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Modeling and identification of solar energy water heating system incorporating nonlinearities

机译:包含非线性的太阳能热水系统的建模与辨识

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Prediction accuracy is a fundamental modeling requirement. This work explores different models for a solar domestic water heating system located near Vina del Mar, Chile, in order to improve model prediction accuracy over some existing alternatives. The main approach is semi-physical modeling, which combines phenomenological modeling and system identification. The former helps to organize in a conceptual form the available system knowledge, and the latter allows to adjust that knowledge into a particular model structure for a working system. Thus, with semi-physical modeling we take advantage of a basic property of classical identification models: they are linear-in-the-parameters, but may contain nonlinear regressors. Hence, while physical knowledge suggests nonlinear data regressors, system identification adjusts linear weighting parameters. The models proposed here incorporate nonlinearities based on physical system knowledge and they include, among other inputs and disturbances, air wind speed (v) and air relative humidity (RH), signals not usually considered in these model structures. Specifically, this work shows model predictive accuracy of storage tanks temperature for three model types: semi-physical, state-space and, a combination of semi-physical and a feedforward neural network with one hidden layer and eight neurons. The best models found here, according to prediction accuracy, are of semi-physical nature, and are obtained using stepwise regressor elimination algorithms which retain disturbances such as v and RH. Additionally, final models are validated with classical statistical tests such as AIC and correlation analysis.
机译:预测精度是基本的建模要求。这项工作探索了位于智利比尼亚德尔马附近的家用太阳能热水系统的不同模型,以便在某些现有替代方案上提高模型预测的准确性。主要方法是半物理建模,它将现象学建模和系统识别相结合。前者有助于以概念形式组织可用的系统知识,而后者则允许将该知识调整为适用于工作系统的特定模型结构。因此,在半物理建模中,我们利用了经典识别模型的基本特性:它们是参数线性的,但可能包含非线性回归。因此,尽管物理知识提示非线性数据回归,但系统识别会调整线性加权参数。这里提出的模型基于物理系统知识并入了非线性,除其他输入和干扰外,它们还包括风速(v)和空气相对湿度(RH),这些模型结构中通常不考虑的信号。具体来说,这项工作显示了三种模型类型的储罐温度的模型预测精度:半物理模型,状态空间模型以及半物理模型和前馈神经网络的组合,其中具有一个隐藏层和八个神经元。根据预测精度,此处找到的最佳模型具有半物理性质,可以使用逐步回归消除算法获得,该算法保留了诸如v和RH之类的干扰。此外,最终模型可以通过AIC和相关分析等经典统计检验进行验证。

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