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10.5: Control de velocidad del motor de inducción
https://espanol.libretexts.org/Ingenieria/Introduccion_a_los_sistemas_de_energia_electrica_(Kirtley)/10%3A_Evaluaci%C3%B3n_anal%C3%ADtica_del_dise%C3%B1o_de_m%C3%A1quinas_de_inducci%C3%B3n/10.05%3A_Control_de_velocidad_del_motor_de_inducci%C3%B3n
i_ {d R} &=\ frac {X_ {a d}} {X_ {k d}}\ frac {\ omega_ {0}} {X_ {d} ^ {\ prime}}\ lambda_ {d S} -\ frac {X_ {d}} {X_ {d} ^ {\ prime}\ frac\ omega _ {0}} {X_ {k d}}\ lambda_ {d R} \(\ T_{e}=\frac{3}{2...i_ {d R} &=\ frac {X_ {a d}} {X_ {k d}}\ frac {\ omega_ {0}} {X_ {d} ^ {\ prime}}\ lambda_ {d S} -\ frac {X_ {d}} {X_ {d} ^ {\ prime}\ frac\ omega _ {0}} {X_ {k d}}\ lambda_ {d R} $\ T_{e}=\frac{3}{2} p\left(\lambda_{d S} i_{q S}-\lambda_{q S} i_{d S}\right)=-\frac{3}{2} p \frac{\omega_{0} X_{a d}}{X_{k d} X_{d}^{\prime}}\left(\lambda_{d S} \lambda_{q R}-\lambda_{q S} \lambda_{d R}\right)$

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