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Numerical simulation of heat and mass transfer through porous solid with lattice Boltzmann method

机译:用晶格玻璃法通过多孔固体传热的数值模拟

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The heat and mass transfer through porous building envelope has an important impact on the hydrothermal performance of building enclosure, energy consumption and indoor environment. This article proposes a lattice Boltzmann method to simulate the double-diffusive mixed convection, fluid-solid conjugate heat transfer and adsorption process by porous media in an enclosure simultaneously. A double distribution lattice-Boltzmann model is established to implement heat transfer between fluid and solid and the adsorption behavior of porous media. The numerical investigations are performed at the pore scale with the considerations of interparticle, interfacial, and intraparticle heat and mass transfer characteristics. At Richardson number Ri=l.O, Lewis number Le=10, Buoyancy ratio Br=l.O, Prandtl number Pr=0.7, Grashof number Gr=104 and porosity ?0.79, investigating absorption behaviour and time consumption concluded that increasing particle size led to a
机译:通过多孔建筑包络的热量和传质对建筑物外壳,能耗和室内环境的水热性能产生了重要影响。本文提出了一种晶格Boltzmann方法,用于同时通过多孔介质模拟双扩散混合对流,流体固缀合物传热和吸附过程。建立双分配格子-Boltzmann模型,以实现流体和固体的热传递以及多孔介质的吸附行为。根据颗粒,界面和椎间粒囊泡热量和传质特性的考虑,在孔隙率上进行数值研究。在Richardson Number Ri = L.O中,Lewis Number Le = 10,浮力比Br = L.O,Prandtl Number Pr = 0.7,Grashof Number Gr = 104和孔隙度?0.79,调查吸收行为和时间消耗总结说,增加粒度导致粒度增加

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