Parameters Extraction of a Photovoltaic Cell Model Using a Co-evolutionary Heterogeneous Hybrid Algorithm

I. A. Ibrahim, M. J. Hossain, B. Duck, A. Badar
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引用次数: 3

Abstract

This paper proposes a new hybrid algorithm with a combination between the wind driven optimization (WDO) algorithm and the differential evolution with integrated mutation per iteration (DEIM) algorithm. The proposed algorithm, a wind driven optimization based on differential evolution with integrated mutation per iteration (WDO-based on DEIM) algorithm, is utilized to extract the unknown parameters in both of a single-diode photovoltaic (PV) cell model and a double-diode PV cell model. To show the effectiveness of the proposed model, its performance is validated internally by comparing the generated current-voltage (I-V) characteristic curves by the proposed algorithm with the actual I-V characteristic curves, and externally with those obtained by the WDO and DEIM algorithms. The results show the superiority of the proposed model. According to the normalized-root-mean-square error (nRMSE), the mean absolute percentage error (MAPE) and the coefficient of determination ($R^{2}$) of the achieved results, the proposed WDO-based on DEIM algorithm outperforms the aforementioned algorithms. Finally, the average efficiency of the WDO-based on DEIM algorithm is 95.31%, while it is 81.08% for the WDO algorithm and 88.37% for DEIM algorithm in the single-diode PV cell model. While, it is 96.78% based on WDO-based on DEIM algorithm and it is 92.30% for the WDO algorithm and 91.42% for DEIM algorithm in the double-diode PV cell model.
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基于协同进化异构混合算法的光伏电池模型参数提取
本文提出了一种将风力优化(WDO)算法与差分进化(DEIM)算法相结合的混合算法。提出了一种基于差分进化和每迭代集成突变的风力优化算法(WDO-based on DEIM),用于提取单二极管光伏电池模型和双二极管光伏电池模型中的未知参数。为了证明所提出模型的有效性,内部通过将所提出算法生成的电流-电压(I-V)特征曲线与实际的I-V特征曲线进行比较,外部通过与WDO和DEIM算法得到的特征曲线进行比较来验证其性能。结果表明了该模型的优越性。从所得结果的归一化均方根误差(nRMSE)、平均绝对百分比误差(MAPE)和决定系数($R^{2}$)来看,本文提出的基于DEIM的wdo算法优于上述算法。最后,基于DEIM算法的WDO平均效率为95.31%,而在单二极管光伏电池模型中,WDO算法和DEIM算法的平均效率分别为81.08%和88.37%。而在双二极管光伏电池模型中,基于DEIM算法的WDO和DEIM算法的准确率分别为96.78%和92.30%。
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