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Validation of a stochastic Lagrangian modelling approach for inter-particle collisions in homogeneous isotropic turbulence

机译:均质各向同性湍流中粒子间碰撞的随机拉格朗日建模方法的验证

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摘要

A stochastic inter-particle collision model for particle-laden flows to be applied in the frame of the Euler/Lagrange approach is introduced. The model relies on the generation of a fictitious collision partner with a given size and velocity, whereby no information is required on the actual position and direction of motion of the surrounding real particles. However, the fictitious particle is a representative of the local particle phase properties. In sampling the velocity of the fictitious particle correlation with the velocity of the real particle as a consequence of turbulence is accounted for. The occurrence of a collision is decided based on the collision probability according to kinetic theory. For validating the collision model, results from large eddy simulations (LES) are used for monodisperse particles being dispersed in a homogeneous isotropic turbulence and a binary mixture of particles. In the case of the binary mixture two situations are considered; a granular medium without particle-flow interaction and two fractions of particles settling under the action of gravity in an isotropic homogeneous turbulence. For all the considered test cases the agreement of the model calculations with the results obtained by LES was found to be very good.
机译:介绍了一种在欧拉/拉格朗日方法框架内应用的充满粒子流的随机粒子间碰撞模型。该模型依赖于具有给定大小和速度的虚拟碰撞伙伴的生成,因此不需要有关周围真实粒子的实际位置和运动方向的信息。但是,虚拟颗粒是局部颗粒相性质的代表。在采样中,考虑了由于湍流而导致的虚拟粒子速度与真实粒子速度的相关性。根据动力学理论,基于碰撞概率来确定碰撞的发生。为了验证碰撞模型,使用大涡流模拟(LES)的结果将单分散颗粒分散在均匀的各向同性湍流和颗粒的二元混合物中。在二元混合物的情况下,考虑两种情况:一种无颗粒流相互作用的颗粒状介质,两部分颗粒在重力作用下沉降为各向同性均匀湍流。对于所有考虑的测试案例,发现模型计算与LES获得的结果的一致性非常好。

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