Fluidization
hydrodynamics is greatly influenced by interparticle
cohesive forces. In this paper, we study the bubbling behaviors of
cohesive Geldart B particles in a 2D fluidized bed, using the “polymer
coating” approach to introduce cohesive force. The effect of
cohesive force on bubbles can be differentiated into two regimes:
(i) by increasing the cohesive force within a low level, the bubble
number increases, while the bubble fraction and bubble diameter decrease;
(ii) when the force is large enough to cause the particles to adhere
to the side walls of the bed, the bubble numbers and the bed expansion
sharply decrease. With the increasing cohesive force, the bubble shape
changes from roughly circular shape, to oblong shape, leading to the
“short pass” of fluidizing gas through the bed. Finally,
we analyzed the switching frequency and standard deviation of local
pixel values to characterize the bubble dynamics.