基于结构奇异值的一般时滞系统鲁棒控制设计工具箱:二自由度控制器的不稳定分解系统

M. Dlapa
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引用次数: 2

摘要

本文介绍了基于结构化奇异值不稳定系统的一般时滞系统鲁棒控制设计工具箱在Matlab系统中对分子和分子均有时滞的不稳定对象的应用。采用乘不确定性和商不确定性处理不确定时滞。代数方法部分实现了用结构化奇异值求值的一般三阶系统的进化算法微分迁移和极点定位。采用D-K迭代法和代数法实现了两自由度反馈环控制器,并进行了因子分解,确定了内部不稳定性。在最大时延和半时延、简单反馈回路和二自由度反馈回路的仿真中,对两种方法进行了比较。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Robust Control Design Toolbox for General Time Delay Systems via Structured Singular Value: Unstable Systems with Factorization for Two-Degree-of-Freedom Controller
The application of the Robust Control Design Toolbox for General Time Delay Systems via Structured Singular Value: Unstable Systems for the Matlab system to the unstable plant with time delay in numerator and denominator is described in this paper. The uncertain time delays are treated using multiplicative and quotient uncertainty. The algebraic approach part implements evolutionary algorithm Differential Migration and pole placement for general 3rd order system with evaluation via structured singular value. Both, D-K iteration and algebraic approach, implements two-degree-of-freedom feedback loop controller with factoriz ation fixing internal instability. Both procedures are compared in simulations for maximum and half time delay and simple and two-degree-of-freedom feedback loop.
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