Multidimensional reactive elements on curvilinear coordinate systems and their MDWDF discretization

Multidimensional Kirchoff circuits have so far been represented in constant coordinate systems. An approach is presented that permits each element of the network to be transformed to a varying coordinate system conserving the properties of the element. The structure of the network itself is not changed. The transformation of the network leads to the introduction of new voltages and currents that inherently carry the information of the transformed space. The discretization of the network is only possible if the reactive elements involved are defined with a constant direction. The transformation achieves this aim, permitting the network to be discretized.<
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