A note on robust stabilization and disturbance attenuation

Y. Li, E.B. Lee
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引用次数: 1

Abstract

Methods are proposed for designing state feedback or output dynamic feedback controls for linear systems with both parameter uncertainty and exogenous disturbances. Under such control the disturbance effect is reduced to a prespecified level, and at the same time, closed-loop robust stability can be guaranteed. For the case of state feedback, only one Riccati equation is needed to solve the problem. For the output feedback case, the same results are achieved; however, it is necessary to use three Riccati equations, two of which are coupled
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关于鲁棒镇定和干扰衰减的注意事项
针对既有参数不确定性又有外源干扰的线性系统,提出了状态反馈或输出动态反馈控制的设计方法。在此控制下,扰动效应被降低到预定的水平,同时保证了系统的闭环鲁棒稳定性。对于状态反馈情况,只需一个Riccati方程即可求解。对于输出反馈情况,得到了相同的结果;然而,有必要使用三个里卡第方程,其中两个是耦合的
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