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Heat flux and k-e wall boundary conditions

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Old   June 5, 2009, 06:47
Default Heat flux and k-e wall boundary conditions
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I have questions regarding boundary conditions (BCs) when the k-e model is used.

1. No-slip wall BC: What are the boundary conditions for the k-e equations here? I read somewhere k is zero at walls. But if either one is zero, then singularity occurs due to the \frac{\epsilon}{k} and \frac{k^2}{\epsilon} terms. But obviously the solver doesn't blow up or anything. So what is happening here?

2. Heat flux BC: When I specify a fixed heat flux at a wall boundary, the laminar flux equation is q=-k \textunderscore thermal\frac{dT}{dx}. k_thermal is the conductivity. But since the k-e equation uses a turbulent thermal conductivity in the energy equation, what is k_thermal in this case? For analysis, I need to know \frac{dT}{dx}=-\frac{q}{k \textunderscore thermal} at the boundary which is the reason I need the k_thermal.

Thanks a lot in advance for your input and thoughts.
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boundary condition, heat flux, k-e, turbulence


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