BKF 2432: MASS TRANSFER FKKSA, UMP Principles of Mass Transfer (CHAPTER 7) Mass Transfer Coefficient for Various Geome
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BKF 2432: MASS TRANSFER
FKKSA, UMP
Principles of Mass Transfer (CHAPTER 7) Mass Transfer Coefficient for Various Geometries
2008/2009 II
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BKF 2432: MASS TRANSFER
FKKSA, UMP
Topic Outcomes
It is expected that student will be able to:
Apply the convective mass transfer coefficient of molecular diffusion in various geometries. Solve mathematical solution of molecular diffusion in various geometries.
2008/2009 II
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BKF 2432: MASS TRANSFER
FKKSA, UMP
Content
Prediction of mass transfer coefficient
Dimensionless number Mass Transfer for Flow Inside Pipes Mass Transfer for Flow Parallel to Flat Plates Mass Transfer for Flow Past Single Spheres Mass Transfer to Packed Bed Flow Perpendicular to Single Cylinder
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BKF 2432: MASS TRANSFER
FKKSA, UMP
Dimensionless number
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BKF 2432: MASS TRANSFER
FKKSA, UMP
Dimensionless Number
Reynolds Number
N Re
L
Equation 7.3.1
L= Dp for sphere; Diameter, D for pipe; Length, L for flat plate
Schmidt Number
N Sc
Sherwood Number
DAB
Equation 7.3.2
k'c L (kc y BM )L k'x L N sh DAB DAB c DAB
Equation 7.3.3
- Use for correction of mass transfer coefficient obtained from experimental data 2008/2009 II
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BKF 2432: MASS TRANSFER
FKKSA, UMP
Dimensionless Number
Stanton Number
k'c k'G P k'y N St v GM GM
Equation 7.3.4
GM= vρ/MAv=vc
JD factor
JD
2 2 1 k'c k'G P 3 3 3 N N N / N .N Sc Sc Sh Re Sc v GM
Equation 7.3.5
- Use for correction of mass transfer coefficient obtained from experimental data
2008/2009 II
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BKF 2432: MASS TRANSFER
FKKSA, UMP
Mass Transfer for Flow Inside Pipes
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BKF 2432: MASS TRANSFER
FKKSA, UMP
Mass Transfer for Flow Inside Pipes
1. Laminar Flow
N Re < 2100 For liquid and gases flowing inside pipe Use Figure 7.3-2 Use rodlike flow
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BKF 2432: MASS TRANSFER
FKKSA, UMP
Laminar Flow
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BKF 2432: MASS TRANSFER
FKKSA, UMP
Mass Transfer for Flow Inside Pipes 2.
Turbulent Flow
N Re > 2100 0.6