Experimental investigation about the incipient velocity of spherical particles on a hemispherical bed surface

The sediment particles play a huge role in shaping the bed load transport. In this research, 240 watertunnel experiments are carried out to investigate the incipient velocity of the observation particles in two particle arrangements. To accurately predict the incipient velocity of the observation particles, the equation is conceived by the rolling instability mechanism. The incipient velocity equations and experimental data are used to analyze the trend of dispersive pressure and the effect of arrangement position on velocity. We find that it is appropriate to choose the coefficient of drag as 0.261 and the coefficient of lift as 0.198 for the incipient velocity equation of spherical particles on the hemispherical bed surface. Furthermore, the dispersive pressure is closely related to the flow state, particle size, and particle arrangement, which leads to the incipient velocity of the observation particle being at a minimum when the interference particle angle is 45 degrees. Finally, the particle spacing and the projected area changed with the arrangements, directly affecting the incipient velocity of the observed particle. The analysis of four aspects for the coefficients, dispersive pressure, different particle spacing, and projected area will facilitate the prediction of particle incipient velocity, especially on hemispherical beds. (c) 2023 Chinese Society of Particuology and Institute of Process Engineering, Chinese Academy of Sciences. Published by Elsevier B.V. All rights reserved.

Automated summary

This research investigates the incipient velocity of observation particles in two particle arrangements through water tunnel experiments. It proposes an equation based on the rolling instability mechanism to accurately predict the incipient velocity. The dispersive pressure is closely related to the flow state, particle size, and particle arrangement, and the interference particle angle of 45 degrees results in the minimum incipient velocity. The particle spacing and projected area directly influence the incipient velocity of observed particles.