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Numerical simulation of liquid/gas phase flow during mold filling

机译:充模过程中液相/气相流动的数值模拟

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A numerical model for simulation of liquid/gas phase flow during mold filling is presented. The incompressible Navier-Stokes equations are discretized on a fixed Cartesian mesh with finite difference method. The fractional-step scheme is employed for enforcing incom-pressibility constraint. The free surface effects are calculated using the volume of fluid method based on the piecewise-linear interface reconstruction and split Lagrangian advection of volume fraction field. Adding limited compressibility to the gas phase led to improvement in convergence rate of Poisson equation solver (about 2-fold). This new concept permits simulation of two-phase incompressible free surface flow during mold filling, without using outflow boundary condition. Numerical results are presented for several test cases, which demonstrate validity, capability and performance of the proposed method in contrast with the traditional (fully incompressible) approach.
机译:提出了一个数值模型,用于模拟模具填充过程中的液相/气相流动。利用有限差分法将不可压缩的Navier-Stokes方程离散在固定的笛卡尔网格上。分步方案用于执行不可压缩性约束。基于分段线性界面重构和体积分数场的分裂拉格朗日对流,使用流体体积法计算自由表面效应。在气相中添加有限的可压缩性可提高泊松方程求解器的收敛速度(约为2倍)。这个新概念允许在模具填充过程中模拟两相不可压缩的自由表面流,而无需使用流出边界条件。给出了几个测试案例的数值结果,与传统的(完全不可压缩的)方法相比,这些方法证明了该方法的有效性,能力和性能。

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