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Simulation Of The Interaction Between A Bubble And An Ultrasound Wave By Implementing A Two-Phase Compressible Solver Adapted To Low Mach Number Regime

机译:通过实现适用于低马赫号制度的两相可压缩求解器来模拟气泡和超声波的相互作用

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This paper is focused on the numerical simulation of the interaction of an ultrasound wave and an air bubble surrounded by water. Our interest is to develop a fully compressible solver in the two phases and to account for surface tension effects. As the volume oscillation of the bubble occurs in a low Mach number regime, a specific attention must be paid to the effectiveness of the numerical method chosen to solve the compressible Euler equations. Several numerical methods are implemented and confronted on a benchmarck. This preliminary test highlights that the projection method is the most accurate one. Then a basic implementation of the surface tension leads to strong spurious currents and numerical instabilities. A specific velocity/pressure time splitting is thus proposed to overcome this issue. Numerical evidences of the efficiency of this new numerical scheme are provided with the numerical simulation of the interaction between a bubble and a wavefront. Indeed, both the accuracy and the stability of the overall algorithm are enhanced using this new numerical method.
机译:本文专注于超声波和水包围的空气泡的相互作用的数值模拟。我们的兴趣是在两个阶段开发一个完全可压缩的求解器,并考虑表面张力效应。随着气泡的体积振荡发生在低马赫数状态下,必须特别注意选择以解决可压缩欧拉方程的数值方法的有效性。在Benchmarck上实施并面对几种数值方法。这种初步测试突出显示投影方法是最准确的。然后,表面张力的基本实现导致强杂散的电流和数值不稳定性。因此提出了特定的速度/压力时间分裂来克服这个问题。该新数值方案的效率的数值证据具有泡沫与波前之间的相互作用的数值模拟。实际上,使用这种新的数值方法来增强整体算法的精度和稳定性。

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