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首页> 外文期刊>Energy & fuels >Modeling on High-Flux Circulating Fluidized Bed with Geldart Group B Particles by Kinetic Theory of Granular Flow
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Modeling on High-Flux Circulating Fluidized Bed with Geldart Group B Particles by Kinetic Theory of Granular Flow

机译:Geldart B族颗粒在高通量循环流化床中的颗粒流动动力学模型

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Modeling of the hydrodynamic behaviors of high-flux circulating fluidized beds (HFCFBs) with Geldart group B particles has been performed using a Eulerian multiphase model with the kinetic theory of granular flow (KTGF). The essential models involved are the dispersed k-ε turbulence model, the Gidaspow shear viscosity model, and the Syamlal -O'Brien drag model, and the boundary condition is the Johnson and Jackson wall boundary condition. The sensitivities of key model parameters (i.e., particle-particle restitution coefficient (e), particle-wall restitution coefficient (e_w), and specularity coefficient (φ)) on the predicted gas velocity, solids velocity, and solids volume fraction were tested. It was found that e has remarkable dependence on the particle diameter. Large-sized particles experience a more sensitive effect of e on predictions. The particle-wall restitution coefficient e_w has somewhat of an effect on the simulated values of gas velocity, solids velocity, and solids volume fraction; however, no critical changes in the trends of their radial distributions have been found. The specularity coefficient cp has a slight effect on the gas velocity and solids velocity distributions but a pronounced effect on the solids volume fraction distribution. An increase in specularity coefficient results in a reduction in the solids volume fraction near the wall. Based on the comparisons of simulated results with experiments, a group of suitable model parameters for modeling the flow of Geldart group B particles in HFCFB risers by a Eulerian multiphase model with KTGF was determined and verified. Besides, some interesting simulated results that are difficult to measure experimentally were presented under the suggested model parameters.
机译:使用具有颗粒流动动力学理论(KTGF)的欧拉多相模型,对具有Geldart B组颗粒的高通量循环流化床(HFCFB)的流体力学行为进行了建模。涉及的基本模型是分散的k-ε湍流模型,Gidaspow剪切粘度模型和Syamlal -O'Brien阻力模型,边界条件是Johnson和Jackson壁边界条件。测试了关键模型参数(即颗粒-颗粒复原系数(e),颗粒-壁复原系数(e_w)和镜面系数(φ))对预测的气体速度,固体速度和固体体积分数的敏感性。发现e对粒径具有显着的依赖性。大尺寸粒子对e的预测影响更敏感。颗粒壁恢复系数e_w对气体速度,固体速度和固体体积分数的模拟值有一些影响。但是,没有发现径向分布趋势的重大变化。镜面反射系数cp对气体速度和固体速度分布影响很小,但对固体体积分数分布影响很大。镜面反射系数的增加导致壁附近固体体积分数的减少。在将模拟结果与实验结果进行比较的基础上,确定并验证了一组合适的模型参数,这些模型参数可通过KTGF的欧拉多相模型模拟HFCFB立管中Geldart B组颗粒的流动。此外,在建议的模型参数下,提出了一些有趣的,难以通过实验测量的模拟结果。

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