流态化
压力降
数学
雷诺数
机械
流量(数学)
流化床
航程(航空)
热力学
材料科学
物理
几何学
湍流
复合材料
作者
B.C. Lippens,Jan Mulder
标识
DOI:10.1016/0032-5910(93)80026-7
摘要
Relations to determine the minimum fluidization velocity (umf) are tested statistically with 80 measurements reported in the literature on 20 different substances. All relevant relations (33 equations) can be reformulated as dimensions correlations in which the state of the fluidized bed is determined by the parameter Ar/Remf. The Ergun equation, the well-established relation for the pressure drop over packed beds of spherical particles, can be used to describe the behaviour of a fluidized bed at the minimum fluidization velocity correctly. Approximations of the Ergun equation give results which are only valid over a limited range of Reynolds numbers and are not able to match the original. Pure empirical equations are applicable in specific cases, but cannot be generalized. The Ergun equation is reformulated as follows: ArRe=1501−ϵmφs2ϵmf3+1.75φsϵmf3 This equation, in which the characteristics parameter of the bed (Ar/Re) ArRe=d2g(ϱs−ϱg)uμ is a function of type of particles forming the porous bed plus the flow of the fluid through this bed, is clearly superior compared to any other equation.
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