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SARIMA Model Forecasting of Short-Term Electrical Load Data Augmented by Fast Fourier Transform Seasonality Detection

机译:Sarima模型预测短期电负载数据通过快速傅里叶变换季节性检测增强

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In this study, Seasonal Autoregressive Integrated Moving Average (SARIMA) model is used to forecast short term electric load data. It is known that electrical load data is affected by weather conditions, therefore the electrical load data will have a seasonal component. For this reason, representing this data in the frequency spectrum domain will reflect the exact seasonal time. As such, Fast Fourier Transformation algorithm (FFT) has been used to detect the existence of the seasonal component in the time series of hourly electrical load data. The FFT technique gives a clear view of the behavior of the time series, which shows the three main components located at frequencies f1 = 3.17 e-8 Hz, fz=1.157e-5 Hz, and f3=2.315 e-5 Hz. The component that is located at f2=1.157e-5 Hz has a significant amplitude and tends to repeat itself every 24 hours. The model that has been selected to forecast one week ahead of the electrical load data is SARIMA (6,1,1) (4,1,1). Most of the predicted values fall into the 95% of confidence interval. The P-values for Ljung-Box statistic indicate that of P-values are higher than 5%. Unlike other techniques, FFT technique offers a quick view of the data behavior with high accuracy.
机译:在本研究中,季节性自回归综合移动平均(Sarima)模型用于预测短期电负载数据。已知电负载数据受天气条件影响,因此电负载数据将具有季节性分量。因此,在频谱域中表示该数据将反映确切的季节性时间。因此,快速傅里叶变换算法(FFT)已被用于检测时序序列的时序组件的存在。 FFT技术可以清楚地了解时间序列的行为,其示出了位于频率f的三个主要组件 1 = 3.17 E. -8 Hz,F. z = 1.157e. -5 Hz和f 3 = 2.315 E. -5 赫兹。位于f的组件 2 = 1.157e. -5 Hz具有显着的振幅,并且往往每24小时重复一次。已经选择的模型预测到电负载数据前一周是Sarima(6,1,1)(4,1,1)。大多数预测值落入了置信区间的95%。 Ljung-Box统计的p值表明p值的p值高于5%。与其他技术不同,FFT技术以高精度提供了快速查看数据行为。

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