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The Theoretical Analysis of Mass and Energy Flow Through Solar Collector – Chimney System

机译:通过太阳能集热器-烟囱系统的质量和能量流的理论分析

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The goal of the paper was to simplify the designing process for mass and energy flow through solar collector - chimney system. Theoretical analysis allowed to get involved system of three nonlinear analytical equations in dimensionless forms that have been saved. Dimensionless numbers for the problem are well known in the literature on fluid mechanics and thermodynamics: Reynolds, Grashof, Galileo, Biot and Prandtl. In the analyzed equations are also dimensionless geometric parameters expressing the ratios of basic geometrical dimensions of the collector system-chimney: the radius disc collector to the thickness gap, the height and radius of the chimney. In the system of equations, the Reynolds number is treated as the determined number, which is a novelty of the method used.
机译:本文的目的是简化通过太阳能集热器-烟囱系统的质量和能量流的设计过程。通过理论分析,可以保存三个无量纲形式的三个非线性分析方程组。关于该问题的无量纲数字在有关流体力学和热力学的文献中是众所周知的:雷诺兹,格拉索夫,伽利略,比奥和普朗特。在分析的方程中,还有无量纲的几何参数,表示收集器系统-烟囱的基本几何尺寸的比值:半径圆盘收集器与厚度间隙,烟囱的高度和半径。在方程组中,雷诺数被视为确定的数,这是所用方法的新颖之处。

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