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convection/diffusion problem
Posted Jan 19, 2012, 8:36 p.m. EST Chemical Reaction Engineering, Modeling Tools & Definitions, Parameters, Variables, & Functions Version 3.5a, Version 4.1 4 Replies
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Hi everybody,
I'm modelling convection/diffusion mass transport in a porous media. The diffusion coefficient of the model is very small (4e-12 m^2/s) and the velocity field is quite small as well (maximum 1e-5 m/s).
The boundary condition is a constant concentration at a side of the geometry.
After I solve the model for 15 min, the concentration at some parts of the model is greater than the source concentration which doesn't make sense. These areas have higher velocity magnitudes.
I would appreciate it a lot if anybody help me to solve this problem.
Can I use artificial diffusion to solve it? Does it affect the result of my model?
Many thanks in advance
I'm modelling convection/diffusion mass transport in a porous media. The diffusion coefficient of the model is very small (4e-12 m^2/s) and the velocity field is quite small as well (maximum 1e-5 m/s).
The boundary condition is a constant concentration at a side of the geometry.
After I solve the model for 15 min, the concentration at some parts of the model is greater than the source concentration which doesn't make sense. These areas have higher velocity magnitudes.
I would appreciate it a lot if anybody help me to solve this problem.
Can I use artificial diffusion to solve it? Does it affect the result of my model?
Many thanks in advance
4 Replies Last Post Feb 7, 2012, 8:53 p.m. EST