A Level-Set Approach for Large Scale Cavitation

M. Kinzel, J. Lindau, R. Kunz
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引用次数: 5

Abstract

In this work, a new level-set-based approach is presented and applied to compressible, multiphase flows. Using a species-mass-conservation-based level-set transport equation, several advantages over signeddistance- function-based methods are demonstrated. Specific improvements include a ghost-fluid-free method for highly compressible problems, extensions to an arbitrary number of specie, and finite-rate chemistry mass transfer modeling. While maintaining higher-order numerics, the approach is applicable to threedimensional (3D), time-accurate/steady, turbulent simulations. Herein, the method is applied to a flow solver that fully couples the mass, momentum, energy, and level-set transport equation; although the methods are equally applicable to segregated flow solvers. The methods are tested for ventilated supercavities, natural cavitation (incompressible, compressible, and thermal), and shock-induced boiling. Lastly, new reinitialization methods are developed specific to cavitating flows that decrease the interface diffusion where needed, while retaining an ability to admit subgrid-scale mixtures. Such an approach enables a more physical solution method for certain classes of multiphase flows. This formulation of the level-set approach is a general, valid, method that could easily be incorporated into any species-mass conservation solver.
大规模空化的一种水平集方法
在这项工作中,提出了一种新的基于水平集的方法,并将其应用于可压缩的多相流。利用基于物种质量守恒的水平集输运方程,证明了与基于符号距离函数的方法相比的几个优点。具体的改进包括对高度可压缩问题的无鬼流体方法,扩展到任意数量的物种,以及有限速率化学传质模型。在保持高阶数值的同时,该方法适用于三维(3D),时间精确/稳定,湍流模拟。本文将该方法应用于完全耦合质量、动量、能量和水平集输运方程的流动求解器;虽然这些方法同样适用于分离流求解。对这些方法进行了通风超空腔、自然空化(不可压缩、可压缩和热)和冲击诱发沸腾的测试。最后,针对空化流动开发了新的重新初始化方法,在需要时减少界面扩散,同时保留了允许亚网格尺度混合的能力。这种方法使某些类型的多相流的物理求解方法成为可能。这种水平集方法的公式是一种通用的、有效的方法,可以很容易地纳入任何物种质量守恒求解器中。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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