## Figures index

#### From

#### Stability Margins and Low-Codimension Bifurcations of Indirect Filed Oriented Control of Induction Motor

*International Transaction of Electrical and Computer Engineers System*.

**2013**, 1(1), 6-14 doi:10.12691/iteces-1-1-2

**Fig****ure****1.**Equilibrium Point EP1 in phase planes (*x*1*, x*2) and (*x*3*, x*4)

**Fig****ure****2.**Equilibrium Point EP2 in phase planes (*x*1*, x*2) and (*x*3*, x*4)

**Fig****ure****3.**Attraction basins of Equilibria EP1 and EP2 in (*x*1*, x*2)

**Fig****ure****4.**Attraction basins of Equilibria EP1 and EP2 in (*x*3*, x*4)

**Fig****ure****5****.**Limit cycles LC1 and LC2 in phase planes (*x*1*, x*2) and (*x*3*, x*4)

**Fig****ure****6.**Attraction basins of Limit cycles LC1 and LC2 in (*x*1*, x*2)

**Fig****ure****7**. Attraction basins of Limit cycles LC1 and LC2 in (*x*3*, x*4)

**Fig****ure****8.**Hopf Bifurcation: phase trajectories in phase planes (*x*1*, x*2) and (*x*3*, x*4). For*kp*= 0*.*4*, ki*= 1 and*TL*= 0*.*5. (a)*k*= 0*.*1, (b )*k*= 0*.*17, (c)*k*= 0*.*18

**Fig****ure****9.**Limit point and Neutral Saddle Points

**Fig****ure****10.**Saddle-node bifurcation including a Cusp point and a Bogdanov-Taken bifurcation

**Fig****ure****11.**Fold and Hopf bifurcation curves in (*k, TL*)-plane

**Fig****ure****12.**Limit points and Hopf bifurcation

**Fig****ure****13.***TL*for different values of*kp*

**Fig****ure****14.**Values of k corresponding to a Hopf bifurcation vs.*TL*for different values of*ki*

**Fig****ure****15.**Values of k corresponding to a Hopf bifurcation vs.*T*_{L}*kp*and for larger values of*T*_{L}

**Fig****ure****16****.**Generalized Hopf bifurcation curves

**Fig****ure****17.**Transition Hopf bifurcation-chaotic behaviour