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Parametric H/sub /spl infin// loopshaping and weighted mixed sensitivity minimization

机译:参数H / sub / spl infin //循环成形和加权混合灵敏度最小化

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摘要

Generalized H/sub /spl infin// loopshaping is developed for a particular weighted mixed sensitivity minimization task. A free parameter is introduced to tradeoff minimizations of sensitivity and complementary sensitivity in the H/sub /spl infin// performance index. A quadratically convergent algorithm is derived for computing the optimal performance index, and a state-space solution is obtained for suboptimal controllers. These results are applicable to stabilization of uncertain systems where normalized coprime factors involve parametrically weighted H/sub /spl infin// norm-bounded perturbations. Controller reduction is also investigated for the parametric H/sub /spl infin// loopshaping. Robust stability condition for using the reduced-order controller is established, and an estimate for the associated H/sub /spl infin// performance is obtained. Similar results are derived for normalized linear quadratic Gaussian (LQG) control.
机译:针对特定的加权混合灵敏度最小化任务,开发了通用的H / sub / spl infin //循环成形。在H / sub / spl infin //性能指标中引入了一个自由参数以权衡最小化灵敏度和互补灵敏度。推导了二次收敛算法来计算最佳性能指标,并为次优控制器获得了状态空间解。这些结果适用于不确定系统的稳定化,其中归一化互质因子涉及参数加权的H / sub / spl infin //范数界扰动。还针对参数H / sub / spl infin //环路整形研究了控制器的简化。建立了使用降阶控制器的鲁棒稳定性条件,并获得了相关H / sub / spl infin //性能的估计。对于归一化线性二次高斯(LQG)控件,得出类似的结果。

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