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Loop tuning with specification on gain and phase margins via modified second-order sliding mode control algorithm

机译:通过改进的二阶滑模控制算法对增益和相位裕度进行规范的环路调谐

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摘要

The modified second-order sliding mode algorithm is used for controller tuning. Namely, the modified suboptimal algorithm-based test (modified SOT) and non-parametric tuning rules for proportional-integral-derivative (PID) controllers are presented in this article. In the developed method of test and tuning, the idea of coordinated selection of the test parameters and the controller tuning parameters is introduced. The proposed approach allows for the formulation of simple non-parametric tuning rules for PID controllers that provide desired amplitude or phase margins exactly. In the modified SOT, the frequency of the self-excited oscillations can be generated equal to either the phase crossover frequency or the magnitude crossover frequency of the open-loop system frequency response (including a future PID controller) - depending on the tuning method choice. The first option will provide tuning with specification on gain margin, and the second option will ensure tuning with specification on phase margin. Tuning rules for a PID controller and simulation examples are provided.
机译:修改后的二阶滑模算法用于控制器调整。即,本文介绍了针对比例积分微分(PID)控制器的改进的基于次优算法的测试(modified SOT)和非参数调整规则。在开发的测试和调整方法中,引入了测试参数和控制器调整参数的协调选择的思想。所提出的方法允许为PID控制器制定简单的非参数调整规则,从而精确地提供所需的幅度或相位裕量。在修改的SOT中,自激振荡的频率可以等于开环系统频率响应的相位交叉频率或幅度交叉频率(包括将来的PID控制器)-取决于调整方法的选择。第一个选项将提供与增益裕度有关的规范,而第二个选项将确保与相位裕度有关的规范。提供了PID控制器的调整规则和仿真示例。

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