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Optimization of closed-loop poles for robust constrained control

机译:闭环极点的优化用于鲁棒约束控制

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The presented paper introduces a relatively simple methodology for robust control system design in case of the limits on the control input signal. For this task efficient simulation and optimization tools of the MATLAB system are fruitfully exploited. The control system design is based on the algebraic approach resulting in the pole-placement problem to be solved. This task is addressed numerically using the standard MATLAB functions for nonlinear constrained optimization to meet both the constraints on the manipulated variable and robustness of the resultant closed-loop. Certain control quality criteria and a procedure are introduced for this purpose. The suggested algorithm is illustrated on the AMIRA DR300 servo-system controlled both in robust sense and with limited control action. Presented results show applicability of the suggested approach.
机译:本文介绍了一种相对简单的方法,用于在控制输入信号受到限制的情况下进行鲁棒控制系统设计。为此,有效利用了MATLAB系统的高效仿真和优化工具。控制系统的设计基于代数方法,从而解决了极点放置问题。使用用于非线性约束优化的标准MATLAB函数以数字方式解决此任务,以同时满足对操纵变量的约束和所得闭环的鲁棒性。为此引入了某些控制质量标准和程序。 AMIRA DR300伺服系统在鲁棒的意义上和有限的控制作用下都对所建议的算法进行了说明。提出的结果表明了所建议方法的适用性。

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