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首页> 外文期刊>Journal of Zhejiang University Science: An international applied physics & engineering journal >Multiple objective particle swarm optimization technique for economic load dispatch
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Multiple objective particle swarm optimization technique for economic load dispatch

机译:用于经济负荷分配的多目标粒子群优化技术

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A multi-objective particle swarm optimization (MOPSO) approach for multi-objective economic load dispatch problem in power system is presented in this paper. The economic load dispatch problem is a non-linear constrained multi-objective optimization problem. The proposed MOPSO approach handles the problem as a multi-objective problem with competing and non-commensurable fuel cost, emission and system loss objectives and has a diversity-preserving mechanism using an external memory (call "repository") and a geographically-based approach to find widely different Pareto-optimal solutions. In addition, fuzzy set theory is employed to extract the best compromise solution. Several optimization runs of the proposed MOPSO approach were carried out on the standard IEEE 30-bus test system. The results revealed the capabilities of the proposed MOPSO approach to generate well-distributed Pareto-optimal non-dominated solutions of multi-objective economic load dispatch. Comparison with Multi-objective Evolutionary Algorithm (MOEA) showed the superiority of the proposed MOPSO approach and confirmed its potential for solving multi-objective economic load dispatch.
机译:针对电力系统中的多目标经济负荷分配问题,提出了一种多目标粒子群算法。经济负荷分配问题是一个非线性约束的多目标优化问题。拟议的MOPSO方法将这个问题作为具有竞争性和不可比拟的燃料成本,排放和系统损失目标的多目标问题来解决,并具有使用外部存储器(称为“存储库”)和基于地理的方法的多样性保存机制。寻找广泛不同的帕累托最优解。此外,采用模糊集理论来提取最佳折衷解决方案。在标准的IEEE 30总线测试系统上对提议的MOPSO方法进行了几次优化。结果表明,提出的MOPSO方法能够生成分布均匀的多目标经济负荷分配的帕累托最优非支配解。与多目标进化算法(MOEA)的比较显示了所提出的MOPSO方法的优越性,并证实了其解决多目标经济负荷分配的潜力。

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