JP- P)P- P)
dp
5. (p- P)
На
kyaPS
Ka(P - PLMS
Ng
- P)
(1- x)1mdx
1- x)(x* - x)
L.
dx
6. (x -x)
HOL
NoL
Kas
ка(1 — х)лмS
de
7. (e - e)
P/M-cmdx
J (PL/ML - e)(e - c)
НoL
NOL
Kra(P/M)S
K'ja(P/ML - c)IMs
L'
L'
dX
8. (X - х)
XP
HOL
NoL
Кхas
Kxas
(X" - X)
X -X)
(1- х)лмdx
(1-x)(x - x)
L.
L.
dx
9. (x - x)
н
N.
kas
k a(1 - x)1MS
(4 — х)
(PL/ML. - c), mde
I (Pr/ Mr. - c)(a - c)
L.
de
10. (a - c)
НL
NE
kra(pL/ML)S
kta(Pr./ML -
-c)LMS
(a-
*The substitution K,
=Kya
r its equivalentcan be made.
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