A monolithic LBM on standard lattices recovers generalized volume-averaged equations for free-fluid and porous regions with correct pressure and convection scaling plus isotropic stress.
Chemical Engineering Science , volume =
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Low-Prandtl-number simulations show that Taylor-expansion terms neglected in upscaled heat-transfer models are significant at porous-fluid interfaces.
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Monolithic kinetic algorithm for heterogeneous porous media systems using a continuous one-domain approach
A monolithic LBM on standard lattices recovers generalized volume-averaged equations for free-fluid and porous regions with correct pressure and convection scaling plus isotropic stress.
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Influence of Prandtl number on heat transfer over a permeable wall
Low-Prandtl-number simulations show that Taylor-expansion terms neglected in upscaled heat-transfer models are significant at porous-fluid interfaces.