Pages that link to "Item:Q658762"
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The following pages link to Packing spherical discrete elements for large scale simulations (Q658762):
Displaying 24 items.
- Finite element simulation of dense wire packings (Q324503) (← links)
- A fast and practical method to pack spheres for mesh generation (Q364163) (← links)
- Discrete element method to simulate continuous material by using the cohesive beam model (Q438122) (← links)
- The study of relations between loading history and yield surfaces in powder materials using discrete finite element simulations (Q443705) (← links)
- Using level sets for creating virtual random packs of non-spherical convex shapes (Q964261) (← links)
- Porous-micro-dilatation theory for random crystallization: Monte Carlo simulation for delayed ettringite formation (Q1703734) (← links)
- A geometric algorithm based on tetrahedral meshes to generate a dense polydisperse sphere packing (Q1937417) (← links)
- Generation of porous particle structures using the void expansion method (Q1937429) (← links)
- Advances in particle packing algorithms for generating the medium in the discrete element method (Q1986795) (← links)
- An efficient algorithm to generate random sphere packs in arbitrary domains (Q2007204) (← links)
- An algorithm to generate dense and stable particle assemblies for 2D DEM simulation (Q2191586) (← links)
- Efficient generation of densely packed convex polyhedra for 3D discrete and finite-discrete element methods (Q2952225) (← links)
- New 3D geometrical deposition methods for efficient packing of spheres based on tangency (Q2952868) (← links)
- Sphere Packing Based on Geometric Algorithm Generation Method (Q2963356) (← links)
- A comparison of data structures for the simulation of polydisperse particle packings (Q3018004) (← links)
- High-density sphere packing for discrete element method simulations (Q3393067) (← links)
- (Q3397111) (← links)
- Filling domains with disks: an advancing front approach (Q4416986) (← links)
- A Minkowski difference‐based advancing front packing technique for generating convex noncircular particles in complex domains (Q6082608) (← links)
- Isotropic packing algorithm for particle simulations (Q6554089) (← links)
- A new constructive algorithm for random polydisperse dense disk pack generation (Q6554149) (← links)
- An efficient dense and stable particular elements generation method based on geometry (Q6556858) (← links)
- A method for the generation of 3D representative models of granular based materials (Q6557535) (← links)
- A unified Minkowski sum model for largely deformed granular materials with arbitrary morphologies (Q6643593) (← links)