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On the stability of optimal controlled systems with SDRE approach

机译:用SDRE方法论最优控制系统的稳定性

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State Dependant Riccati Equation (SDRE) method is gaining more and more place as a promising emerged methodology for nonlinear control system design, and therefore becoming the basic theory about which are articulated many relevant recent approaches for the optimal control resolution of a control-affine nonlinear system. SDRE approach aims to solve a nonlinear optimal control problem through a Riccati equation that depends on the state. Our main contribution in this paper is to carry out the analysis of nonlinear systems associated with SDRE controllers aiming to determine new sufficient conditions for their stability.
机译:状态依赖Riccati方程(SDRE)方法作为一种有前途的非线性控制系统设计方法正在获得越来越多的应用,并因此成为一种基本理论,有关该理论的许多相关最新方法都适用于控制仿射非线性优化控制。系统。 SDRE方法旨在通过依赖状态的Riccati方程来解决非线性最优控制问题。我们在本文中的主要贡献是对与SDRE控制器关联的非线性系统进行分析,旨在确定其稳定性的新的充分条件。

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