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A Diffuse-Interface Lattice Boltzmann Method for the Dendritic Growth with Thermosolutal Convection
Authors:Chengjie Zhan  Zhenhua Chai  Baochang Shi  Ping Jiang  Shaoning Geng & Dongke Sun
Abstract:In this work, we proposed a diffuse-interface model for the dendritic growthwith thermosolutal convection. In this model, the sharp boundary between the fluidand solid dendrite is firstly replaced by a thin but nonzero thickness diffuse interface,which is described by the order parameter, and the diffuse-interface based governingequations for the dendritic growth are presented. To solve the model for the dendriticgrowth with thermosolutal convection, we also developed a diffuse-interface multi-relaxation-time lattice Boltzmann (LB) method. In this method, the order parameterin the phase-field equation is combined into the force caused by the fluid-solid interaction, and the treatment on the complex fluid-solid interface can be avoided. In addition, four LB models are designed for the phase-field equation, concentration equation, temperature equation and the Navier-Stokes equations in a unified framework.Finally, we performed some simulations of the dendritic growth to test the presentdiffuse-interface LB method, and found that the numerical results are in good agreements with some previous works.
Keywords:Dendritic growth   diffuse interface   lattice Boltzmann method   phase-field method.
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