Mass Transfer Notes PDF

Summary

These notes provide a comprehensive overview of mass transfer, including examples and industrial applications. The material explores various aspects of mass transfer processes and their importance in industrial pharmacy and other fields.

Full Transcript

Dr Rao Irfan Associate Professor (IPS) PUMHS Industrial Pharmacy [Theory] Industrial Pharmacy  Industrial pharmacy is a discipline which includes manufacturing, development, Marketing and distribution of drug products including quality...

Dr Rao Irfan Associate Professor (IPS) PUMHS Industrial Pharmacy [Theory] Industrial Pharmacy  Industrial pharmacy is a discipline which includes manufacturing, development, Marketing and distribution of drug products including quality assurance of these activities.  The reasons for increasing the large scale manufacturing. Economic – As the scale of manufacturing batches increases so, proportionally, does the cost of production decreases Accuracy – The larger the quantities of materials involved so, proportionally, is the accuracy of measurement increased. Mass Transfer Mass transfer is the net movement of mass from one location to another.  Some common examples of mass transfer processes are the evaporation of water from a pond to the atmosphere  The purification of blood in the kidneys and liver  The distillation of alcohol Mass transfer in industrial process In industrial processes, mass transfer operations include  Separation of chemical components in distillation columns,  Absorbers such as scrubbers, adsorbers such as activated carbon beds  Liquid-liquid extraction. Mass Transfer  Mass Transfer involves the movement of material from one phase to another  Eg. in drying a wet solid, the liquid is converted to vapor and carried away  when a drug is extracted with a solvent, soluble material passes from the solid phase into solution and is taken away in the liquid phase Solid fluid Mass Transfer  Consider a crystal of a soluble material immersed in a solvent in which it is dissolving  The crystal in this scenario is going to be surrounded by a stationary boundary layer of the solute, with the bulk of the fluid able to move.  transport of the molecules of the dissolving solid will take place in two stages  First the molecules move through the boundary layer by molecular diffusion, with no mechanical mixing  Once material has passed through the boundary layer, mass transfer takes place by bulk movement of the solution, known as eddy diffusion,  the controlling factor in the rate of solution of the crystal will be the molecular diffusion through the boundary layer.  Equation for mass transfer by molecular diffusion Diffusion coefficient is a proportionality constant. The higher the value of diffusion coefficient, the faster they diffuse into each other. E.g. Carbon dioxide in air has a diffusion coefficient of 16 mm2/s, and in water its diffusion coefficient is 0.0016 mm2/s Fluid/Fluid Mass transfer  The transfer of mass between two immiscible fluids,  Which maybe two liquids or a liquid and a gas (or vapour).  In this case there will be boundary layers of both fluids on each side of the interface  The slope of the concentration gradients depends on the diffusion coefficients in the two materials. Mass transfer Influence on Unit Operations  Mass transfer theory can be applied to any operation  In which material changes phase, whether it is solid/liquid, solid/vapour (or gas), liquid/liquid, or liquid/vapour (or gas).  The effect can be seen in simple operations  such as the making of a solution of a solid in liquid, where the rate of solution can be increased by:  – Agitation, which reduces the thickness of the boundary layers and disperses any local concentrations of solution, so increasing the concentration gradient  – Elevated temperatures (which increases the solubility of most materials) which increase the diffusion coefficient and decrease the viscosity of the liquid, so reducing boundary layer thickness.  – Size reduction of the solid, which increases the area over which diffusion can occur.

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