Parameter Extraction of Single, Double, and Triple-Diode Photovoltaic Models Using the Weighted Leader Search Algorithm

IF 4.4 4区 综合性期刊 Q1 MULTIDISCIPLINARY SCIENCES Global Challenges Pub Date : 2024-04-18 DOI:10.1002/gch2.202300355
İpek Çetinbaş
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Abstract

This study presents the parameter extraction of single, double, and triple-diode photovoltaic (PV) models using the weighted leader search algorithm (WLS). The primary objective is to develop models that accurately reflect the characteristics of PV devices so that technical and economic benefits are maximized under all constraints. For this purpose, 24 models, 6 for two different PV cells, and 18 for six PV modules, whose experimental data are publicly available, are developed successfully. The second objective of this research is the selection of the most suitable algorithm for this problem. It is a significant challenge since the evaluation process requires using advanced statistical tools and techniques to determine the reliable selection. Therefore, seven brand-new algorithms, including WLS, the spider wasp optimizer, the shrimp and goby association search, the reversible elementary cellular automata, the fennec fox optimization, the Kepler optimization, and the rime optimization algorithms, are tested. The WLS has yielded the smallest minimum, average, RMSE, and standard deviation among those. Its superiority is also verified by Friedman and Wilcoxon signed-rank test based on 144 pairwise comparisons. In conclusion, it is demonstrated that the WLS is a superior algorithm in PV parameter extraction for developing accurate models.

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使用加权领跑者搜索算法提取单、双和三二极管光伏模型的参数
本研究介绍了使用加权领导者搜索算法(WLS)提取单、双和三二极管光伏(PV)模型参数的方法。主要目的是开发能准确反映光伏设备特性的模型,以便在所有约束条件下实现技术和经济效益最大化。为此,成功开发了 24 个模型,其中 6 个用于两种不同的光伏电池,18 个用于 6 个光伏组件,这些模型的实验数据都是公开的。本研究的第二个目标是为这一问题选择最合适的算法。这是一项重大挑战,因为评估过程需要使用先进的统计工具和技术来确定可靠的选择。因此,我们测试了七种全新的算法,包括 WLS、蜘蛛黄蜂优化器、虾虎联合搜索、可逆基本细胞自动机、狐狸优化、开普勒优化和 rime 优化算法。其中,WLS 的最小值、平均值、均方根误差和标准偏差都最小。基于 144 对比较的 Friedman 和 Wilcoxon 符号秩检验也验证了 WLS 的优越性。总之,WLS 在光伏参数提取方面是一种可用于开发精确模型的优越算法。
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来源期刊
Global Challenges
Global Challenges MULTIDISCIPLINARY SCIENCES-
CiteScore
8.70
自引率
0.00%
发文量
79
审稿时长
16 weeks
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