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A design method with differentiability for optimal control problems with non-differential Hamilton-Jacobi equations

机译:具有非差分哈密尔顿 - 雅各比方程的最优控制问题的设计方法

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As far as optimal feedback controllers for nonlinear systems are concerned, Hamilton-Jacobi(HJ) equations play a key role in the design process. However, we sometimes meet the HJ equations in non-differential situations, which are extremely difficult to solve analytically/numerically. This paper proposes a simple design method to attack such optimal control problems using differentiable solutions of the associated HJ equations. By simulation, we demonstrate the proposed method useful in a non-differentiable situation.
机译:就非线性系统的最佳反馈控制器而言,Hamilton-Jacobi(HJ)方程在设计过程中发挥着关键作用。然而,我们有时会在非差异情况下满足HJ方程,这极难分析/数值求解。本文提出了一种简单的设计方法,可以使用相关HJ方程的可微分解决方案攻击这种最佳控制问题。通过仿真,我们展示了在非可分辨率情况下有用的所提出的方法。

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