Determining the subset of points (particles) in a problem domain that are contained within certain spatial regions of interest can be one of the most time-consuming parts of some computer simulations. Examples where this 'point-in-box' search can dominate the computation time include (1) finite element contact problems; (2) molecular dynamics simulations; and (3) interactions between particles in numerical methods, such as discrete particle methods or smooth particle hydrodynamics. This paper describes methods to optimize a point-in-box search algorithm developed by Swegle that make optimal use of the architectural features of the Cray Y-MP Supercomputer
Solid dynamics simulations with Lagrangian finite elements are used to model a wide variety of probl...
This project studies the implementation of a computational time saving technique and adds an additio...
We develop an efficient algorithm for detecting collisions among a large number of particles moving ...
The performance of discrete element method (DEM) simulations is highly dependent on the requirements...
The investigation of strongly interacting matter and its implications is one of the big challenges i...
A highly efficient procedure for calculating forces in a molecular dynamics simulation on a vector c...
This thesis discusses how to optimize computational physics software for speed through maximizing th...
In the direct simulation Monte Carlo method and multi-phase flow calculations, structured and unstru...
This paper deals with the calculation of the motion and the administration of the contacts for syste...
Various algorithms for evaluating nonbonded interactions in molecular dynamics (MD) simulations of m...
The Discrete Element Method (DEM) recently presents numerical tool widely used in simulation of hete...
In this paper we consider a new class of search and optimization algorithms inspired by molecular d...
The standardized-maximalist approach to supercom-puter benchmarking consists in optimizing a standar...
In particle systems simulation, the procedure of neighbour searching is usually a bottleneck in term...
In this paper we present an efficient and general sorting-based approach for the neighbor search on ...
Solid dynamics simulations with Lagrangian finite elements are used to model a wide variety of probl...
This project studies the implementation of a computational time saving technique and adds an additio...
We develop an efficient algorithm for detecting collisions among a large number of particles moving ...
The performance of discrete element method (DEM) simulations is highly dependent on the requirements...
The investigation of strongly interacting matter and its implications is one of the big challenges i...
A highly efficient procedure for calculating forces in a molecular dynamics simulation on a vector c...
This thesis discusses how to optimize computational physics software for speed through maximizing th...
In the direct simulation Monte Carlo method and multi-phase flow calculations, structured and unstru...
This paper deals with the calculation of the motion and the administration of the contacts for syste...
Various algorithms for evaluating nonbonded interactions in molecular dynamics (MD) simulations of m...
The Discrete Element Method (DEM) recently presents numerical tool widely used in simulation of hete...
In this paper we consider a new class of search and optimization algorithms inspired by molecular d...
The standardized-maximalist approach to supercom-puter benchmarking consists in optimizing a standar...
In particle systems simulation, the procedure of neighbour searching is usually a bottleneck in term...
In this paper we present an efficient and general sorting-based approach for the neighbor search on ...
Solid dynamics simulations with Lagrangian finite elements are used to model a wide variety of probl...
This project studies the implementation of a computational time saving technique and adds an additio...
We develop an efficient algorithm for detecting collisions among a large number of particles moving ...