基于GWO的多哈水厂降阶建模

V. Meena, Hariom Jangid, Vinay Singh
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引用次数: 4

摘要

系统参数的不确定性会对系统性能产生重大影响。因此,在分析系统性能时应考虑不确定性。将模型视为区间系统,可以考虑不确定性。本研究建立了多哈水处理系统的区间模型。首先,考虑传递函数的有限范围不确定性,建立区间模型;然后,采用降阶方法对区间系统进行降阶。为了推导模型,设计了一个目标函数,它是时间矩和马尔可夫参数的函数。通过灰狼优化算法实现目标函数的最小化。人们发现GWO在探索和利用搜索空间方面非常有效。因此,本研究将GWO考虑为目标函数的最小化。所得结果支持了GWO对多哈污水处理厂区间系统模型简化目标函数最小化的有效性和有效性。
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GWO Based Reduced-Order Modeling of Doha Water Treatment Plant
Uncertainty in system parameters can have major impact on system performance. So, uncertainty should be considered while analyzing the performance of system. The uncertainty can be included by considering model as interval system. This study develops an interval model for Doha water treatment system. Firstly, interval model is obtained while considering finite range of uncertainty in transfer function. Then, order reduction method is applied to reduce the order of interval system. To derive the model, an objective function is designed which is a function of time moments and Markov parameters. The objective function minimization is obtained through grey wolf optimization (GWO) algorithm. The GWO is found to be very effective in exploring and exploiting the search space. Due to this, the GWO is considered for minimization of objective function in this study. The results obtained support the efficacy and effectiveness of GWO for minimization of objective function designed for model reduction of interval system of Doha treatment plant.
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