For the chaotic system with parameter-indeterminate fractional-order PMSM,the control problem with nonlinear uncertainties and external disturbances is studied.Based on the adaptive control theory and sliding mode control theory,an adaptive sliding model controller is designed by selecting a fractional-order integral sliding surface with strong robustness.The controller can achieve local asymptotic stability under the condition that the upper bounds of parameter uncertainties,nonlinear uncertainties and external disturbances are unknown...