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The research on electric load forecasting based on nonlinear gray bernoulli model optimized by cosine operator and particle swarm optimization

机译:基于余弦算子和微粒群优化的非线性灰色伯努利模型的电力负荷预测研究

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摘要

According to the characteristics of the power system with nonlinear operation, this paper analyzed the application limitations of traditional gray model. This study processed original data sequence with Cosine function, which could weaken the influence of outliers, improve the smoothness of the sequence and reduce reduction error. The particle swarm optimization algorithm was employed to optimize the parameter r and the background value structure coefficient a in nonlinear gray bernoulli model with the purpose of searching for the optimal parameters of the model, which could make up for the insufficient caused by given the parameters on experience. Finally, this paper discussed the implementation process of the optimized model. The history load data of Beijing grid was applied to inspect the forecasting effect of the optimized model. The numerical results and error analysis illustrated that the model has a favorable prediction effect and wide applications.
机译:根据非线性运行的电力系统的特点,分析了传统灰色模型的应用局限性。本研究利用余弦函数处理原始数据序列,可以减弱离群值的影响,提高序列的平滑度,减少归约误差。为了寻找模型的最优参数,采用粒子群优化算法对非线性灰色伯努利模型中的参数r和背景值结构系数a进行了优化,可以弥补由于给定的参数导致的不足。经验。最后,本文讨论了优化模型的实现过程。利用北京电网的历史负荷数据,检验了优化模型的预测效果。数值结果和误差分析表明,该模型具有良好的预测效果和广泛的应用前景。

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