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CFD simulations of bubbling beds of rough spheres

机译:粗糙球鼓泡床的CFD模拟

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Hydrodynamics of three-dimensional gas-solid bubbling fluidized beds are numerically analyzed. The particle-particle interactions are simulated from the kinetic theory for flow of dense, slightly inelastic, slightly rough sphere proposed by Lun [1991. Kinetic theory for granular flow of dense, slightly inelastic, slightly rough sphere. journal of Fluid Mechanics 233, 539-559] to account for rough sphere binary collisions and the frictional stress model proposed by Johnson et al [1990. Frictional-collisional equations of motion for particulate flows and their application to chutes. journal of Fluid Mechanics 210, 501-535] to consider the frictional contact forces between particles. The present model is evaluated by measured particle distributions and velocities of Yuu et al. [2001. Numerical simulation of air and particle motions in group-B particle turbulent fluidized bed. Powder Technology 118, 32-44] and experimental bed expansion of Taghipour et al. [2005. Experimental and computational study of gas-solid fluidized bed hydrodynamics. Chemical Engineering Science 60, 6857-6867]. Our computed results indicated that the present model gives better agreement with experimental data than the results from original kinetic theory for frictionless slightly inelastic sphere of Ding and Gidaspow [1990. A bubbling fluidization model using kinetic theory of granular flow. A.I.Ch.E. journal 36, 523-538] with and without solid friction stress model. (C) 2008 Elsevier Ltd. All rights reserved.
机译:对三维气固鼓泡流化床的流体动力学进行了数值分析。粒子间的相互作用是根据动力学理论模拟的,该理论由伦[1991]提出,用于致密的,略微无弹性的,略微粗糙的球的流动。稠密的,略微无弹性的,略微粗糙的球体的颗粒流动的动力学理论。流体力学杂志233,539-559]解释了粗糙球二元碰撞和Johnson等人[1990年]提出的摩擦应力模型。颗粒流的摩擦碰撞运动方程及其在溜槽中的应用。 [流体力学杂志210,501-535]来考虑粒子之间的摩擦接触力。通过测量Yuu等人的颗粒分布和速度来评估本模型。 [2001。 B组颗粒湍流床中空气和颗粒运动的数值模拟。 Powder Technology 118,32-44]和Taghipour等人的实验床扩展。 [2005。气固流化床流体力学的实验和计算研究。化学工程科学60,6857-6867]。我们的计算结果表明,与Ding和Gidaspow [1990年]的无摩擦微无弹性球体的原始动力学理论相比,本模型与实验数据具有更好的一致性。使用颗粒流动力学理论的鼓泡流化模型。 A.I.Ch.E.期刊36,523-538]。 (C)2008 Elsevier Ltd.保留所有权利。

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