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Optimal Codesign of Nonlinear Control Systems Based on a Modified Policy Iteration Method

机译:基于改进策略迭代法的非线性控制系统最优协同设计

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This brief studies the optimal codesign of nonlinear control systems: simultaneous design of physical plants and related optimal control policies. Nonlinearity of the optimal codesign problem could come from either a nonquadratic cost function or the plant. After formulating the optimal codesign into a nonconvex optimization problem, an iterative scheme is proposed in this brief by adding an additional step of system-equivalence-based policy improvement to the conventional policy iteration. We have proved rigorously that the closed-loop system performance can be improved after each step of the proposed policy iteration scheme, and the convergence to a suboptimal solution is guaranteed. It is also shown that under certain conditions, this additional policy improvement step can be conducted by solving a quadratic programming problem. The linear version of the proposed methodology is addressed in the context of linear quadratic regulator. Finally, the effectiveness of the proposed methodology is illustrated through the optimal codesign of a load-positioning system.
机译:本文简要研究了非线性控制系统的最优代码:物理工厂的同步设计和相关的最优控制策略。最优代码符号问题的非线性可能来自非二次成本函数或工厂。在将最优代码符号公式化为非凸优化问题之后,本文通过在常规策略迭代中增加基于系统等效性的策略改进的附加步骤,提出了一种迭代方案。我们已经严格证明,在提出的策略迭代方案的每一步之后,闭环系统的性能都可以得到改善,并且可以保证收敛到次优解决方案。还表明,在某些情况下,可以通过解决二次编程问题来执行此附加的策略改进步骤。在线性二次调节器的背景下解决了所提出方法的线性版本。最后,通过负载定位系统的最佳代码符号说明了所提出方法的有效性。

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