Windtunnel/Boundary Conditions

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Boundary condition for the walls

WT- Boundary Condition Skizze.jpg
Boundary condition for the wall
vx1 vx2
no-shear zero-gradient reflective
no-slip reflective reflective
no-wall zero-gradient zero-gradient
one-way wall zero-gradient zero-gradient & no-inflow

Boundary condition for the object

Open Questions

Reflective cells

Setting the vector \(\vec v_g\) in a ghost cell as \(\vec v_g=-\vec v\), with \(\vec v\) being the value in the adjacent real cell, yields \(\vec 0\) as interpolation right at the boundary. This works for plane walls. What to do in cases where a ghost cell has more than one real cell as nearest neighbor? This calls for discussion!