2011
DOI: 10.1016/j.cpc.2010.09.008
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A bounding box search algorithm for DEM simulation

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Cited by 15 publications
(7 citation statements)
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References 11 publications
(36 reference statements)
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“…To investigate the problems in a large-scale system, such as packing and flowing of coals, soil or sands, a DEM on multiple GPUs needs to be developed (Nishiura et al, 2014). Recently Su et al (Su et al, 2011) introduced a new algorithm that can accurately predict the contact state of a particle with a complex geometric surface while Walizer and Peters (Walizer & Peters, 2011) provided a box search algorithm for particles with different sizes. These two algorithms are very useful in DEM simulations and are employed in our work.…”
Section: Many Important Simulation Methods No Matter Based On the Momentioning
confidence: 98%
“…To investigate the problems in a large-scale system, such as packing and flowing of coals, soil or sands, a DEM on multiple GPUs needs to be developed (Nishiura et al, 2014). Recently Su et al (Su et al, 2011) introduced a new algorithm that can accurately predict the contact state of a particle with a complex geometric surface while Walizer and Peters (Walizer & Peters, 2011) provided a box search algorithm for particles with different sizes. These two algorithms are very useful in DEM simulations and are employed in our work.…”
Section: Many Important Simulation Methods No Matter Based On the Momentioning
confidence: 98%
“…The point-in-box search algorithm is used to detect element nodes inside the bounding box. The bounding box was subsequently extended to the discrete element method (DEM), to which its improved model was widely applied [25,26] as shown in Figure 3(b). The bounding box method requires identifying all cells that may be occupied by any part of the target particles, listing the target particles in these cells, and searching for potential contact in the same group of cells ("bounding box").…”
Section: Establishing the Bounding Boxmentioning
confidence: 99%
“…To simulate the mechanical behavior of 2D polycrystalline materials with microstructures generated as described in section 2.1, we used the non-spherical discrete element modeling code (ERDC-DEM) originally described by [23,24] to model intergranular microcrack initiation and evolution by adopting a simplified description of the bonded particle model proposed by [25]. DEM simulations of the interaction between rigid particles is based on the numerical solution of Newtonʼs second law of motion using the velocity Verlet algorithm.…”
Section: Dem Modelmentioning
confidence: 99%