Improving incompressible SPH simulation efficiency by integrating density-invariant and divergence-free conditions

Fei Wang, Shujin Lin, Ruomei Wang, Yi Li, Baoquan Zhao, Xiaonan Luo
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Abstract

Our method shortens the time of fluid simulation by coupling the two conditions of density-invariant and divergence-free, and achieves the same simulation effect compared with other methods. Further, we regard the displacement of particles as the only basic variable of the continuity equation, which improves the stability of the fluid to a certain extent.
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通过积分密度不变和无发散条件提高不可压缩SPH模拟效率
该方法通过耦合密度不变和无散度两个条件,缩短了流体模拟的时间,达到了与其他方法相同的模拟效果。进一步,我们将颗粒位移作为连续性方程的唯一基本变量,这在一定程度上提高了流体的稳定性。
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