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FEM for the 3-D analysis of conjugate conduction-convection heat transfer in cross-flow micro heat exchangers

机译:有限元法用于横流式微型热交换器中共轭传导-对流换热的3-D分析

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Purpose - The purpose of this paper is to develop a simplified but accurate finite element procedure for the analysis of the conjugate conduction-convection heat transfer in cross-flow micro heat exchangers. Design/methodology/approach - The velocity fields in single microchannels are calculated by solving the parabolised form of the momentum equations and later mapped onto the three-dimensional grid, corresponding to an appropriate portion of the micro heat exchanger, which is used for the solution of the energy equation in its elliptic form. To allow the use of finite elements elongated in the flow direction, layers of perpendicular microchannels can be meshed independently with grids that do not match at the common interface (domain decomposition). Findings - An original and easy-to-implement method has been developed to deal with non-matching grids. Computed results show that increasing the number of microchannels per layer yields relative pressure drop increments that are larger than those displayed by the relative heat flow rates. Research limitations/implications - The simplified procedure requires the assumption of constant thermophysical properties. The adopted domain decomposition technique yields non-symmetric system matrices. Practical implications - The procedure can be very useful in the design of cross-flow micro heat exchangers. Originality/value - The finite element procedure described in the paper requires only limited computational resources for the analysis of the conjugate conduction-convection heat transfer in cross-flow micro heat exchangers with a large number of microchannels per layer.
机译:目的-本文的目的是开发一种简化而精确的有限元程序,用于分析错流微热交换器中的共轭传导-对流换热。设计/方法/方法-通过求解动量方程的抛物线形式来计算单个微通道中的速度场,然后将其映射到三维网格上,该三维网格对应于微热交换器的适当部分,用于求解椭圆形式的能量方程式为了允许使用在流动方向上拉长的有限元,垂直微通道的层可以独立地与在公共界面处不匹配的网格啮合(域分解)。发现-已经开发出一种原始且易于实现的方法来处理不匹配的网格。计算结果表明,增加每层微通道的数量会产生相对压降增量,该增量大于相对热流速率所显示的相对压降增量。研究的局限性/意义-简化程序需要假设恒定的热物理性质。采用的域分解技术产生非对称系统矩阵。实际意义-该程序在错流微型热交换器的设计中可能非常有用。原创性/价值-本文所述的有限元程序仅需要有限的计算资源即可分析每层具有大量微通道的错流微热交换器中的共轭传导-对流传热。

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