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A coupled finite volume and material point method for two-phase simulation of liquid-sediment and gas-sediment flows

机译:用于两相模拟的液沉积物和气泥浆流动的耦合有限体积和材料点法

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Mixtures of fluids and granular sediments play an important role in many industrial, geotechnical, and aerospace engineering problems, from waste management and transportation (liquid-sediment mixtures) to dust kick-up below helicopter rotors (gas- sediment mixtures). These mixed flows often involve bulk motion of hundreds of billions of individual sediment particles and can contain both highly turbulent` regions and static, non-flowing regions. This breadth of phenomena necessitates the use of continuum simulation methods, such as the material point method (MPM), which can accurately capture these large deformations while also tracking the Lagrangian features of the flow (e.g. the granular surface, elastic stress, etc.).Recent works using two-phase MPM frameworks to simulate these mixtures have shown substantial promise; however, these approaches are hindered by the numerical limitations of MPM when simulating pure fluids. In addition to the well-known particle ringing instability and difficulty defining inflow/outflow boundary conditions, MPM has a tendency to accumulate quadrature errors as materials deform, increasing the rate of overall error growth as simulations progress. In this work, we present an improved, two-phase continuum simulation framework that uses the finite volume method (FVM) to solve the fluid phase equations of motion and MPM to solve the solid phase equations of motion, substantially reducing the effect of these errors and providing better accuracy and stability for long-duration simulations of these mixtures. (C) 2021 Elsevier B.V. All rights reserved.
机译:流体和粒状沉积物的混合物在许多工业,岩土和航空航天工程问题中起重要作用,从废物管理和运输(液体沉积混合物)到直升机转子下方的尘埃踢进(气泥浆混合物)。这些混合流量往往涉及数百十亿个单独的沉积物颗粒的体积,并且可以包含高度湍流的区域和静态的非流动区域。这种宽度的现象需要使用连续仿真方法,例如材料点方法(MPM),这可以准确地捕获这些大变形,同时还跟踪流量的拉格朗日特征(例如颗粒表面,弹性应力等) 。使用两阶段MPM框架来模拟这些混合物的作品已经表明了很大的承诺;然而,在模拟纯净流体时,通过MPM的数值限制阻碍了这些方法。除了众所周知的粒子振铃稳定性和难度定义流入/流出边界条件之外,MPM具有累积正交误差作为材料变形的倾向,随着模拟进度的增加,将总体误差增长增加。在这项工作中,我们提出了一种改进的两相连续仿真框架,它使用有限体积法(FVM)来解决运动的流体相位和MPM来解决运动的固态方程,大大降低了这些误差的效果并为这些混合物的长时间模拟提供更好的准确性和稳定性。 (c)2021 elestvier b.v.保留所有权利。

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