Equivalent circuit on diagram layer!
Test generator, transient order = 3.
Circuit data are:
{r[1:n], r_0} = {0.0011, 0.012, 0.03, 0.005}, d- and q-axis {xsig[1:n], xsig_0} = {0.13, 0.035, 0.001, 0.17}, d- and q-axis {xm[1:n], xm_0} = {0, 0.02, 0.04, 1.6}, d-axis (coupling terms xm[2:3]) {xm[1:n], xm_0} = {0, 0, 0, 1.6}, d-axis (coupling terms zero)
Corresponding transient data are:
tc_d = {0.869154751730285, 0.028837675377106, 0.00293370131083294} d-axis to_d = {4.79391852025869, 0.0390156982688014, 0.00331427152151774} d-axis xtr_d = {0.324237799805601, 0.238193407852477, 0.209956053815068} d-axis tc_q = {0.710852334653427, 0.0267828156988275, 0.00180497772676905} q-axis to_q = {4.63399482930977, 0.0387883296526998, 0.00197933074735668} q-axis xtr_q = {0.275669319075036, 0.187924853846143, 0.170964423631031} q-axis v_f denotes the field voltage.
The code uses
xsig_s for xsig_0: armature leakage reactance xsig_r for xsig: rotor leakage reactances r_s for r_0: armature (stator) resistance r_r for r: rotor resistances