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A preliminary control design for the nonlinear benchmark problem

机译:非线性基准问题的初步控制设计

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A nonlinear control problem has been posed by Bupp, Bernstein, andCoppola to provide a benchmark for evaluating various nonlinear controldesign techniques. In this paper, the state-dependent Riccati equation(SDRE) technique of Cloutier, D'Sousa and Mracek (1996) is utilized toproduce a preliminary design for the benchmark problem. Analysis of thedesign shows that in the absence of disturbances and uncertainties, theSDRE nonlinear feedback solution compares very favorably to the optimalopen-loop solution obtained via numerical optimization. It is also shownthat the closed-loop system has stability robustness against parametricvariations and low-frequency disturbances and attenuatesmiddle-frequency disturbances
机译:Bupp,Bernstein和他提出了一个非线性控制问题。 Coppola为评估各种非线性控制提供基准 设计技巧。本文研究了与状态有关的Riccati方程 Cloutier,D'Sousa和Mracek(1996)的(SDRE)技术被用于 对基准问题进行初步设计。分析 设计表明,在没有干扰和不确定性的情况下, SDRE非线性反馈解决方案优于最优方案 通过数值优化获得的开环解。它也显示 闭环系统对参数具有稳定性鲁棒性 变化以及低频干扰和衰减 中频干扰

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