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Predetermined time constant approximation method for optimising search space boundary by standard genetic algorithm

机译:用标准遗传算法优化搜索空间边界的预定时间常数逼近方法

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摘要

In this paper, a new predetermined time constant approximation (Tsp) method for optimising the search space boundaries to improve SGAs convergence is proposed. This method is demonstrated on parameter identification of higher order models. Using the dynamic response period and desired settling time of the transfer function coefficients offered a better suggestion for initial Tsp values. Furthermore, an extension on boundaries derived from the initial Tsp values and the consecutive execution, brought the elite groups within feasible boundary regions for better exploration. This enhanced the process of locating of the optimal values of coefficients for the transfer function. The Tsp method is investigated on two processes; excess oxygen and a third order continuous model with and without random disturbance. The simulation results assured the Tsp method's effectiveness and flexibility in assisting SGAs to locate optimal transfer function coefficients. Copyright © 2015 ACM.
机译:本文提出了一种用于优化搜索空间边界以提高SGA收敛性的新的预定时间常数近似(Tsp)方法。在高阶模型的参数辨识中证明了该方法。使用传递函数系数的动态响应周期和所需的建立时间可为初始Tsp值提供更好的建议。此外,对源自初始Tsp值和连续执行的边界的扩展使精英群体进入可行的边界区域,以进行更好的探索。这增强了为传递函数确定最佳系数值的过程。 Tsp方法在两个过程中进行了研究。过量氧气和带有或不带有随机干扰的三阶连续模型。仿真结果确保了Tsp方法在协助SGA确定最佳传递函数系数方面的有效性和灵活性。版权所有©2015 ACM。

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