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Application of ellipsoid optimization algorithm and state feedback control in ellipsoidal parametric uncertainty system

机译:椭球优化算法和状态反馈控制在椭球参数不确定系统中的应用

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An state feedback control is presented for systems with ellipsoidal parametric uncertainty,the stable analysis is based on linear matrix inequality and lyapunov method,then the robust control gain can be easily derived by solving linear matrix inequality.In addtion, ellipsoid optimization algorithm is proposed to generate a sequence of ellipsoids with decreasing volume to identify the ellipsoidal parameter in the systems considering input-output measurement datas and the constrain conditions. Finally robust control and parameter optimization are combined to get a state feedback controller for systems considering ellipsoidal uncertainy parameter. The efficiency of this method is illustrated with a simulation example.
机译:提出了具有椭圆形参数不确定性的系统的状态反馈控制,基于线性矩阵不等式和lyapunov方法进行了稳定分析,通过求解线性矩阵不等式可以很容易地得到鲁棒控制增益。在考虑输入输出测量数据和约束条件的情况下,生成一个体积逐渐减小的椭圆体序列,以识别系统中的椭圆体参数。最后,将鲁棒控制和参数优化相结合,以得到考虑椭圆形不确定性参数的系统状态反馈控制器。仿真示例说明了该方法的效率。

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