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Numerical Simulation of Coupled Liquid-Solid Dynamics

机译:液固耦合动力学的数值模拟

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摘要

Under micro-gravity conditions, fluid behaviour is — at least from a computational point of view — more complicated than under terrestrial conditions. Since capillary forces at the free surface dominate the flow, the location and shape of the free surface have to be computed accurately. Moreover, in an extra-terrestrial environment, fluid has the tendency to undergo large topological changes requiring an accurate and robust method for free-surface advection. Further, the fluid is often contained in a cavity (e.g. satellite) that itself is moving; not only because of external forces (e.g. manoeuvring thrusters on a satellite), but also under influence of the fluid motion: the dynamics of the solid body motion and the liquid motion are coupled. In this paper we present a method for simulating coupled liquid-solid dynamics. For the liquid dynamics (the first part of this paper) we solve the Navier-Stokes equations on a Cartesian grid; complex geometries are handled using a cut-cell approach. Transportation of the free surface is based on the VOF-method, but is adapted with a local height function in order to avoid ‘flotsam’ and ‘jetsam’. In the second part of this paper we discuss the coupling between the liquid- and solid body motion. Care has to be taken in integrating the coupled equations in order to keep the numerical method stable for arbitrary liquid/solid mass ratios. Finally, the free-flying satellite SloshSat will be introduced. SloshSat is scheduled for launch in the year 2001 and is designed to investigate liquid dynamics and the coupled liquid-solid dynamics under micro-gravity conditions. The results of this mission promise to provide valuable validation material for Computational Fluid Dynamics methods.
机译:在微重力条件下,至少从计算的角度来看,流体行为比在地面条件下更为复杂。由于自由表面处的毛细作用力决定了流动,因此必须精确计算自由表面的位置和形状。此外,在地球外环境中,流体倾向于经历大的拓扑变化,这需要用于自由表面对流的准确而可靠的方法。此外,流体通常包含在本身正在运动的空腔(例如,卫星)中。不仅由于外力(例如卫星上的机动推进器),而且还受流体运动的影响:固体运动和液体运动的动力学是耦合的。在本文中,我们提出了一种模拟液-固耦合动力学的方法。对于液体动力学(本文的第一部分),我们在笛卡尔网格上求解Navier-Stokes方程。复杂的几何形状使用切割单元方法进行处理。自由表面的运输基于VOF方法,但是为了避免产生“ flotsam”和“ jetsam”而采用了局部高度功能。在本文的第二部分,我们讨论了液体和固体运动之间的耦合。为了使数值方法对于任意的液体/固体质量比保持稳定,必须谨慎地耦合方程式。最后,将介绍自由飞行的卫星SloshSat。 SloshSat计划于2001年发射,旨在研究微重力条件下的液体动力学和耦合的液体-固体动力学。该任务的结果有望为计算流体动力学方法提供有价值的验证材料。

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