基于smc的低速感应电机IFOC转子转速分析

Angga Wahyu Aditya, Ihsan Ihsan, Fachri Husaini, Faisal Faiiz Ramadhanu
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引用次数: 0

摘要

电动机特别是三相感应电动机的控制由于在工业上的广泛应用而得到了迅速的发展。间接场定向控制(IFOC)因其易于应用而成为应用最广泛的控制系统之一。IFOC以与直流电机相同的方式控制三相感应电机。然而,IFOC需要采用Lyapunov稳定性理论的滑模控制(SMC)控制器来保证鲁棒性和稳定性。在特殊情况下,例如低速设置,基于smc的IFOC需要独特的设置,以低于2%的速度响应以稳态误差(Ess)运行。其他需要考虑的参数是上升时间和低速时的电磁转矩响应。在一阶SMC中加入双曲正切函数的边界层,可以将感应电机(IM)的转速提高到175 rpm,其Ess = 1.96%,而饱和函数和sgum函数在空载条件下只能达到300 rpm的参考转速,饱和函数的Ess = 2%, sgum函数的Ess = 1.94%。具有双曲正切函数边界层的SMC在载荷条件下性能最好。具有饱和双曲正切函数边界层和不具有边界层的SMC在空载或扭矩加载条件下的时间上升值没有显著差异。与空载或有载条件下的饱和函数相比,加入具有双曲正切函数的附面层可以显著减少波纹。
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Rotor Speed Analysis of SMC-based IFOC for Low-Speed Induction Motor Control
The control of electric motors, particularly three-phase induction motors, has developed rapidly due to their application in industry. Indirect Field Oriented Control (IFOC) is one of the most widely used control systems due to its ease of application. IFOC controls a three-phase induction motor in the same way as a DC motor. However, IFOC requires a Sliding Mode Control (SMC) controller with Lyapunov stability theory to ensure robustness and stability. In exceptional conditions, such as low-speed settings, the SMC-based IFOC requires unique sets to operate with a steady-state error (Ess) at a speed response of less than 2%. Other parameters to be considered are rise time and electromagnetic torque response at low speeds. The addition of the boundary layer of the hyperbolic tangent function to a first-order SMC can increase induction motor (IM) control up to 175 rpm with a value of Ess = 1.96% compared to the saturation and signum functions, which are only capable of a reference speed of 300 rpm in no-load conditions with a value of Ess = 2% for the saturation function and 1.94% for the signum function. SMC with the hyperbolic tangent function boundary layer performs best under load conditions. The rising time value does not significantly differ under no-load or torque-load conditions between the SMC with the saturation, hyperbolic tangent function boundary layers and without the boundary layer. Adding a boundary layer with the hyperbolic tangent function can reduce ripple significantly compared to the saturation function under no-load or load conditions.
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