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Forecasting of Wind Speed in Malang City of Indonesia using Adaptive Neuro-Fuzzy Inference System and Autoregressive Integrated Moving Average Methods

机译:应用自适应神经模糊推理系统和自回归综合移动平均法的印度尼西亚玛琅市风速预测

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Wind energy power (WEP) is currently one of the generating technologies that could be implemented massively due to its low environmental impact and abundant resources. However, the availability of the wind always changes depending on the weather condition, such that the power system should be designed properly to adopt the intermittence of the power injection of WEP. Therefore, the wind speed forecasting is very prominent to be performed to ensure the WEP could be incorporated into the existing power system. In this paper, the proposed methods to predict the wind speed are developed based on the artificial intelligence methods i.e. Adaptive Neuro Fuzzy Inference System (ANFIS) and based on the conventional methods i.e. Auto Regressive Integrated Moving Average (ARIMA). Case study in Malang city of Indonesia has been taken to compare the performances of both methods. Some membership functions (MF) have been studied to show the performance of ANFIS. The mean absolute error (MAE) and root mean square error (RMSE) have been used as standard statistical metrics to measure the performance of ANFIS and ARIMA methods. The results show that the optimal ANFIS architecture was obtained with 85% training data and 15% testing data by using the Generalized Bell membership function with MAE of 2.1354 km/h and RMSE of 2.6333 km/h. In addition, the wind forecasting result using ARIMA has been obtained with MAE of 2.8383 km/h and RMSE of 3.4628 km/h. The ANFIS method offers better performance than ARIMA does for short-term forecasting of wind speed in terms of MAE and RMSE values.
机译:风能发电(WEP)由于其对环境的低影响和丰富的资源,目前是可以大规模实施的发电技术之一。但是,风的可用性总是根据天气状况而变化,因此应适当设计电力系统以采用WEP注入电力的间歇性方式。因此,进行风速预测非常重要,以确保WEP可以并入现有的电力系统中。在本文中,基于人工智能方法(即自适应神经模糊推理系统(ANFIS))和基于常规方法(即自回归综合移动平均值(ARIMA)),提出了建议的风速预测方法。在印度尼西亚玛琅市进行了案例研究,比较了这两种方法的性能。已经研究了一些隶属函数(MF)以显示ANFIS的性能。平均绝对误差(MAE)和均方根误差(RMSE)已用作衡量ANFIS和ARIMA方法性能的标准统计指标。结果表明,采用MAE为2.1354 km / h,RMSE为2.6333 km / h的广义Bell隶属度函数,可以得到85%的训练数据和15%的测试数据,从而获得了最佳的ANFIS体系结构。此外,使用ARIMA进行的风能预报结果获得了MAE为2.8383 km / h和RMSE为3.4628 km / h。就MAE和RMSE值而言,对于风速的短期预测,ANFIS方法的性能优于ARIMA。

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