One-domain approach for heat transfer between a porous medium and a fluid

Carlos G. Aguilar-Madera; Francisco J. Valdés-Parada; Benoît Goyeau; J. Alberto Ochoa-Tapia

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One-domain approach for heat transfer between a porous medium and a fluid

机译：在多孔介质和流体之间进行热传递的单域方法

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摘要

The purpose of this work is to investigate the extents of the local thermal equilibrium (LTE) assumption at the fluid-porous medium boundary (i.e., in a heterogeneous region). The analysis is performed in terms of the one-domain approach. Therefore, we posed and solved the associated closure problems in order to compute the spatial dependence of the effective coefficients at the fluid-porous medium boundary. Steady-state comparisons with direct numerical simulations evidence that the LTE is, in general, justifiable everywhere in the system, i.e., in both homogeneous and heterogeneous regions.

机译：这项工作的目的是研究在流体-多孔介质边界（即在异质区域）的局部热平衡（LTE）假设的程度。分析是根据单域方法进行的。因此，我们提出并解决了相关的封闭问题，以便计算有效系数在流体-多孔介质边界的空间依赖性。与直接数值模拟的稳态比较表明，LTE通常在系统中的任何地方，即在同质和异质区域都是合理的。

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来源
《International Journal of Heat and Mass Transfer》 |2011年第10期|p.2089-2099|共11页
作者
Carlos G. Aguilar-Madera; Francisco J. Valdés-Parada; Benoît Goyeau; J. Alberto Ochoa-Tapia;
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作者单位

División de Ciencias Básicas e lngenierîa, Universidad Autónoma Metropolitana-Iztapalapa, Apartado Postal 55-534, 09340 México D.F., Mexico;

División de Ciencias Básicas e lngenierîa, Universidad Autónoma Metropolitana-Iztapalapa, Apartado Postal 55-534, 09340 México D.F., Mexico;

EM2C, UPR-CNRS 288, Ecole Centrale Paris, Grande Voie des Vignes, 92295 Châtenay-Malabry, Cedex, France;

División de Ciencias Básicas e lngenierîa, Universidad Autónoma Metropolitana-Iztapalapa, Apartado Postal 55-534, 09340 México D.F., Mexico;

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收录信息美国《科学引文索引》(SCI);美国《工程索引》(EI);
原文格式 PDF
正文语种 eng
中图分类
关键词
one-domain approach; local thermal equilibrium model; non-local thermal equilibrium model; fluid-porous medium boundary; closure problem;

机译：一域方法;局部热平衡模型;非局部热平衡模型;流体-介质边界;封闭问题;

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专利

1. Diffusive mass transport in the fluid-porous medium inter-region: Closure problem solution for the one-domain approach [J] . Valdes-Parada FJ, Ochoa-Tapia JA, Alvarez-Ramirez J Chemical Engineering Science . 2007,第21期

机译：流体-多孔介质中间区域的扩散质量传输：单域方法的封闭问题解决方案
2. Soret effects on simultaneous heat and mass transfer in MHD viscous fluid through a porous medium with uniform heat flux and Atangana-Baleanu fractional derivative approach [J] . Asjad Muhammad Imran, Miraj Fizza, Khan Ilyas European Physical Journal Plus . 2018,第6期

机译：用均匀热通量和Atangana-Baleanu分数衍生法通过多孔介质在MHD粘性流体中同时热量和传质的同步热量和传质
3. Convective Heat Transfer Of A Viscous Heat generating Fluid Through A Porous Medium In An elliptic Duct-a Finite Element Approach [J] . P, REDOAIAH, M, Acta Ciencia Indica. Mathematics . 2008,第2期

机译：椭圆形管道中粘性发热流体通过多孔介质的对流换热-有限元方法
4. One-Domain Approach for Heat Transfer At The Fluid-Porous Medium Inter-Region [C] . Carlos G. Aguilar-Madera, Francisco J. Valdes-Parada, Benoit Goyeau, International Conference on Porous Media and Its Applications in Science, Engineering, and Industry . 2010

机译：流体多孔介质间的传热的单域方法
5. Mechanism of nucleate boiling heat transfer in heater sizes, working fluids, and micro-porous surface effects. [D] . Kim, Joo Han. 2001

机译：加热器尺寸，工作流体和微孔表面效应中成核沸腾传热的机理。
6. Hydromagnetic Flow and Heat Transfer over a Porous Oscillating Stretching Surface in a Viscoelastic Fluid with Porous Medium [O] . Sami Ullah Khan, Nasir Ali, Zaheer Abbas 2010

机译：含多孔介质的粘弹性流体中的多孔振荡拉伸表面上的电磁流动和传热
7. One-Domain Approach for Heat Transfer At The Fluid-Porous Medium Inter-Region [O] . Francisco J. Valdes-parada, Carlos G Aguilar-madera, Benoît Goyeau, 2010

机译：流体多孔介质区域间传热的单域方法

One-domain approach for heat transfer between a porous medium and a fluid

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