The Quasistatic Ideal Core (or Ideal Core) component models an ideal transformer with three windings. Magnetizing current is not modeled.

$i_1\=i_{p_1}$

$i_2\=i_{p_2}$

$i_3\=i_{p_3}$

$i_{p_1}\+i_{n_1}\=i_{p_2}\+i_{n_2}\=i_{p_3}\+i_{n_3}\=0$

$i_m\=i_1\+\frac{i_2}{n_{12}}\+\frac{i_3}{n_{13}}\=0$

$v_1\=v_{p_1}-v_{n_1}\=n_{12}{v}_2\=n_{13}{v}_3$

$v_2\=v_{p_2}-v_{n_2}$

$v_3\=v_{p_3}-v_{n_3}$

${\mathrm{\gamma }}_{p_1}\={\mathrm{\gamma }}_{p_2}\={\mathrm{\gamma }}_{p_3}\={\mathrm{\gamma }}_{n_1}\={\mathrm{\gamma }}_{n_2}\={\mathrm{\gamma }}_{n_3}$

The component described in this topic is from the Modelica Standard Library. To view the original documentation, which includes author and copyright information, click here.