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ANTI-WINDUP SYNTHESIS USING RICCATI EQUATIONS

机译:使用RICCATI方程的反WINDUP综合

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摘要

The aim of this paper is to give a novel solution to the full order anti-windup (AW) compensation problem. The main contribution of the procedure proposed is the reduction of the LMI optimisation problem that has generally been solved, to that of solving a single Riccati equation. This yields a bounded-real Riccati equation where the best performance is given by the infinity norm of the open-loop plant. This new formulation is obtained by completing the square and the synthesis method yields a compensator with two free parameters, simplifying the task of the designer to that of choosing appropriate weights. The results presented here are believed to be more intuitive, taking full adavantage of the free parameters and therefore valuable for engineering applications.
机译:本文的目的是为全阶抗饱和补偿问题提供一种新颖的解决方案。所提出的过程的主要贡献是减少了通常已解决的LMI优化问题,从而减少了对单个Riccati方程的求解。这产生了一个有界的实Riccati方程,其中最佳性能由开环设备的无穷范数给出。这种新的公式是通过完成平方得到的,合成方法产生了具有两个自由参数的补偿器,从而将设计人员的任务简化为选择合适权重的任务。相信这里介绍的结果更加直观,充分利用了自由参数,因此对工程应用很有价值。

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