Settling of heavy cylindrical particles in granular beds

The way a rigid cylindrical particle falls through a viscous Newtonian liquid into a loosely packed granular bed of smaller and lighter particles has been studied numerically. This solid-liquid flow system has been solved with the lattice-Boltzmann method combined with an immersed boundary method for explicitly imposing no-slip at the particle surfaces. We study the effect of the orientation of the cylinder (vertical and horizontal), its settling speed (the Reynolds numbers at impact is of the order of 100), and its density (relative to liquid and bed density) on the depth of penetration into the granular bed. The simulation results are particularly sensitive to the friction be-tween particles as parameterized through friction coefficients (varied in the range 0.15 - 0.50). The results have practical relevance for particles getting immobilized - or even buried - in granular beds. More importantly, the simulation cases have been designed such as to allow for straightforward experimentation the results of which would be valuable for further numerical model development.

Automated summary

This study numerically investigates the process of particle falling and penetration into a granular bed in a liquid. The orientation, settling speed, and density of the particle are found to affect the depth of penetration, while the friction coefficient between particles plays a significant role in the simulation results.