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A two-dimensional Segmented Boundary Algorithm for complex moving solid boundaries in Smoothed Particle Hydrodynamics

机译:光滑粒子流体动力学中复杂运动固体边界的二维分段边界算法

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A Segmented Boundary Algorithm (SBA) is proposed to deal with complex boundaries and moving bodies in Smoothed Particle Hydrodynamics (SPH). Boundaries are formed in this algorithm with chains of lines obtained from the decomposition of two-dimensional objects, based on simple line geometry. Various two-dimensional, viscous fluid flow cases have been studied here using a truly incompressible SPH method with the aim of assessing the capabilities of the SBA. Firstly, the flow over a stationary circular cylinder in a plane channel was analyzed at steady and unsteady regimes, for a single value of blockage ratio. Subsequently, the flow produced by a moving circular cylinder with a prescribed acceleration inside a plane channel was investigated as well. Next, the simulation of the flow generated by the impulsive start of a flat plate, again inside a plane channel, has been carried out. This was followed by the study of confined sedimentation" of an elliptic body subjected to gravity, for various density ratios. The set of test cases was completed with the simulation of periodic flow around a sunflower-shaped object. Extensive comparisons of the results obtained here with published data have demonstrated the accuracy and effectiveness of the proposed algorithms, namely in cases involving complex geometries and moving bodies. (C) 2015 Elsevier B.V. All rights reserved.
机译:提出了一种分段边界算法(SBA),用于处理光滑粒子流体动力学(SPH)中的复杂边界和运动体。在此算法中,边​​界是根据简单线的几何形状,使用从二维对象分解获得的线链来形成的。为了评估SBA的功能,这里使用一种真正不可压缩的SPH方法研究了各种二维粘性流体流动情况。首先,对于单个阻塞率值,在稳态和非稳态下分析了平面通道中固定圆柱上的流动。随后,还研究了在平面通道内由具有预定加速度的移动圆柱体产生的流动。接下来,对由平板的脉冲启动再次在平面通道内产生的流动进行了模拟。接下来,研究了在不同密度比下椭圆形物体在重力作用下的有限沉降。通过模拟向日葵形物体周围的周期性流动,完成了一组测试用例。此处广泛地比较了所得结果(c)2015 Elsevier BV保留所有权利,已公开数据证明了所提出算法的准确性和有效性,即在涉及复杂几何形状和运动物体的情况下。

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