基于级联输入/结构直接优化的传感器单元太阳能预测最优神经网络

J. Sensors Pub Date : 2022-08-22 DOI:10.1155/2022/7273469
M. Al-Omary, R. Aljarrah, Aiman Albatayneh, Khaled Alzaareer, Ahmad M. A. Malkawi, Hussamaldeen Jaradat
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引用次数: 4

摘要

传感器单元被认为是利用太阳能作为电池辅助电源的重要技术之一。尽管与其他形式的可再生能源相比,太阳能具有优势,但它具有间歇性,这对这些装置的运行产生了负面影响。达到有效的操作,确保可持续的单位需要预先预测所收集的太阳能。人工神经网络(ANNs)最近作为一种很有前途的预测方法出现在这些单元中。这是由于与传统的随机和统计方法相比,该方法具有较高的准确性。到目前为止,适合传感器单元的最优神经网络还没有得到精确的确定。本文的目的是寻找应用于太阳能传感器单元的最优神经网络。这是通过应用级联输入/结构直接优化来实现的。优化过程处理精度、计算量和复杂性方面的问题。它主要确定将在第一阶段用作输入的参数的类型和数量。然后,通过寻址隐藏层和隐藏神经元的数量来优化结构。对5年期间的预测实际数据进行了相应的分析。结果表明,采用空气温度(AT)、相对湿度(RH)和天顶角(θ z) 3个输入参数可获得最优神经网络。对于这种结构,我们认为最优的人工神经网络应该有两个隐含层,每个隐含层有10个神经元。最后,对所提出的最优人工神经网络进行了验证,将相关预测误差降至2%以下。
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Optimal Neural Network for Predicting Solar Energy in Sensor Units Based on a Cascaded Input/Structure Direct Optimization
The sensor units are considered one of the significant technologies that use solar energy as an assistant power source to the batteries. Despite their advantages over the other forms of renewables, solar energy has an intermittent nature which negatively affects the operation of these units. Reaching an effective operation ensuring sustainable units requires a prior prediction of the harvested solar energy. Artificial neural networks (ANNs) appeared recently as a promising prediction approach with those units. This is attributed to the high accuracy compared to the conventional stochastic and statistical ones. Till now, the optimal neural network that fits with sensor units has not been precisely determined. This paper is aimed at finding the optimal neural network that would be applied with solar-supplied sensor units. This is performed by applying a cascaded input/structure direct optimization. The optimization process handles the aspects of accuracy, computational efforts, and complexity. It mainly identifies the type and number of parameters that would be utilized as inputs in the first stage. Then, it optimizes the structure by addressing the number of hidden layers and hidden neurons. The corresponding analysis has been implemented for premeasured real data over five-year time period. The results showed that the optimal neural network can be achieved by using three input parameters which are the air temperature (AT), the relative humidity (RH), and the zenith angle ( θ z ). For the structure, it has been concluded that the proposed optimal ANN should have two hidden layers with ten neurons in each of them. Lastly, the proposed optimal ANN was verified against the associated prediction error which is minimized to less than 2%.
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