论文标题
有限的牛顿寻求控制
Finite-time Newton seeking control
论文作者
论文摘要
本文提出了一个有限的牛顿时期，为未知多变量静态图所描述的系统寻求控制设计。牛顿寻求系统的平均系统实现了牛顿连续算法的实现。证明牛顿寻求系统的平均值可实现静态图的未知最佳时间的有限时间稳定性。平均分析表明，拟议的寻求牛顿实现了最佳的有限时间实用稳定性。模拟研究用于证明设计方法的有效性。
This paper proposes a finite-time Newton seeking control design for systems described by unknown multivariable static maps. The Newton seeking system has an averaged system that implements a Newton continuous-time algorithm. The averaged Newton seeking system is shown to achieve finite-time stability of the unknown optimum of the static map. An averaging analysis demonstrates that the proposed Newton-seeking achieves finite-time practical stability of the optimum. A simulation study is used to demonstrate the effectiveness of the design method.
