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Very Short term Wind Power Prediction Using Hybrid Univariate ARIMA-GARCH Model

机译:基于混合单变量ARIMA-GARCH模型的短期风电功率预测

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The integration of wind power generation with the grid reflects many challenges to the utility and market operators. For this purpose, very short-term Wind Power Prediction (WPP) has become an indispensable requirement for efficient power systems operations. Typically, statistical time series models like Autoregressive Integrated Moving Average (ARIMA) is widely used for WPP. Although ARIMA is capable of capturing conditional mean appropriately. However, it does not cover the time-varying volatility present in wind power. Hence, for more precise parameter estimation and forecasting, this paper utilizes the Generalized Autoregressive Conditional Heteroskedasticity (GARCH) model. To fortify the forecasting model, this paper proposes a Hybrid ARIMA-GARCH model, incorporating the assets of ARIMA and GARCH model, for forecasting of wind power. The proposed model combines the ARIMA based conditional mean forecast and GARCH based conditional variance forecast. The propounded model is implemented on three wind farms located in Australia. The simulation results obtained shows that the proposed model works better than conventional ARIMA Model in term of Mean Absolute Error (MAE) and Root Mean Square Error (RMSE).
机译:风力发电与电网的整合向公用事业和市场运营商反映了许多挑战。为此,非常短的风能预测(WPP)已成为高效电力系统运行必不可少的要求。通常,WPP广泛使用统计时间序列模型,例如自回归综合移动平均值(ARIMA)。尽管ARIMA能够适当地捕获条件均值。但是,它不能涵盖风力发电中随时间变化的波动性。因此,为了进行更精确的参数估计和预测,本文使用了广义自回归条件异方差(GARCH)模型。为了加强预测模型,本文提出了一种结合ARIMA和GARCH模型的资产的ARIMA-GARCH混合模型,用于风电功率的预测。所提出的模型结合了基于ARIMA的条件均值预测和基于GARCH的条件方差预测。提出的模型在位于澳大利亚的三个风电场中实施。仿真结果表明,该模型在平均绝对误差(MAE)和均方根误差(RMSE)方面均优于传统的ARIMA模型。

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