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An SPH Approach for Non-Spherical Particles Immersed in Newtonian Fluids

机译:浸入牛顿流体的非球形粒子的SPH方法

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摘要

Solid particles immersed in a fluid can be found in many engineering, environmental or medical fields. Applications are suspensions, sedimentation processes or procedural processes in the production of medication, food or construction materials. While homogenized behavior of these applications is well understood, contributions in the field of pore-scale fully resolved numerical simulations with non-spherical particles are rare. Using Smoothed Particle Hydrodynamics (SPH) as a simulation framework, we therefore present a modeling approach for Direct Numerical Simulations (DNS) of single-phase fluid containing non-spherically formed solid aggregates. Notable and discussed model specifications are the surface-coupled fluid–solid interaction forces as well as the contact forces between solid aggregates. The focus of this contribution is the numerical modeling approach and its implementation in SPH. Since SPH presents a fully resolved approach, the construction of arbitrary shaped particles is conveniently realizable. After validating our model for single non-spherical particles, we therefore investigate the motion of solid bodies in a Newtonian fluid and their interaction with the surrounding fluid and with other solid bodies by analyzing velocity fields of shear flow with respect to hydromechanical and contact forces. Results show a dependency of the motion and interaction of solid particles on their form and orientation. While spherical particles move to the centerline region, ellipsoidal particles move and rotate due to vortex formation in the fluid flow in between.
机译:浸入流体中的固体颗粒可以在许多工程,环境或医学领域中找到。在药物,食品或建筑材料生产中的应用是悬浮液,沉降过程或程序过程。尽管这些应用的均质行为已广为人知,但在非球形粒子的孔尺度完全解析数值模拟领域中的贡献却很少。因此,使用平滑粒子流体动力学(SPH)作为模拟框架,我们提出了一种对包含非球形固体聚集体的单相流体进行直接数值模拟(DNS)的建模方法。模型规范值得注意和讨论的是表面耦合的流体-固体相互作用力以及固体集料之间的接触力。这一贡献的重点是数值建模方法及其在SPH中的实现。由于SPH提供了一种完全解决的方法,因此可以方便地实现任意形状的粒子的构造。在验证了单个非球形颗粒的模型之后,我们将通过分析剪切流相对于流体力学和接触力的速度场,研究牛顿流体中固体的运动以及它们与周围流体以及与其他固体的相互作用。结果表明固体颗粒的运动和相互作用与它们的形式和方向有关。当球形颗粒移动到中心线区域时,椭圆形颗粒由于其间的流体流动中的涡流形成而移动和旋转。

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