Mathematical Modeling of Transport Processes | AIChE

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Mathematical Modeling of Transport Processes

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This session focuses on mathematical methods, both analytical and numerical, applied to the simulation and prediction of transport processes. The focus is more on the methods used to obtain solutions to problems in transport phenomena rather than on the phenomena themselves.

Presentations

3:15 PM
(140a) Off-Lattice Monte Carlo Simulation for Heat Transfer through Carbon Nanotube Composites
3:29 PM
(140b) Early Time Analysis of Transport Processes
3:43 PM
(140c) Mathematical Modeling of Percutaneous Absorption of Volatile Organic Liquids
3:57 PM
(140d) Analytical Modeling of the Forced Gravity Drainage Gagd Process
4:11 PM
(140e) Mathematical Modeling of New Phase Growth Due to Solute Diffusion
4:25 PM
(140f) Modeling of Non-Newtonian Reactive Systems in Tubular Reactor
4:39 PM
(140g) Analytical and Experimental Studies of Mass Transfer and Separation of Species in a Wavy-Walled Tube by Imposed Fluid Oscillation
4:53 PM
(140h) Simulations of Miscible Viscous Fingering Phenomena Using Adaptive Discontinuous Galerkin Methods
5:07 PM
(140i) Modelling Wave Enhanced Mass Transfer in Falling Films Using Effective Diffusion Coefficients
5:21 PM
(140j) Prediction of Tobacco Temperature and Oxygen Profiles in Warehouse Aging Process
5:35 PM
(140k) An Analogy between Chemical Reaction and Heat Transfer

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AIChE Pro Members $150.00
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AIChE Undergraduate Student Members Free
AIChE Explorer Members $225.00
Non-Members $225.00

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