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Numerical simulation of cohesive powder behavior in a fluidized bed

机译:流化床中凝聚粉行为的数值模拟

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A numerical simulation model was developed for wet powder fluidization in the scope of investigation on cohesive powder behavior. The model was developed based on the discrete element method (DEM) with the inter-particle cohesive interaction due to liquid bridging. To take into account the liquid bridge force between particles and between a particle and a wall, a regression expression for the liquid bridge force was developed as a function of the dimensionless liquid bridge volume and the separation distance based on numerical solutions of the Laplace-Young equation. The critical rupture distance, i.e. the maximum separation distance where the liquid bridges rupture between particles or between a particle and a wall, was also correlated in the similar manner. For gas motion the Anderson-Jackson local averaged Navier-Stokes equations were integrated by the SIMPLE method employing the staggered grid system. For the particle motion the Newtonian equations of motion of individual particles were integrated, where the Hooke's repulsive and damping forces for particle collision, the gravity force, the drag force and the particle cohesion force were taken into account. Example computations were conducted for a two-dimensional bed of spherical particles of 1 mm in diameter, density of 2650 kg/m(3), moisture content of 0.27 wt% and gas velocity of 1.2 m/s. Both dry and wet powder behavior in a fluidized bed was successfully reproduced. It was observed that such a wet powder was fluidized forming agglomerates. The fluctuations of the pressure drop and the minimum fluidizing velocity for wet powder were higher than those for dry particles in the present computer experiment. The granular temperature was obtained from particle velocity. The high granular temperature area below a rising bubble and above a forming bubble could be found for both dry and wet particles. (C) 1998 Elsevier Science Ltd. All rights reserved. [References: 35]
机译:在粘性粉末行为研究的范围内,开发了用于湿粉末流化的数值模拟模型。该模型是基于离散元方法(DEM)开发的,该方法具有由于液体桥接而产生的粒子间内聚相互作用。考虑到粒子之间以及粒子与壁之间的液桥力,根据拉普拉斯·杨的数值解,根据无量纲的液桥体积和分离距离,开发了液桥力的回归表达式方程。临界破裂距离,即液体在颗粒之间或在颗粒与壁之间的破裂处的最大分离距离,也以类似的方式相关。对于气体运动,通过采用交错网格系统的SIMPLE方法对Anderson-Jackson局部平均Navier-Stokes方程进行积分。对于粒子运动,积分了单个粒子的牛顿运动方程,其中考虑了胡克粒子碰撞的排斥力和阻尼力,重力,拖曳力和粒子内聚力。对直径为1 mm,密度为2650 kg / m(3),水分含量为0.27 wt%,气体速度为1.2 m / s的球形颗粒的二维床进行了示例计算。成功地再现了流化床中干粉和湿粉的行为。观察到这样的湿粉末流化形成附聚物。在本计算机实验中,湿粉的压降和最小流化速度的波动高于干粉的波动。从颗粒速度获得颗粒温度。对于干颗粒和湿颗粒,都可以发现上升气泡以下和成型气泡上方的高颗粒温度区域。 (C)1998 Elsevier ScienceLtd。保留所有权利。 [参考:35]

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