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Development and validation of a new drag law using mechanical energy balance approach for DEM-CFD simulation of gas-solid fluidized bed

机译:利用机械能平衡法开发和验证新的阻力定律,用于气固流化床的DEM-CFD模拟

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DEM-CFD simulations of a gas-solid fluidized bed are presented and compared to experimental results of the small scale challenge problem (SSCP) from the National Energy Technology Laboratory. It has been well recognized that the pressure drop and the solid velocity profile across the bed may be over predicted with the widely used constitutive relations for gas-solid flows in the Eulerian two-fluid frame work. An attempt is made to address this problem using energy and force balances across a bubbling fluidized bed to attenuate the drag coefficient while preserving the correct velocity profile. This is done with the DEM model for particulate phase and the new drag law is applied to the Lagrangian-Eulerian model for particulate flows. We show that a drag model used in simulating gas-solid fluidized bed should account for the energy dissipation in both a particle-rich and particle-lean (bubbles and slugs) regions of the fluidized bed. The new drag model proposed in this work has taken into account the additional energy dissipation from forming heterogeneous structures and performs better than the standard closure models used for bubbling fluidized bed simulations in the selected cases we have examined against NETL data. Such approaches to closure model building enforce the macroscopic conservation principles while attempting to still accommodate local variations in drag due to cluster formation mechanisms. (C) 2016 Elsevier B.V. All rights reserved.
机译:提出了气固流化床的DEM-CFD模拟,并将其与美国国家能源技术实验室的小规模挑战问题(SSCP)的实验结果进行了比较。众所周知,在欧拉二流体框架中,气固两相流中广泛使用的本构关系可能会过度预测整个床层的压降和固体速度分布。尝试使用沸腾的流化床上的能量和力平衡来解决该问题,以在保持正确的速度分布的同时衰减阻力系数。这是通过用于颗粒相的DEM模型完成的,并且新的阻力定律已应用于颗粒流的拉格朗日-欧拉模型。我们表明,在模拟气固流化床中使用的阻力模型应该考虑流化床中富粒子和贫粒子(气泡和团状)区域的能量耗散。在这项工作中提出的新阻力模型已经考虑到了形成异质结构所产生的额外能量消耗,并且在针对NETL数据进行检查的选定情况下,其性能优于用于沸腾流化床模拟的标准封闭模型。这种建立封闭模型的方法在试图仍然适应由于团簇形成机制引起的阻力的局部变化的同时,实施了宏观守恒原理。 (C)2016 Elsevier B.V.保留所有权利。

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