将天气模式整合到机器学习模型中,以改善斯里兰卡的电力需求预测

S.P.M. Abeywickrama, P. D. Dinesh Asanka
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引用次数: 0

摘要

随着时间的推移,斯里兰卡的电力需求预计将稳步增长。规划未来需求和确保充足的电力供应是一项重大挑战。为了保证不间断的电力供应,准确预测未来需求是至关重要的。以往的研究探索了天气因素与电力需求之间的相关性,目的是准确预测需求值。因此,本研究的目的是通过考虑天气模式的影响来预测斯里兰卡的每月电力需求。在本研究中,考虑了降雨、湿度和温度天气参数以及历史月度需求数据。确定最关键的天气变量是基于它们与电力需求数据的相关性。在过去十年中,各种技术被用于预测电力需求。然而,以往研究的局限性在于它们未能将过去的天气数据与电力需求数据结合起来。本研究解决了这一差距。本研究使用向量自回归(VAR)和长短期记忆(LSTM)模型来预测斯里兰卡各区的月电力需求。通过比较业绩指标,包括均方根误差、均方误差、平均绝对误差和平均绝对百分比误差,VAR模型显示出较低的值。因此,VAR模型被认为是最适合结合天气变量预测月电力需求的模型。
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Integrating Weather Patterns into Machine Learning Models for Improved Electricity Demand Forecasting in Sri Lanka
The electricity demand in Sri Lanka is expected to increase steadily over time. Planning for future demand and ensuring an adequate electricity supply poses a significant challenge. It is crucial to accurately forecast future demand in order to maintain an uninterrupted power supply. Previous studies have explored the correlation between weather factors and electricity demand with the aim of accurately predicting demand values. Thus, the objective of this study is to forecast the monthly electricity demand in Sri Lanka, by considering the influence of weather patterns. In this study, rainfall, humidity, and temperature weather parameters, along with historical monthly demand data, are taken into consideration. The identification of the most crucial weather variables is based on their correlation with electricity demand data. Various techniques have been employed for forecasting electricity demand over the past decade. However, the limitation of previous studies lies in their failure to incorporate past weather data alongside electricity demand data. This gap is addressed in the present study. This study used Vector Auto Regression (VAR) and Long Short-Term Memory (LSTM) models to forecast monthly electricity demand in each district of Sri Lanka. The VAR model demonstrated lower values by comparing the performance metrics, including Root Mean Square Error, Mean Square Error, Mean Absolute Error, and Mean Absolute Percentage Error. As a result, the VAR model was chosen as the most suitable model for forecasting monthly electricity demand by incorporating weather variables.
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