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ERT 313/4 BIOSEPARATION ENGINEERING MASS TRANSFER & ITS APPLICATIONS Prepared by: Pn. Hairul Nazirah Abdul Halim.

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Presentation on theme: "ERT 313/4 BIOSEPARATION ENGINEERING MASS TRANSFER & ITS APPLICATIONS Prepared by: Pn. Hairul Nazirah Abdul Halim."— Presentation transcript:

1 ERT 313/4 BIOSEPARATION ENGINEERING MASS TRANSFER & ITS APPLICATIONS Prepared by: Pn. Hairul Nazirah Abdul Halim

2 Mass Transfer and Its Applications Mass transfer – transfer of material from one homogeneous phase to another. Based on differences in vapor pressure, solubility, diffusivity. Driving force for transfer is a concentration difference. Mass transfer operations – gas absorption, distillation, extraction, leaching, adsorption, crystallization, membrane separations, etc..

3 Gas Absorption A solute gas is absorbed from an inert gas into a liquid. Example: Removal of ammonia from a mixture of ammonia-air by means of liquid water. Ammonia is transferred from gas to liquid phase.

4 Distillation Separation of a liquid mixture of miscible and volatile substances into individual components or group of components by vaporization. Example: 1. Separation of ethanol and water into its components. 2. Crude petroleum into gasoline, kerosene, fuel oil.

5 Liquid Extraction A mixture of two components is treated by solvent that preferentially dissolves one or more of the components in the mixture. Example; 1. recovery of penicillin from fermentation broth solvent: butyl acetate 2. recovery of acetic acid (b.p c) from dilute aqueous (b.p c) solutions solvent: ethyl-acetate

6 Adsorption A solute is removed from either a liquid or a gas through contact with solid adsorbent. Adsorbent has surface of which has a special affinity for the solute. Example: Removal of dyes using activated carbon as adsorbent.

7 Membrane separations Gas or liquid separations Such as Reverse osmosis, ultrafiltration, nanofiltration. One component of liquid or gaseous mixture passes through a selective membrane more readily than the other components. Driving force – concentration or partial pressure.

8 ERT 313/4 BIOSEPARATION ENGINEERING MASS TRANSFER THEORIES Prepared by: Pn. Hairul Nazirah Abdul Halim

9 Principles of Diffusion Diffusion – is the movement, under the influence of a physical stimulus, of an individual component through a mixture. Common cause of diffusion: concentration gradient Example: Removal of ammonia by gas absorption.

10 Fick’s Law of Diffusion: J A = molar flux of comp. A (kg mol/m 2.h) D v = volumetric diffusivity (m 2 /h) c A = concentration (kg mol/m 3 ) b = distance in direction of diffusion (m)

11 Turbulent flow is desired in most mass-transfer operations: 1. to increase the rate of transfer per unit area 2. to help disperse one fluid in another 3. to create more interfacial area Mass transfer to a fluid interface is often unsteady- state type. Mass Transfer Theories

12 Mass transfer coefficient, k Is defined as rate of mass transfer per unit area per unit conc. difference. k c is molar flux divided by conc. difference k c has a unit of velocity in cm/s, m/s Concentration, c in moles/volume

13 Mass Transfer Theories Mass transfer coefficient, k k y in mol/area.time (mol/m 2.s) y or x are mole fractions in the vapor or liquid phase.

14 Gas phase coefficient, k g

15 Film Theory Basic concept – the resistance to diffusion can be considered equivalent to that in stagnant film of a certain thickness Often used as a basis for complex problems of multicomponent diffusion or diffusion plus chemical reaction.

16 Consider mass transfer from a turbulent gas stream to the wall of a pipe; Laminar layer near the wall Mass transfer is mainly by molecular diffusion The conc. gradient almost linear As the distance from the wall increases, turbulent become stronger. The resistance to mass transfer is mainly in laminar boundary layer.

17 Effect of one-way Diffusion When only component A is diffusing through a stagnant film, the rate of mass transfer is greater than if component B is diffusing in the opposite direction. The rate of one-way mass transfer can be expressed:

18 Boundary Layer Theory Mass transfer often take place in a thin boundary layer near a surface where the fluid is in laminar flow. The coefficient, k c depends on 2/3 power of diffusivity and decreases with increasing distance along the surface in the direction of flow Boundary layer theory can be used to estimate k c for some situations, but exact prediction of k c cannot be made when the boundary layer become turbulent.

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20 Penetration Theory Makes use of the expression for the transient rate of diffusion into a relatively thick mass of fluid with a constant concentration at the surface.

21 Mass Transfer Between Phases Two-Film Theory The rate of diffusion in both phases affect the overall rate of mass transfer. Assumption in Two-Film Theory: a) equilibrium is assumed at the interface b) the resistance to mass transfer in the two phases are added to get an overall resistance. Use in most mass transfer operations such as gas absorption, distillation, adsorption and extraction.

22 Mass Transfer Between Phases Nomenclature: k y = mass-transfer coefficient in gas phase k x = mass-transfer coefficient in liquid phase K y = Overall mass-transfer coefficient in gas phase K x = Overall mass-transfer coefficient in liquid phase a = interfacial area per unit volume

23 The rate of transfer to the interface = the rate of transfer from the interface

24 The rate also equal to: where; K y = overall mass transfer coefficient in gas phase y A * = composition of the gas that equilibrium with the bulk liquid of composition x A.

25 1/ K y = overall resistance to mass transfer m/k x = the resistance in liquid film 1/k y = the resistance in gas film m = slope of the equilibrium curve


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