To go more into detail:
each of my 6 windings has 6 input terminals. Along the conduction path, each one of these windings subdivide itself in 8 different geometrical paths, resulting in 6x8 conduction paths. Then, all 6x8 conduction path (all these currents) merge together in a common busbar.
The 6 paths are the arms of a double star rectifier, with 8 paralleled components per arm. The common bus is the DC output of the rectifier.
The common bus has, geometrically, great influence on the current distribution among the 6x8 parallels, because its path is orthogonal to the 6x8 parallels. It greatly affect the current distribution of currents.
I need to estimate in which way the current decide to subdivide into these 6x8 =48 parallels, entering cyclically from each one of the 6 input arm terminals, then merging and going out trough the common path, the DC busbar.
It is important therefore that I find a way to merge the 6 arm currents in some way inside my geometry and not keeping the 6 windings separate, because I need to obtain for the final path, a DC current and not a pulse current (which is the arm current)
If there are some good ideas to replicate this geometry in maxwell I will be glad to discuss
Thank you for any suggestionsthat would come
best regards