不同负荷模式下灰狼优化算法的经济高效调度

K. Kadali, R. Loganathan, M. Veerasamy, V. Jawalker
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引用次数: 3

摘要

本文利用不同负荷条件下的灰狼优化算法,提出了一种解决经济负荷调度问题的新方法。ELD被表述为满足某些实际和现实约束的约束最小化问题。本研究将二次型和非凸型燃料成本特征作为静态和动态负荷环境下的目标函数来考虑。采用灰狼优化算法(GWO)作为优化工具。该算法通过包围、狩猎、攻击等方式在搜索空间中进行探索和开发过程,并将算法纳入解修复策略。因此,一个新的最优发电计划出现了。为了证明这一点,两个测试系统充分考虑了先前报告的传输损失和阀点加载效应。仿真结果与以往方法的结果进行了对比,验证表明该方法是一种有希望的优化工具,可以找到价格合理的发电计划。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Cost-Effective Dispatch Using Grey Wolf Optimization Algorithm: Solution with Diverse Load Pattern
This paper ascertains a new solution to the economic load dispatch (ELD) problem using a grey wolf optimization (GWO) algorithm with diverse load conditions. ELD has formulated as a constrained minimization problem that satisfies certain practical and realistic constraints. In this study, both quadratic and non-convex fuel cost characteristics have considered as an objective function under static and dynamic load environments. The grey wolf optimization algorithm (GWO) has adopted as an optimization tool. It carries the exploration and exploitation process in search space through encircling, hunting, and attacking, and the algorithm has incorporated into a solution repair strategy. Therefore, a new optimum generation schedule has arrived. For demonstration, two test systems have taken with from earlier reports with full consideration, such as transmission loss and valve point loading effect. The simulated results have contrasted with the results attained by previous methods, and the validation reveals that the proposed method is a hopeful optimization tool to find generation schedules at affordable prices.
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