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Application of neural networks modeling to environmentally global climate change at San Joaquin Old River Station

机译:神经网络建模在圣华金老河站全球环境变化中的应用

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The present study focuses on temperature variations during the past 21 years (1990-2010) using data obtained from San Joaquin River (Old River Station), to calculate the rate of temperature variation. The rate of temperature change (R) is calculated by adding up the difference between each year's mean temperature and that of the previous years. According to our calculation R equals to 0.0354 °C/year, which means that if the local conditions would exist, we will have 3.54 °C temperature rise withinthe next 100 years. Using the resource we calculated mean temperature for the past 21 years, which was equal to 17.12 °C, meaning that the mean temperature of the year 2100 will be around 20.5 °C, which will be incredibly high. We also made an ANN model (and ran it using MATLAB) to regenerate the missing data. The model is a feed-forward network with back propagation neurons trained by the Levenberg-Marquardt algorithm, with 4 layers containing 25 neurons. After making the model and before using it, we tested the model with existing data and compared the results that showed unexpected high correlation of 99 %.
机译:本研究使用从圣华金河(旧河站)获得的数据,着眼于过去21年(1990-2010年)的温度变化,以计算温度变化率。温度变化率(R)是通过将每年的平均温度与前几年的平均温度之差相加得出的。根据我们的计算,R等于0.0354°C /年,这意味着如果存在当地条件,那么未来100年内我们将有3.54°C的温度上升。使用该资源,我们计算出过去21年的平均温度,等于17.12°C,这意味着2100年的平均温度将约为20.5°C,这将是非常高的。我们还制作了一个ANN模型(并使用MATLAB运行它)来重新生成丢失的数据。该模型是一个前馈网络,其中包含由Levenberg-Marquardt算法训练的反向传播神经元,其中包含25个神经元的4层。在制作模型之后和使用模型之前,我们使用现有数据对模型进行了测试,并比较了显示出意外高相关性(99%)的结果。

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