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Analysis of solidification of a semitransparent planar layer using the lattice Boltzmann method and the discrete transfer method

机译:用格子玻尔兹曼法和离散转移法分析半透明平面层的凝固

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This article deals with the analysis of solidification of a semitransparent material. The solidification was assumed to occur at a range of temperatures and thus the presence of a mushy zone was considered. The governing energy equation in terms of an enthalpy formulation was considered. The equivalence of the enthalpy-based governing equation in the continuum approach was derived for the lattice Boltzmann method (LBM). The radiative component of the energy equation in the LBM formulation was computed using the discrete transfer method. The LBM formulation was first validated by solving solidification of a radiatively opaque planar material. Next, effects of various parameters such as the extinction coefficient, the scattering albedo, the anisotropy factor, the conduction-radiation parameter, and the latent heat on temperature distribution in three zones and the location of the mushy zone were studied. These parameters were found to have significant bearing on the results.
机译:本文涉及半透明材料凝固的分析。假定凝固发生在一定温度范围内,因此认为存在糊状区域。考虑了以焓公式表示的支配能量方程。对于格子玻尔兹曼方法(LBM),推导了连续方法中基于焓的控制方程的等价性。使用离散转移方法计算了LBM公式中能量方程式的辐射分量。首先通过解决辐射不透明平面材料的固化来验证LBM配方。接下来,研究了消光系数,散射反照率,各向异性系数,传导辐射参数和潜热等各种参数对三个区域温度分布和糊状区域位置的影响。发现这些参数对结果有重要影响。

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