| 1 |
A hierarchical, spherical harmonic-based approach to simulate abradable, irregularly shaped particles in DEM
Capozza R, Hanley KJ
Powder Technology, 378, 528, 2021 |
| 2 |
Efficient measurement of the percolation threshold for random systems of congruent overlapping ovoids
Li MQ, Chen HS, Lin JJ
Powder Technology, 360, 598, 2020 |
| 3 |
An efficient 3D DEM-FEM contact detection algorithm for tire-sand interaction
Yang P, Zang MY, Zeng HY
Powder Technology, 360, 1102, 2020 |
| 4 |
An improved contact detection algorithm for bonded particles based on multi-level grid and bounding box in DEM simulation
Huang P, Ding YF, Miao QH, Sang G, Jia MP
Powder Technology, 374, 577, 2020 |
| 5 |
A granular Discrete Element Method for arbitrary convex particle shapes: Method and packing generation
Seelen LJH, Padding JT, Kuipers JAM
Chemical Engineering Science, 189, 84, 2018 |
| 6 |
A geometric potential-based contact detection algorithm for egg-shaped particles in discrete element modeling
Zhou W, Huang Y, Ng TT, Ma G
Powder Technology, 327, 152, 2018 |
| 7 |
Effect of particle morphologies on the percolation of particulate porous media: A study of superballs
Lin JJ, Chen HS
Powder Technology, 335, 388, 2018 |
| 8 |
An improved 3D DEM-FEM contact detection algorithm for the interaction simulations between particles and structures
Zheng ZM, Zang MY, Chen SH, Zhao CL
Powder Technology, 305, 308, 2017 |
| 9 |
Development of a discrete element model with moving realistic geometry to simulate particle motion in a Mi-Pro granulator
Watson NJ, Povey MJW, Reynolds GK, Ding Y, Xu BH
Computers & Chemical Engineering, 93, 234, 2016 |
| 10 |
Discrete element models for non-spherical particle systems: From theoretical developments to applications
Lu G, Third JR, Muller CR
Chemical Engineering Science, 127, 425, 2015 |
