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首页> 外文期刊>International Journal for Numerical Methods in Engineering >Meshfree modeling of a fluid-particle two-phase flow with an improved SPH method
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Meshfree modeling of a fluid-particle two-phase flow with an improved SPH method

机译:用改进的SPH法对流体粒子两相流进行网外建模

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摘要

Fluid-particle two-phase flows are very complex and quite challenging to numerically simulate due to the complex and constantly moving fluid-particle interface. Recent developments in meshfree and particle methods provide alternatives in modeling fluid flows with moving boundaries. In this paper, a modified smoothed particle hydrodynamics (SPH) method is developed to simulate particle sedimentation (two-dimensional) in Newtonian fluids. The modified SPH includes an enhanced particle approximation scheme, an effective solid boundary treatment algorithm, the artificial stress model, and a turbulence model. By decoupling a field variable and its derivatives in a finite particle method, a decoupled finite particle method is presented, which balances accuracy, efficiency, and stability in SPH simulations without the necessity of solving redundant and challenging corrective matrix equations. A coupled dynamic solid boundary treatment is developed to improve the accuracy near the fixed and moving solid boundaries. The artificial stress term is added into the SPH equations of motion to remove the possible tensile instability phenomenon. The large eddy simulation model is incorporated into the SPH to describe the turbulence effects at high Reynolds numbers. Four different particle sedimentation tests are conducted using the modified SPH along with the finite element fictitious boundary method. It is demonstrated that the improved SPH method can achieve much better results than the conventional SPH while showing a good comparison with the results from the finite element fictitious boundary method and from other sources.
机译:由于复杂且恒定移动的流体粒子界面,流体粒子两相流量非常复杂并且非常具有挑战性地模拟。 Meshfree和粒子方法的最新发展提供了用移动边界进行建模流体流动的替代方案。在本文中,开发了一种改进的平滑粒子流体动力学(SPH)方法以模拟牛顿流体中的粒子沉降(二维)。修改的SPH包括增强的粒子近似方案,有效的实体边界处理算法,人工应力模型和湍流模型。通过在有限粒子方法中解耦现场变量及其衍生物,提出了一种分离的有限粒子方法,其平衡了SPH模拟中的精度,效率和稳定性,而无需解决冗余和具有挑战性的校正矩阵方程。开发了一种耦合的动态实体边界处理,以提高固定和移动固体边界附近的精度。将人工应力术语添加到动作的SPH方程中以除去可能的拉伸不稳定现象。大型涡仿真模型被纳入SPH,以描述高雷诺数的湍流效应。使用改进的SPH与有限元虚构边界法一起进行四种不同的颗粒沉降试验。结果证明,改进的SPH方法可以实现比传统的SPH更好的结果,同时显示与来自有限元虚构边界方法和其他来源的结果的良好比较。

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