Prediction of Maximum Temperatures by Time Series and Artificial Neural Networks (Case Study: Isfahan Station)

M. Heydari, Hamed Benisi Ghadim, M. Salarian
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Abstract

Due to climate changes, global warming, and the recent drought, forecasting, checking, and analyzing maximum temperatures as one of the foremost imperative climatic parameters allows planners to plan and provide the necessary arrangements. The main reasons for checking the temperature as a parameter influencing nature are agriculture, pests, diseases, melting ice and flooding, evaporation and transpiration, and drought. Today, artificial neural networks are used to predict time series like temperature because of their feature for understanding the random mechanism of fully nonlinear and complex series. This study used data from 1953 to 2005, two methods, and multi-layer perceptron artificial neural networks with the learning algorithm after the error propagation to analyze and check the monthly maximum temperature. This issue used an input layer, five hidden layers of TANSIG, and an output layer of the pure line for artificial neural networks. The mean squared error criterion was also used to assess the results. In the following study, 70% of the total data were used as training data (RMSE = 1.8622 and MSE = 3.4677); in order to avoid the phenomenon of the over-load network, 15% of the data were used for validation data (RMSE = 1.7667 and MSE = 3.1213). The remaining 15 percent has also been used to check and test data. (RMSE = 2.134 and MSE = 4.5538). A comparison of monthly maximum temperature forecast results for 1953 and 2005 with observed data shows good agreement of the model. The overall results indicate that approximately every 64 years will add a degree to the temperature.
基于时间序列和人工神经网络的最高气温预测(以伊斯法罕站为例)
由于气候变化、全球变暖和最近的干旱,预测、检查和分析最高温度作为最重要的气候参数之一,使规划者能够规划和提供必要的安排。检查温度作为影响自然的参数的主要原因是农业,病虫害,融冰和洪水,蒸发和蒸腾以及干旱。目前,人工神经网络被用于预测温度等时间序列,因为它具有理解完全非线性和复杂序列的随机机制的特点。本研究利用1953 - 2005年的数据,采用两种方法,采用多层感知器人工神经网络,结合误差传播后的学习算法,对月最高气温进行分析和校核。本课题使用了人工神经网络的一个输入层、五个隐藏层的TANSIG和一个纯线的输出层。均方误差标准也用于评价结果。在接下来的研究中,使用总数据的70%作为训练数据(RMSE = 1.8622, MSE = 3.4677);为了避免网络超载现象,使用15%的数据作为验证数据(RMSE = 1.7667, MSE = 3.1213)。剩下的15%也被用来检查和测试数据。(RMSE = 2.134, MSE = 4.5538)。将1953年和2005年的月最高气温预报结果与实测资料进行比较,结果表明该模式与实测资料吻合较好。总体结果表明,大约每64年就会使温度升高一度。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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