Mathematical Modeling of Transport Processes | AIChE

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Mathematical Modeling of Transport Processes

Chair(s)

Loney, N. W., New Jersey Institute of Technology

This session targets mathematical modeling approaches to solving transport phenomena problems. Both numerical and especially analytical approaches are considered. All areas of transport phenomena are included and generic methods applicable to a range of transport problems are encouraged to apply for presentation.

Presentations

3:15 PM
(368a) Asymptotic Theory and Numerical Analysis for Unraveling the Stokes Flow Singularity At the Junction Between Solid and Porous Walls With Arbitrary Wedge Angle
3:30 PM
(368b) Onset of Buoyancy-Driven Convection in Cartesian and Cylindrical Geometries
3:45 PM
(368c) Modeling of Particle-Particle and Particle-Wall Contact Points in the 3D CFD Simulation of Transport in Fixed Beds of Spheres
4:00 PM
(368d) Multicomponent Fuel Spray Evaporation in High Pressure Hot Gas Flows
4:15 PM
(368e) Multicomponent Mass Transfer in the Compressible Flow of Semi-Continuous Mixtures Using Adaptive Characterization Method
4:30 PM
(368f) A Modified Dynamic Method for Measuring kLa
4:45 PM
(368g) Asymptotic Analysis of Double-Carrier, Space-Charge-Limited Transport in Organic Light-Emitting Diodes
5:00 PM
(368h) Modeling Reactive Heat and Mass Transfer in Biogas Production Unit
5:15 PM
(368i) Modeling of Hydrodynamic Interactions of Large Groups of Swimming Microorganisms in Viscoelastic Fluids
5:30 PM
(368j) Equivalents - A New Concept for the Prediction of Transport

Topics 

Heat Transfer
Fluid Mechanics

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Pricing

Individuals

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

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