Hello!

I have an interesting task -- I need to move the cell data from an unstructured 
mesh to 
corresponding cartesian mesh. Original domain is an alpha-degree 3D sector 
(alpha is a 
parameter, sector' angle, may be pi/3, pi/4, ...) with periodic side boundaries 
and 
unstructured discretization (hexahedral and wedge cells). The target domain is 
a cube that 
contains the whole cylinder (sum of N sectors: N*alpha = 2*pi). And my task is 
to generate 
cartezian mesh in the target domain (cube) and interpolate data from the 
original mesh to 
the cartezian.

I'm almost sure about answer, but I must ask: is there a combination of filters 
that can do 
the trick?

I think to write a python script that can do this, but I don't know how to:
a) create a cartezian mesh and
b) iterate throw mesh cells and their nodes.

----|-
Gena.
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