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首页> 外文期刊>International journal of numerical methods for heat & fluid flow >3D natural convection on a horizontal and vertical thermally active plate in a closed cubical cavity
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3D natural convection on a horizontal and vertical thermally active plate in a closed cubical cavity

机译:在封闭的立方腔中的水平和垂直热活性板上的3D自然对流

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摘要

Purpose - The purpose of this paper is to examine numerically the natural convection heat transfer in a cubical cavity induced by a thermally active plate. Effects of the plate size and its orientation with respect to the gravity vector on the convective heat transfer and the flow structures inside the cavity are studied and highlighted. Design/methodology/approach - The numerical code is based on the finite volume method with semi-implicit method for pressure-linked equation algorithm. The convective and diffusive terms in momentum equations are handled by adopting the power law scheme. Finally, the discretized sets of algebraic equations are solved by the line-by-line tri-diagonal matrix algorithm. Findings - The results show that plate orientation and size plays a significant role on heat transfer. Also, the heat transfer rate is an increasing function of Rayleigh number for both orientations of the heated plate. Depending on the thermal management of the plate and its application (as in electronics), the heat transfer rate is maximized or minimized by selecting appropriate parameters. Research limitations/implications - The flow is assumed to be 3D, time-dependent, laminar and incompressible with negligible viscous dissipation and radiation. The fluid properties are assumed to be constant, except for the density in the buoyancy term that follows the Boussinesq approximation. Originality/value - The present work will give some additional knowledge in designing sealed cavities encountered in some engineering applications as in aeronautics, automobile, metallurgy or electronics.
机译:目的-本文的目的是从数值上研究热活性板在立方空腔中引起的自然对流传热。研究并强调了板尺寸及其相对于重力矢量的取向对对流换热和腔内流动结构的影响。设计/方法/方法-数值代码基于有限体积方法和半隐式方法,用于压力相关方程算法。动量方程中的对流项和扩散项采用幂律方案进行处理。最后,通过逐行三对角矩阵算法求解离散的代数方程组。研究结果-结果表明,板的方向和尺寸对传热起着重要作用。同样,对于加热板的两个方向,传热速率是瑞利数的增加函数。根据板的热管理及其应用(如在电子设备中),可以通过选择适当的参数来最大化或最小化传热速率。研究的局限性/意义-假定流动是3D的,与时间有关的,层流的且不可压缩的,其粘性耗散和辐射可忽略不计。除了遵循Boussinesq逼近的浮力项中的密度外,假定流体特性是恒定的。原创性/价值-当前的工作将为设计在航空,汽车,冶金或电子领域的某些工程应用中遇到的密封腔提供更多知识。

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