Magnets.Superconductor.MutualInductor#

Implementation of two basic inductors together with a mutual inductance between them.

Information#

The model of mutual inductance here is taken in the simplest form in terms of circuit theory:

$V 1 = L_{1} \frac{d i_{1}}{d t} + M \frac{d i_{2}}{d t}$

$V 2 = L_{2} \frac{d i_{2}}{d t} + M \frac{d i_{1}}{d t}$

The upper inductor is taken as '1' and the lower inductor is taken as '2'.

Customization is fairly easy to include more than 2 inductors depending on modeling needs.

2021 by Alexander Petrov (credit due to the creators of the TwoPort and Transformer classes), initially implemented