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HEAT TRANSFER AND FLUID FLOW IN POROUS MEDIA WITH TWO EQUATIONS NON-DARCIAN MODEL

机译:多孔介质中的传热和流体流动,具有两个方程非Darcian模型

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In the present study criterion for local thermal equilibrium assumption is studied. It concerns with the fluid flow and heat transfer between two parallel plates filled with a saturated porous medium under non-equilibrium condition. A two-equation model is utilized to represent the fluid and solid energy transport. Numerical Finite Volume Method has been developed for solving coupled energy equations and the Non-Darcian effects are considered for description of momentum equation. The effects of suitable non dimensional parameters as Peclet number and conductivity ratio has been studied thoroughly. A suitable non dimensional equation proposed in wide range of Peclet number and conductivity ratio. This equation shows the temperature difference between solid and fluid phases.
机译:在本研究中,研究了局部热平衡假设的标准。它涉及在非平衡条件下填充有饱和多孔介质的两个平行板之间的流体流动和热传递。使用双等式模型来表示流体和固体能量传输。已经开发了用于求解耦合能量方程的数值有限体积方法,并且考虑了用于动量方程描述的非Darcian效应。彻底研究了合适的非尺寸参数作为PECLET数和电导率的影响。在广泛的PECLET数和电导率中提出的合适的非维度方程。该方程显示了固体和流体相之间的温差。

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