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A Parallel Cellular Automata Lattice Boltzmann Method for Convection-Driven Solidification

机译:对流驱动凝固的并行元胞自动机格子Boltzmann方法

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摘要

This article presents a novel coupling of numerical techniques that enable three-dimensional convection-driven microstructure simulations to be conducted on practical time scales appropriate for small-size components or experiments. On the microstructure side, the cellular automata method is efficient for relatively large-scale simulations, while the lattice Boltzmann method provides one of the fastest transient computational fluid dynamics solvers. Both of these methods have been parallelized and coupled in a single code, allowing resolution of large-scale convection-driven solidification problems. The numerical model is validated against benchmark cases, extended to capture solute plumes in directional solidification and finally used to model alloy solidification of an entire differentially heated cavity capturing both microstructural and meso-/macroscale phenomena.
机译:本文介绍了一种新颖的数值技术耦合方法,该方法使三维对流驱动的微观结构仿真能够在适用于小型组件或实验的实际时标上进行。在微观结构方面,元胞自动机方法对于较大规模的模拟非常有效,而格子玻尔兹曼方法则是最快的瞬态计算流体动力学求解器之一。这两种方法均已并行化并以单个代码耦合,从而可以解决大规模对流驱动的固化问题。该数值模型针对基准情况进行了验证,并扩展到在定向凝固中捕获溶质羽流,并最终用于对整个差异加热型腔的合金凝固进行建模,以捕获微观结构和中观/宏观现象。

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