Compressive Comminution of Single Particle and Particle Beds.

Sheared granular layers: Competition between flash heating and particle comminution

Quantitatively predicting the dynamic response and energy partition of granular fault gouges under shear remains a major challenge in seismology. Earthquake laboratory experiments are limited by capacity of equipments and thus cannot provide similar conditions in real earthquake ruptures. This motivates the development of computational models of granular fault gouge that accurately predict thei...

Particle pressures in gas-fluidized beds

The particle pressure is the surface force that is exerted due to the motion of particles and their interactions. This paper describes measurements of the particle pressure exerted on the sidewall of a gas-fluidized bed. As long as the bed remains in a packed state, the particle pressure decreases with increasing gas velocity as progressively more of the bed is supported by fluid forces. It app...

Particle Technology and Fluidization Simulation of Fluidized Beds and Other Fluid- Particle Systems Using Statistical Mechanics

The expansion behavior and structural phenomena of fluid-particle systems was simulated using a method analogous to the Monte Carlo method for molecular systems. Individual particles are moved, and the resulting moves are accepted or declined based on the change in the system’s potential energy and the average kinetic energy of the system. Several fluid particle systems have been successfully p...

Particle Technology and Fluidization Simulation of Structural Phenomena in Mixed-Particle Fluidized Beds

A statistical mechanical simulation was developed and used to predict the macroscopic and microscopic behavior of fluidized beds. In particular, the model was used to study structural phenomena in liquid fluidized beds that contain a distribution of particle sizes and/or densities. Bed structural phenomena, such as density-based and sizebased segregation, classification, expansion, inversion, a...

Anisotropic single-particle dissipative particle dynamics model