Thermal Management for Natural Convection within Porous Enclosures

Q4 Energy
Vijaya Kumara V M, Aswatha, Vignesh Kumar, Tejus R Mandal, Shankar V
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引用次数: 0

Abstract

Various simulations and numerical studies have been carried out for free convection heat transfer of a square enclosure filled with porous matrix for sinusoidal and uniform heating conditions also varying Rayleigh values from 1 to 500 by using a mathematical finite element simulation. The porous media chosen for this research is saturated water medium (H2O).The enclosure properties have been predefined as follows: The top and base walls of the enclosure are made adiabatic, whereas the right wall is kept at a steady cold temperature. The hot left wall is treated at varying temperatures. The Nusselt values as well as mean Nusselt values have been quantified for the aforementioned values. It has been observed that the mean Nusselt values rise with the surge in Rayleigh values. For the Rayleigh value of 500, we found that uniform heating condition showed larger values of streamline function when compared to Sinusoidal heating conditions. These simulations were performed by considering a Solar Fresnel as a real-world example. We hope that scholars and engineers collectively working on enhancing or aspiring to numerically model the thermal exchange through a square enclosure filled porous matrix will benefit from the information provided in this research article.
多孔外壳内自然对流的热管理
利用数学有限元模拟方法,在均匀加热条件下,在瑞利值从1到500范围内变化的正弦条件下,对多孔矩阵填充方形围护体的自由对流换热进行了各种模拟和数值研究。本研究选用的多孔介质为饱和水介质(H2O)。外壳的性能已预先定义如下:外壳的顶部和底部墙壁是绝热的,而右侧墙壁保持稳定的低温。热的左壁在不同的温度下处理。Nusselt值和平均Nusselt值已被量化为上述值。已经观察到,平均努塞尔值随着瑞利值的激增而上升。当Rayleigh值为500时,我们发现均匀加热条件下的流线函数值比正弦加热条件下的流线函数值更大。这些模拟是通过考虑太阳菲涅耳作为现实世界的例子来进行的。我们希望学者和工程师们共同致力于增强或渴望通过填充多孔矩阵的方形外壳进行热交换的数值模拟,将从本文提供的信息中受益。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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来源期刊
Journal of Mines, Metals and Fuels
Journal of Mines, Metals and Fuels Energy-Fuel Technology
CiteScore
0.20
自引率
0.00%
发文量
101
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