Hello,
I am interested in calculating the temperature distribution in a bundle
of cabling that has this type of configuration:
Copper conductors regularly spaced in a grid such that the conductor to
conductor distance is always the same fit into a rectangular boundary.
Each conductor has an insulation sheath with a thickness such that each
sheath is touching at 0, 90, 180, and 360 degrees. Each copper
conductor has the same resistance and current running through it. This
appears to be a 2D problem. The rest of the volume would be filled by
air
Is there an analytical approach to find the temperature distribution
everywhere (clearly it can be setup as a 2D problem FEM problem).
Cheers,
Bert
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