马哈拉施特拉邦风速的长期相关估计和FARIMA模拟

J. Das, R. Banerjee
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引用次数: 4

摘要

在微电网等分散式发电系统的设计和运行中,太阳日照和风速的建模和预测是极其重要的。在具有不同地理特征的印度条件下,由于天气和气候的变化,风速时间动态具有高度的间歇性特征。为了准确预测不同时间下的风速,建立了风速模型。时间序列模型是最常用的建模和预测,因为它简单。它们很容易捕捉到数据的统计特性,并以合理的精度对未来几小时进行中期预测。ARMA和ARIMA等模式已经被用于风速和太阳日照数据的中期预报。分析风速资料的长期时空变异性,有助模拟与风有关的现象,并量化一个地点的长期风势。去趋势波动分析(DFA)是一种量化非平稳时间序列中长期相关性的方法。本文将分数阶自回归移动平均(FARIMA)模型应用于马哈拉施特拉邦某地一年的非平稳风速数据。该模型结合了传统的建模技术和数据的长期时间特征。模型结果提供了与给定数据的自相关属性相关的信息。中期预测结果与常规持续性模型、ARMA模型和ARIMA模型进行了比较,以突出其适用性。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Estimation of long range correlations and FARIMA modelling of wind speed in Maharashtra
Modelling and forecasting of solar insolation and wind speed are extremely important in the design and operation of decentralized power generation systems like microgrids. For Indian conditions with varied geographic features, wind speed temporal dynamics are highly characterized by intermittency, due to weather and climatic changes. Modelling of wind speed is done for accurate prediction under different time regimes. Time series models are the most commonly used, for modelling and forecasting due to its simplicity. They easily capture the statistical properties of the data, with medium term forecasting of hours to day ahead with reasonable accuracy. Models such as ARMA and ARIMA have already been used for midterm forecasting for wind speed, and solar insolation data. Analysis of long term temporal and spatial variability of wind speed data is useful for modelling wind related phenomena and quantification of long term wind potential in a location. Detrended Fluctuation Analysis (DFA) is a method to quantify long range correlations in non-stationary time series. This paper describes a Fractional Autoregressive Moving Average (FARIMA) Model applied to a non-stationary wind speed data for a year at a location in Maharashtra. This model combines conventional modelling technique with long term temporal characteristics of the data. Model results provide information related to autocorrelation properties of the given data. The midterm forecasting results are compared with conventional persistence, ARMA and ARIMA Models to highlight the application suitability.
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