论文标题
复杂排重置控制系统
Complex-order Reset Control System
论文作者
论文摘要
根据众所周知的控制器设计的循环塑料方法,可以通过在较低频率下增加增益并在较高的频率下降低并尽可能提高相位额度,从而提高控制器的性能,稳态干扰排斥和噪声衰减和鲁棒性。但是,线性控制器的固有属性,即Bode的相增益关系,创建了一个限制。从理论上讲,复杂阶传递函数可以打破Bode的增益相关关系。但是,不能直接实现此类传输函数,应近似。本文提出了一种重置元素和一种调整方法,以近似复杂订单控制器(CLOC),并通过模拟示例显示了使用这种控制器的好处。
According to the well-known loop shaping method for the design of controllers, the performance of the controllers in terms of step response, steady-state disturbance rejection and noise attenuation and robustness can be improved by increasing the gain at lower frequencies and decreasing it at higher frequencies and increasing the phase margin as much as possible. However, the inherent properties of linear controllers, the Bode's phase-gain relation, create a limitation. In theory, a complex-order transfer function can break the Bode's gain-phase relation; however, such transfer function cannot be directly implemented and should be approximated. This paper proposes a reset element and a tuning method to approximate a Complex-Order Controller (CLOC) and, through a simulation example, shows the benefits of using such a controller.