A novel lattice Boltzmann model for the solid-liquid phase change with the convection heat transfer in the porous media
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文摘
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Proposed a novel LB model for the solid–liquid phase change with the convection in the porous media at the REV scale.

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An effective total enthalpy energy conservation equation is derived.

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An LB evolution equation without a phase change source term and a newly modified equilibrium distribution function are constructed.

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Temperature and heat flux continuity conditions at the interface are inherently satisfied.

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Numerical diffusion across the phase interface can be reduced by the MRT scheme.

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