Ultrafast scalable parallel algorithm for the radial distribution function histogramming using MPI maps
In the present paper, an ultrafast and scalable parallel program for the Radial Pair Function (RPF) is presented via pure Message Passing Interface (MPI) paradigm. The parallel code computes the radial distribution function for the single-component as well as multi-component systems. The single-comp...
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| Vydané v: | The Journal of supercomputing Ročník 73; číslo 4; s. 1629 - 1653 |
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| Jazyk: | English |
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01.04.2017
Springer Nature B.V Springer Verlag |
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| ISSN: | 0920-8542, 1573-0484 |
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| Abstract | In the present paper, an ultrafast and scalable parallel program for the Radial Pair Function (RPF) is presented via pure Message Passing Interface (MPI) paradigm. The parallel code computes the radial distribution function for the single-component as well as multi-component systems. The single-component and multi-component systems have been extracted for benchmarking purposes by means of user-written codes in C++ for the Graphite structure and MPI C++ for hydrogen adsorption via Grand Canonical Monte Carlo (GCMC) in the Single-Walled Carbon Nanotube (SWNT), respectively. The speedup and efficiency curves substantiate an excellent performance in terms of computing time and computation size as well. Additionally, the mentioned MPI paradigms are nearly five times (single-component systems) and two times (multi-component systems) faster than the relevant parallel codes using a machine with 48 CPUs and NVIDIA Quadro K5200/PCIe/SSE2. Some conclusions and outlooks pertaining to the numerical implementations, algorithm optimization involving the space decomposition idea have been discussed and provided. |
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| AbstractList | In the present paper, an ultrafast and scalable parallel program for the Radial Pair Function (RPF) is presented via pure Message Passing Interface (MPI) paradigm. The parallel code computes the radial distribution function for the single-component as well as multi-component systems. The single-component and multi-component systems have been extracted for benchmarking purposes by means of user-written codes in C++ for the Graphite structure and MPI C++ for hydrogen adsorption via Grand Canonical Monte Carlo (GCMC) in the Single-Walled Carbon Nanotube (SWNT), respectively. The speedup and efficiency curves substantiate an excellent performance in terms of computing time and computation size as well. Additionally, the mentioned MPI paradigms are nearly five times (single-component systems) and two times (multi-component systems) faster than the relevant parallel codes using a machine with 48 CPUs and NVIDIA Quadro K5200/PCIe/SSE2. Some conclusions and outlooks pertaining to the numerical implementations, algorithm optimization involving the space decomposition idea have been discussed and provided. |
| Author | Kouetcha, Daniella Nguemalieu Cohaut, Nathalie Ramézani, Hamidréza |
| Author_xml | – sequence: 1 givenname: Daniella Nguemalieu surname: Kouetcha fullname: Kouetcha, Daniella Nguemalieu organization: Université d’Orléans, ICMN,UMR CNRS 7374, Interfaces, Confinement, Matériaux et Nanostructures – sequence: 2 givenname: Hamidréza surname: Ramézani fullname: Ramézani, Hamidréza email: hamidreza.ramezani@univ-orleans.fr organization: École Polytechnique de l’Université d’Orléans, Université d’Orléans, ICMN, UMR CNRS 7374, Interfaces, Confinement, Matériaux et Nanostructures – sequence: 3 givenname: Nathalie surname: Cohaut fullname: Cohaut, Nathalie organization: Université d’Orléans, ICMN,UMR CNRS 7374, Interfaces, Confinement, Matériaux et Nanostructures |
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| Keywords | Stochastic approach Parallel computing Statistical mechanics Radial distribution function Monte Carlo simulation MPI |
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| SubjectTerms | Algorithms C (programming language) Compilers Computer Science Computer simulation Computing time Condensed Matter Distribution functions Interpreters Message passing Optimization Parallel programming Physics Processor Architectures Programming Languages Radial distribution Single wall carbon nanotubes |
| Title | Ultrafast scalable parallel algorithm for the radial distribution function histogramming using MPI maps |
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