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An analytical comparison of four approaches to modelling the daily variability of solar irradiance using meteorological records

机译:使用气象记录对太阳辐照度日变化建模的四种方法的分析比较

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Temporal solar variability significantly affects the integration of solar power systems into the grid. It is thus essential to predict temporal solar variability, particularly given the increasing popularity of solar power generation globally. In this paper, the daily variability of solar irradiance at four sites across Australia is quantified using observed time series of global horizontal irradiance for 2003-2012. It is shown that the daily variability strongly depends on sky clearness with generally low values under a clear or overcast condition and high values under an intermittent cloudiness condition. Various statistical techniques are adopted to model the daily variability using meteorological variables selected from the ERA-Interim reanalysis as predictors. The nonlinear regression technique (i.e. random forest) is demonstrated to perform the best while the performance of the simple analog method is only slightly worse. Among the four sites, Alice Springs has the lowest daily variability index on average and Rock-hampton has the highest daily variability index on average. The modelling results of the four sites produced by random forest have a correlation coefficient of above 0.7 and a median relative error around 40%. While the approach of statistical downscaling from a large spatial domain has been applied for other problems, it is shown in this study that it generally suffices to use only the predictors at a single near point for the problem of solar variability. The relative importance of the involved meteorological variables and the effects of clearness on the modelling of the daily variability are also explored.
机译:太阳的时间变化会严重影响太阳能系统并入电网。因此,预测太阳能的时间变化至关重要,特别是考虑到全球范围内太阳能发电的日益普及。在本文中,使用观察到的2003-2012年全球水平辐照时间序列,对澳大利亚四个站点的太阳辐照度的日变化进行了量化。结果表明,日变化主要取决于天空的晴朗度,在晴朗或阴天的条件下通常较低,而在间歇性阴天条件下则较高。采用各种统计技术来模拟每日变化,使用从ERA中期再分析中选择的气象变量作为预测变量。非线性回归技术(即随机森林)表现最佳,而简单模拟方法的性能仅稍差。在这四个地点中,爱丽斯泉(Alice Springs)的日变化率平均值平均最低,而罗克汉普顿(Rock-hampton)的日变化率平均值最高。随机森林产生的四个地点的模拟结果的相关系数大于0.7,中位相对误差约为40%。尽管从大空间域进行统计缩减的方法已应用于其他问题,但这项研究表明,通常只需要在单个近点使用预测变量即可解决太阳变化问题。还探讨了所涉及的气象变量的相对重要性以及清晰度对日变率建模的影响。

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