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doi:10.1016/j.cpc.2007.08.014    
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Copyright © 2007 Elsevier B.V. All rights reserved.

A scalable parallel algorithm for large-scale reactive force-field molecular dynamics simulations

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Ken-ichi Nomuraa, Rajiv K. Kaliaa, Aiichiro NakanoCorresponding Author Contact Information, a, E-mail The Corresponding Author and Priya Vashishtaa

aCollaboratory for Advanced Computing and Simulations, Department of Computer Science, Department of Physics & Astronomy, Department of Chemical Engineering & Materials Science, University of Southern California, Los Angeles, CA 90089-0242, USA


Received 18 June 2007; 
revised 16 August 2007; 
accepted 17 August 2007. 
Available online 15 September 2007.

Abstract

A scalable parallel algorithm has been designed to perform multimillion-atom molecular dynamics (MD) simulations, in which first principles-based reactive force fields (ReaxFF) describe chemical reactions. Environment-dependent bond orders associated with atomic pairs and their derivatives are reused extensively with the aid of linked-list cells to minimize the computation associated with atomic n-tuple interactions (nless-than-or-equals, slant4 explicitly and less-than-or-equals, slant6 due to chain-rule differentiation). These n-tuple computations are made modular, so that they can be reconfigured effectively with a multiple time-step integrator to further reduce the computation time. Atomic charges are updated dynamically with an electronegativity equalization method, by iteratively minimizing the electrostatic energy with the charge-neutrality constraint. The ReaxFF-MD simulation algorithm has been implemented on parallel computers based on a spatial decomposition scheme combined with distributed n-tuple data structures. The measured parallel efficiency of the parallel ReaxFF-MD algorithm is 0.998 on 131,072 IBM BlueGene/L processors for a 1.01 billion-atom RDX system.

Keywords: Molecular dynamics; Reactive force field; Parallel computing

PACS classification codes: 02.70.-c; 02.70.Ns; 82.20.Db

Article Outline

1. Introduction
2. Reactive force field molecular dynamics algorithm
2.1. Bond-order calculation
2.2. Energy and force calculations
2.2.1. 1-body energies
2.2.2. Bonding (2-body) energy
2.2.3. 3-body energies
2.2.4. 4-body energies and parameters
2.2.5. Hydrogen–bonding energy and parameters
2.2.6. Noncovalent energies and parameters
2.3. Electronegativity-equalization scheme
2.4. Time integrator
3. Parallelization
4. Performance test
BlueGene/L
Altix 3000
Opteron
5. Summary
Acknowledgements
Appendix A. ReaxFF parameters
References





Corresponding Author Contact InformationCorresponding author.

 
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