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Multi-Objective Squirrel Search Algorithm for Multi-Area Economic Environmental Dispatch With Multiple Fuels and Valve Point Effects

机译:多目标松鼠搜索算法,多燃料和阀点效应多区经济环境调度

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The essential goal of multi-area economic environmental dispatch (MAEED) is to determine the optimum power generation schedule of each unit and power transfer between the areas in order to minimize fuel costs and pollutant emissions, when the generation, power balance and tie-line limits are satisfied. This paper focuses on developing multi-objective squirrel search algorithm (MOSSA) to solve the MAEED problem, of which the goal is to simultaneously minimize the total fuel cost and emission considering valve point effects and multi-fuel options. The proposed MOSSA combines squirrel search algorithm along with Pareto-dominance theory to generate non-dominated solutions. It uses an external elitist depository mechanism with crowding distance sorting to preserve the distribution diversity of Pareto-optimal solutions as the evolution continues. In addition, a fuzzy decision maker is used to select the best compromised solution from the obtained Pareto frontiers. Furthermore, the MAEED problem is unraveled by squirrel search algorithm based weighted sum approach with price penalty factors, artificial bee colony and exchange market algorithm. Different case studies are performed on 10-unit with three-area system, 40-unit with four-area system and 140-unit real Korean power system considering valve point effects and multi-fuel options which testify the supremacy of the suggested approach. The comparisons with state-of-the-art approaches suggest that MOSSA can generate more competitive trade-off solutions for solving the MAEED problems.
机译:多面积经济环境调度(MAED)的基本目标是确定各个单位和地区之间的电力转移的最佳发电计划,以最大限度地减少燃料成本和污染物排放,当一时,电力平衡和系列限制很满意。本文侧重于开发多目标鼠搜索算法(Mossa)来解决MAED问题,其中目标是同时最小化考虑阀点效应和多燃料选项的总燃料成本和排放。该拟议的MOSSA将松鼠搜索算法与帕累托 - 优势理论相结合,以产生非主导的解决方案。它采用外部精英存款机制,随着进化持续的情况,拥挤距离分类以保留帕累托最佳解决方案的分配多样性。此外,模糊决策者用于选择所获得的帕累托前沿的最佳受损解决方案。此外,基于Squirrel搜索算法的加权和方法与价格惩罚因素,人工群落殖民地和交换市场算法的加权水平,解开了MAED问题。在10个单元上进行不同的案例研究,具有三个区域系统,40单元,具有四个区域系统和140单元真正的韩国电力系统,考虑阀点效应和多燃料选项,其证明了建议方法的至高无上。与最先进的方法的比较表明,MOSSA可以为解决MAED问题产生更具竞争力的权衡解决方案。

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