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Many-body dissipative particle dynamics simulation of liquid/vapor and liquid/solid interactions

机译:液体/蒸气及液体/固体相互作用的多体耗散粒子动力学模拟

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The combination of short-range repulsive and long-range attractive forces in many-body dissipative particle dynamics (MDPD) is examined at a vapor/liquid and liquid/solid interface. Based on the radial distribution of the virial pressure in a drop at equilibrium, a systematic study is carried out to characterize the sensitivity of the surface tension coefficient with respect to the inter-particle interaction parameters. For the first time, the approximately cubic dependence of the surface tension coefficient on the bulk density of the fluid is evidenced. In capillary flow, MDPD solutions are shown to satisfy the condition on the wavelength of an axial disturbance leading to the pinch-off of a cylindrical liquid thread; correctly, no pinch-off occurs below the cutoff wavelength. Moreover, in an example that illustrates the cascade of fluid dynamics behaviors from potential to inertial-viscous to stochastic flow, the dynamics of the jet radius is consistent with the power law predictions of asymptotic analysis. To model interaction with a solid wall, MDPD is augmented by a set of bell-shaped weight functions; hydrophilic and hydrophobic behaviors, including the occurrence of slip in the latter, are reproduced using a modification in the weight function that avoids particle clustering. The dynamics of droplets entering an inverted Y-shaped fracture junction is shown to be correctly captured in simulations parametrized by the Bond number, confirming the flexibility of MDPD in modeling interface-dominated flows. © 2011 American Institute of Physics Article Outline INTRODUCTION MDPD SCHEME MDPD units and coarse-graining LIQUID-VAPOR INTERFACE Surface tension parameters Capillary pinch-off WALL WETTING MODEL Contact angles and slip lengths Droplets through fracture junction CONCLUSIONS
机译:在多体耗散粒子动力学(MDPD)中检查了短程排斥力和长程吸引力的组合,方法是在气/液和液/固界面处进行的。基于平衡时液滴中径向压力的径向分布,进行了系统的研究,以表征表面张力系数相对于粒子间相互作用参数的敏感性。首次证明了表面张力系数对流体的堆积密度的近似立方依赖性。在毛细管流中,MDPD解决方案显示为满足轴向扰动波长的条件,从而导致夹断圆柱状液体螺纹;正确地,在截止波长以下不会发生夹断。此外,在说明流体动力学行为从电位到惯性粘滞到随机流的级联的示例中,射流半径的动力学与渐近分析的幂定律预测一致。为了模拟与实体墙的相互作用,通过一组钟形权重函数来增强MDPD。亲水性和疏水性行为(包括后者中的打滑现象)是通过权重函数的修改避免了粒子聚集而重现的。通过邦德数参数化的模拟显示,进入倒Y形裂缝连接处的液滴动力学可以正确捕获,从而证实了MDPD在以界面为主的流动建模中的灵活性。 ©2011美国物理研究所文章大纲MDPD方案简介MDPD单元和粗颗粒液-液界面表面张力参数毛细管夹断壁润湿模型接触角和滑移长度通过断裂连接处的液滴结论

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