74 const PetscScalar TA[3]    = {0.2, 0.2, 0.2};       /* Voltage regulator time constant */  variable
168 … = PetscRealPart((VR - KA[i] * RF + KA[i] * KF[i] * Efd / TF[i] - KA[i] * (Vref[i] - Vm)) / TA[i]);  in EventFunction()
173 … = PetscRealPart((VR - KA[i] * RF + KA[i] * KF[i] * Efd / TF[i] - KA[i] * (Vref[i] - Vm)) / TA[i]);  in EventFunction()
250           fvalue = (VR - KA[i] * RF + KA[i] * KF[i] * Efd / TF[i] - KA[i] * (Vref[i] - Vm)) / TA[i];  in PostEventFunction()
257           fvalue = (VR - KA[i] * RF + KA[i] * KF[i] * Efd / TF[i] - KA[i] * (Vref[i] - Vm)) / TA[i];  in PostEventFunction()
516 … fgen[idx + 8] = (-VR + KA[i] * RF - KA[i] * KF[i] * Efd / TF[i] + KA[i] * (Vref[i] - Vm)) / TA[i];  in ResidualFunction()
894       val[0]  = -(KA[i] * KF[i] / TF[i]) / TA[i];  in ResidualJacobian()
895       val[1]  = KA[i] / TA[i];  in ResidualJacobian()
896       val[2]  = -1 / TA[i];  in ResidualJacobian()
899       val[3]  = -KA[i] * dVm_dVr / TA[i];  in ResidualJacobian()
900       val[4]  = -KA[i] * dVm_dVi / TA[i];  in ResidualJacobian()