利用可行方案优越性的排放和阀点加载成本-飞蛾火焰优化

M. Alam, Mohd Herwan Bin Sulaiman, M. Sayem, Shahriar Imtiaz, M. M. A. Ringku, R. Khan
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引用次数: 0

摘要

最优潮流(OPF)分析、负荷调度和经济高效调度是电力设施设计和运行的关键工具。为了确定电网稳定状态的证据,需要进行最优潮流分析。本文提出了一种新的优化方法——可行优解法蛾焰优化(SH-MFO)来解决最优潮流问题。作为MATLAB开发的一部分,SH-MFO在IEEE-30总线标准实验结构网络上实现。与其他算法产生的可靠结果相比,目前采用SH-MFO的研究估计,最小化不同燃料的发电和排放成本为48.6827美元/小时,最终证明这是最优值。分析比较算法建议的最差选项,每小时节省资金0.9873%。基于仿真结果,SH-MFO方法为最优潮流问题提供了一种改进的、有效的优化算法。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Emission and Valve Point Loading Cost Using Superiority of Feasible Solutions-Moth Flame Optimization
The optimal power flow (OPF) the most crucial instrument for power facility design and performance is analysis, load scheduling, and cost-effective dispatch. To determine the evidence of a steady state for a power system network, an optimal power flow analysis is required. This study introduces a novel optimization method called Superiority of Feasible Solutions-Moth Flame Optimization (SH-MFO) to answer the optimal power flow problem. As part of the MATLAB development, SH-MFO is implemented on the IEEE-30 bus standard experiment structure network. When compared to the reliable outcomes produced by other algorithms, the current study employing SH-MFO estimates a Generation and Emission Costs $ 48.6827 $/h for minimizing the different fuels, which ultimately proves to be the best value. Analyze the poorest options suggested by the comparison algorithm, it saves money by 0.9873 % per hour. Based on simulation results, the SH-MFO method provides an improved and effective optimization algorithm for optimal power flow problems.
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