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Genetic approach to pole placement in linear state space systems

机译:线性状态空间系统中极点配置的遗传方法

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This paper describes a genetic approach for shaping the dynamic responses of linear state space systems through pole placement. The genetic approach generates a gain vector K. The vector K is used in state feedback for altering the poles of the system so as to meet step response requirements such as settling time and percent overshoot. To obtain the gain vector K by the proposed genetic approach, a pair of ideal, desired poles is calculate first and the corresponding gain vector K is computed based on the desired poles. That K vector is bred and mutated into a population. Each member of the population is tested for its fitness (the degree to which it matches the criteria). A new population is created each “generation” from the results of the previous iteration, until the criteria are met, or a certain number of generations have passed. Several case studies are provided in this paper to illustrate that this new approach is working.
机译:本文介绍了一种通过极点放置来塑造线性状态空间系统动力响应的遗传方法。遗传方法生成增益矢量K。矢量K用于状态反馈以更改系统的极点,以满足阶跃响应要求,例如建立时间和超调百分比。为了通过所提出的遗传方法获得增益矢量K,首先计算一对理想的期望极点,并基于期望极点计算相应的增益向量K。该K载体被繁殖并突变为种群。测试人口中的每个成员的适应性(符合标准的程度)。从上一次迭代的结果开始,每个“世代”都会创建一个新的种群,直到满足条件或已经经过一定数量的世代。本文提供了一些案例研究,以说明这种新方法正在起作用。

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