The interactions between a spherical or non-spherical bubble and a solid sphere placed in tandem in a viscous flow are investigated by direct numerical simulation under different order of location, Reynolds numbers Re∈[50,200], dimensionless center-to-center separation distances S∈[1.25,6], and the bubble aspect ratios χ∈[1,2.5]. For the interactions between a spherical bubble and a sphere, the bubble's drag coefficient Cd generally decreases monotonically, while the sphere's Cd always first decreases and then increases when S decreases regardless of the order. For the interactions between a non-spherical bubble and a sphere, as the increase in the bubble's aspect ratio, the sphere's Cd decreases, but the downstream bubble's Cd decreases first and then increases with the decrease in S at a high aspect ratio, which is different from that of the spherical bubble. Furthermore, the sphere significantly reduces the bubble's Cd, but the sphere's Cd is hardly affected by the bubble when the bubble is located downstream of the sphere. However, the sphere's Cd is significantly affected by the bubble when the bubble is located upstream of the sphere. The mechanisms for the change of Cd are further unrevealed by analyzing the pressure drag coefficient Cdp and the viscous drag coefficient Cdμ. The observations reveal that the deformation of the bubble plays an important role for the bubble–particle interactions.
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