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Simulation of Laser-induced Asymmetric Bubble With Lattice Boltzmann Method

机译:格子Boltzmann方法模拟激光诱导的不对称气泡

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In this paper,the Lattice Boltzmann Method is applied to set up the numerical model of cavitations.The surface of the part is introduced into the symmetric bubble model to form the more realistic model called asymmetric bubble.With the help of simulation,no pulsation is detected but it is noticed that the pressure is no longer present uniform distribution for the four virtual surfaces symmetrically set around the bubble.The pressure close to the part's surface is slightly higher and the velocity gradient is larger than those further away from the solid surface.And the distortion along the flow line is discovered at the end of the solid surface.The asymmetric bubble collapses in a complicated way thanks to the various velocities in different point of the bubble wall.What is more,a micro jet with radius of 10μm is generated which leads to the sharp reduction of momentum of the wall and the increase of the pressure near the bubble wall.According to the simulation,the impact on the work piece peaks at 1.6GPa.
机译:本文采用格子Boltzmann方法建立空化数值模型。将零件表面引入对称气泡模型中,形成更逼真的非对称气泡模型。在仿真的帮助下,没有脉动。可以检测到,但要注意的是,气泡周围对称设置的四个虚拟表面的压力不再呈现均匀分布。靠近零件表面的压力略高,并且速度梯度大于远离固体表面的速度。并且在固体表面的末端发现了沿流线的变形。由于气泡壁不同点的速度不同,不对称气泡以复杂的方式破裂。此外,半径为10μm的微型射流为导致壁的动量急剧减小,气泡壁附近的压力增加。 ece的峰值为1.6GPa。

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