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MULTISCALE APPROACH FOR PARTICULATE FLOWS, APPLICATION TO FLUIDIZED BEDS

机译:微粒流动的多尺度方法,适用于流化床

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In this paper, a discrete element method (DEM) coupled with computational fluid dynamics (CFD) and a distributed Lagrange multiplier -fictitious domain method (DLM-FD) are used is order to model three-dimensional fluidized beds. Particle-particle and wall-particle contacts are handled thanks to a soft sphere model. For the DEM-CFD model, also called Euler-Lagrange model, fluid dynamics variables are locally averaged and solved on a grid larger than the particle size whereas for the DLM-FD grid cells are around 20 times smaller than the particle characteristic length. The aim of this work is to extract information from DLM-FD simulations to improve the correlations used in the DEM-CFD model. First, particles and fluid equations are presented for the Euler-Lagrange model. Then, fluid-particle interaction is detailed. Eventually, we present preliminary simulations and results with both models in a 3D fluidized bed configuration.
机译:在本文中,使用与计算流体动力学(CFD)和分布式拉格朗日乘法器 - 自定义域方法(DLM-FD)耦合的离散元件方法(DEM)是为了模拟三维流化床。由于柔软的球形模型,处理粒子颗粒和壁粒子触点。对于DEM-CFD模型,也称为Euler-Lagrange模型,流体动力学变量在局部平均并且在大于粒度的栅格上求解,而对于DLM-FD栅格电池的比例小于颗粒特征长度的约20倍。这项工作的目的是从DLM-FD模拟中提取信息以改善DEM-CFD模型中使用的相关性。首先,颗粒和流体方程被呈现用于欧拉拉格朗日模型。然后,详细说明流体颗粒相互作用。最终,我们在3D流化床配置中呈现初步模拟和结果,两种模型。

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