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Improved multiple linear regression based models for solar collectors

机译:改进的基于多线性回归的太阳能收集器模型

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Mathematical modelling is the theoretically established tool to investigate and develop solar thermal collectors as environmentally friendly technological heat producers. In the present paper, the recent and accurate multiple linear regression (MLR) based collector model in Ref. [1] is empirically improved to minimize the modelling error. Two new, improved models called IMLR model and MPR model (where MPR is the abbreviation of multiple polynomial regression) are validated and compared with the former model (MLR model) based on measured data of a real collector field. The IMLR and the MPR models are significantly more precise while retaining simple usability and low computational demand. Many attempts to decrease the modelling error further show that the gained precision of the IMLR model cannot be significantly improved any more if the regression functions are linear in terms of the input variables. In the MPR model, some of the regression functions are nonlinear (polynomial) in terms of the input variables. (C) 2016 Elsevier Ltd. All rights reserved.
机译:数学建模是研究和开发太阳能热收集器作为环境友好型技术热源的理论上建立的工具。在本文中,参考文献中基于最新且精确的多元线性回归(MLR)的收集器模型。 [1]在经验上得到了改进,以最大程度地减少建模误差。验证了两个新的改进模型,称为IMLR模型和MPR模型(其中MPR是多项式回归的缩写),并根据实际收集器场的测量数据与前一个模型(MLR模型)进行了比较。 IMLR和MPR模型显着更精确,同时保留了简单的可用性和较低的计算需求。减少建模误差的许多尝试进一步表明,如果回归函数在输入变量方面是线性的,则无法再进一步显着提高IMLR模型的精度。在MPR模型中,就输入变量而言,某些回归函数是非线性的(多项式)。 (C)2016 Elsevier Ltd.保留所有权利。

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