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Chaotic Adaptive Particle Swarm Optimisation using logistics and Gauss map for solving cubic cost economic dispatch problem

机译:基于物流和高斯图的混沌自适应粒子群算法求解三次成本经济调度问题

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This paper proposes Chaotic Adaptive Particle Swarm Optimisation (CAPSO) algorithm to solve Cubic Cost Economic Dispatch (CCED) problem. A Chaotic Local Search operator (CLS) is introduced in the proposed algorithm to avoid premature convergence. The basic strategy of the proposed algorithm is combining PSO with Adaptive Inertia Weight Factor (AIWF) and CLS, in which PSO with AIWF is applied to perform global exploration and CLS is used to perform exploitation to find the optimal solution. Logistics and Gauss map technique is used in performing CLS and the results are compared. The applicability and high feasibility of the proposed method is validated on a standard 5-generator test system. The simulation results confirm that this algorithm is capable of giving higher quality solutions with fast convergence characteristics.
机译:提出了一种混沌自适应粒子群算法(CAPSO)来解决三次成本经济调度(CCED)问题。该算法引入了混沌局部搜索算子(CLS),以避免过早收敛。该算法的基本策略是将PSO与自适应惯性权重因子(AIWF)和CLS相结合,其中,将带有AIWF的PSO进行全局探索,而使用CLS进行探索以找到最优解。后勤和高斯地图技术用于执行CLS,并比较结果。在标准的5发电机测试系统上验证了该方法的适用性和高度可行性。仿真结果表明,该算法能够提供具有快速收敛特性的高质量解。

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