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Local stabilization of linear systems under amplitude and rate saturating actuators

机译:振幅和速率饱和执行器下线性系统的局部稳定

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摘要

This note addresses the problem of local stabilization of linear systems subject to control amplitude and rate saturation. Considering the actuator represented by a first-order system subject to input and state saturation, a condition for the stabilization of an a priori given set of admissible initial states is formulated from certain saturation nonlinearities representation and quadratic stability results. From this condition, an algorithm based on the iterative solution of linear matrix inequalities-based problems is proposed in order to compute the control law.
机译:本说明解决了受控制幅度和速率饱和影响的线性系统的局部稳定问题。考虑到由一阶系统代表的执行器会受到输入和状态饱和的影响,根据一定的饱和非线性表示和二次稳定性结果,可以确定一组先验给定的可允许初始状态的稳定条件。在此条件下,提出了一种基于线性矩阵不等式问题的迭代解的算法,以计算控制律。

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