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Static Output-feedback Controller Synthesis for Positive Systems under l(infinity) Performance

机译:L(Infinity)性能下的正系统静态输出 - 反馈控制器合成

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摘要

This paper investigates the l(infinity)-induced output-feedback controller synthesis problem for discrete-time positive systems. For positive linear systems, a necessary and sufficient condition for stability and l(infinity)-induced performance is first put forward using a group of linear inequalities. Then, on the basis of these inequalities, the conditions on which static output-feedback controllers exist are set up, and to solve these conditions, a method of iterative convex optimization is provided. Moreover, a complete solution to the synthesis problem of the controller is proposed based on linear programming for positive systems with single output or input. Finally, two examples are presented to illustrate and verify the effective and applicable methods derived in this paper.
机译:本文研究了离散时间阳性系统的L(Infinity)诱导的输出反馈控制器合成问题。 对于正线性系统,首先使用一组线性不平等提出,首先提出了稳定性和L(无限)和L(无限)的性能的必要和充分条件。 然后,在这些不等式的基础上,设置了静态输出反馈控制器的条件,并在提供这些条件,提供了一种迭代凸优化的方法。 此外,基于具有单输出或输入的正系统的线性编程,提出了对控制器的合成问题的完整解决方案。 最后,提出了两个示例以说明并验证本文中得出的有效和适用的方法。

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