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A phase-field-lattice Boltzmann method for modeling motion and growth of a dendrite for binary alloy solidification in the presence of melt convection

机译:相场晶格玻尔兹曼法用于模拟熔体对流下二元合金凝固枝晶的运动和生长

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In this study, a combination of the lattice Boltzmann method (LBM) and the phase-field method (PFM) is used for modeling simultaneous growth and motion of a dendrite during solidification. PFM is used as a numerical tool to simulate the morphological changes of the solid phase, and the fluid flow of the liquid phase is described by using LBM. The no-slip boundary condition at the liquid-solid interface is satisfied by adding a diffusive-forcing term in the LBM formulation. The equations of motion are solved for tracking the translational and rotational motion of the solid phase. The proposed method is easily implemented on a single Cartesian grid and is suitable for parallel computation. Two-dimensional benchmark computations show that the no-slip boundary condition and the shape preservation condition are satisfied in this method. Then, the present method is applied to the calculation of dendritic growth of a binary alloy under melt convection. Initially, the solid is stationary, and then, the solid moves freely due to the influence of fluid flow. Simultaneous growth and motion are effectively simulated. As a result, it is found that motion and melt convection enhance dendritic growth along the flow direction. (C) 2015 Elsevier Inc. All rights reserved.
机译:在这项研究中,晶格玻尔兹曼方法(LBM)和相场方法(PFM)的组合用于模拟凝固过程中枝晶的同时生长和运动。使用PFM作为数值工具来模拟固相的形态变化,并使用LBM描述液相的流体流动。通过在LBM公式中添加扩散强迫项,可以满足液固界面处的防滑边界条件。解决了运动方程,以跟踪固相的平移和旋转运动。所提出的方法易于在单个笛卡尔网格上实现,并且适合于并行计算。二维基准计算表明,该方法满足滑移边界条件和形状保持条件。然后,将本方法应用于熔体对流下二元合金的枝晶生长计算。最初,固体是固定的,然后,由于流体流动的影响,固体自由移动。有效地模拟了同时生长和运动。结果,发现运动和熔体对流增强了沿流动方向的树枝状生长。 (C)2015 Elsevier Inc.保留所有权利。

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