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Optimal disturbance rejection control for a class of nonlinear system with control time-delay by model transformation method

机译:一类具有控制时滞的非线性系统的最优扰动抑制控制的模型变换方法

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The optimal control problem for nonlinear systems with control time-delay affected by external disturbance is considered. A model transformation is first presented, which transforms the nonlinear system with time-delay into a system without delay formally. To solve the optimal control problem for nonlinear systems with time-delay is transformed into optimal control problem for non-delay nonlinear systems. Based on the optimal control theory, the two-point boundary value (TPBV) problem is constructed. By using the successive approximation approach, the nonlinear optimal control problem is transformed into a sequence of nonhomogeneous linear TPBV problems. we get approximate optimal control law by solving a Riccati matrix equation and two Stein matrix equations using successive approximation method. A simulation example shows that the approximate approach is effective and robust with respect to exogenous persistent disturbances.
机译:考虑了具有外部干扰的控制时滞的非线性系统的最优控制问题。首先提出一个模型转换,它将具有时滞的非线性系统转换为形式上没有延迟的系统。为了解决具有时滞的非线性系统的最优控制问题,将其转化为非时滞的非线性系统的最优控制问题。基于最优控制理论,构造了两点边界值(TPBV)问题。通过使用逐次逼近方法,将非线性最优控制问题转化为一系列非齐次线性TPBV问题。通过使用逐次逼近法求解Riccati矩阵方程和两个Stein矩阵方程,我们得到了近似的最优控制律。一个仿真例子表明,对于外源性持续扰动,近似方法是有效且鲁棒的。

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