A model of a bottom fluidized bed has been developed, in which the latter is represented as an ensemble of uniformly distributed spherical clusters. Using Ergun's formula, we obtained the dependence for calculating the diameter of a cluster. The results were compared with experimental data on the sizes of clusters in the transport zone of a circulating fluidized bed. In the framework of this model, a correlation to calculate the rate of filtration at which the bottom layer disappears has been obtained.The structure of a circulating fluidized bed is characterized by the presence of clusters of particles, which are concentrated in the annular zone [1][2][3][4]. In [5], we obtained simple relations for the descending velocities of clusters and their vertical dimensions:Equations (1) and (2) describe the characteristics of clusters in the transport zone of a circulating fluidized bedAs is known, a special zone is located near a gas-distributing grate, namely, the bottom fluidized bed. The characteristic feature of this bed is that at filtration velocities u > u t the concentration of particles in it is comparable with the concentration of particles in an ordinary fluidized bed, which cannot exist at all at such high velocities. Clearly, this is possible only because of the fact that the bottom fluidized bed is not an independent system but is a part of a more general straight-through one, such as the circulating fluidized bed is. The bottom fluidized bed may even be considered as a peculiar dynamic gas distributor, in which particles are accelerated and the thickness of which depends on the rate of filtration [6]:Since high-power descending flows of particles enter into the bottom fluidized bed (near the walls of the standpipe) in the form of clusters, one may assume that the bottom fluidized bed is a collection of clusters of a certain effective diameter d c related to the size of clusters in the lower part of the transport zone. We were set the task of developing the cluster model of the bottom fluidized bed and deriving a computational relation for the cluster diameter similar to (2), and comparing them to prove the existence of a cause and effect relationship between the clusters in a bottom fluidized bed and in the transport zone of a circulating fluidized bed.The bottom fluidized bed is considered as a flow subsystem, in which the particles arriving from both the peripheral region of the transport zone and the outer circulation loop are speeded up. To analyze the dynamics of the bottom fluidized bed, the following assumptions were made: