Optimization of neutron tracking algorithms for GPU-based continuous energy Monte Carlo calculation
•Details of the implementations and optimizations of the GPU-based continuous-energy Monte Carlo code PRAGMA is presented.•Depleted fuel calculation is especially efficient on GPU by the vectorized cross section calculation.•Whole-core continuous-energy Monte Carlo calculation has become feasible wi...
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| Published in | Annals of nuclear energy Vol. 162; p. 108508 |
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| Main Authors | , , |
| Format | Journal Article |
| Language | English |
| Published |
Elsevier Ltd
01.11.2021
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| Online Access | Get full text |
| ISSN | 0306-4549 1873-2100 |
| DOI | 10.1016/j.anucene.2021.108508 |
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| Abstract | •Details of the implementations and optimizations of the GPU-based continuous-energy Monte Carlo code PRAGMA is presented.•Depleted fuel calculation is especially efficient on GPU by the vectorized cross section calculation.•Whole-core continuous-energy Monte Carlo calculation has become feasible with the GPU acceleration.
The implementation and optimization strategies of the neutron tracking algorithms in the GPU-based continuous-energy Monte Carlo (MC) code PRAGMA are presented. The strategies consist of 1) a mixed precision technique, 2) an event-based tracking algorithm, 3) the history-based tracking algorithm improved for GPUs by imposing transition limits, 4) the region partitioning and energy sort schemes to vectorize macroscopic cross section calculations, 5) the unionized grid method improved by a linear hashing scheme, and 6) the GPU-specific implementation techniques such as the use of built-in vector types and an array-based race-free bank algorithm utilizing GPU atomic addition. The developed algorithms and strategies are examined for pin cell and full-core problems consisting of fresh and depleted fuels. PRAGMA turned out to be especially efficient in depleted fuel calculation; PRAGMA effectively overcame the performance drop in the depleted fuel calculation by vectorized cross section calculation. In the full-core calculations PRAGMA also rendered outstanding performance; calculations employing 11.5 billion histories and 20 consumer-grade GPUs could be finished within 15 min for a 3D APR1400 fresh core problem, and within half an hour for a mock-up depleted core problem. |
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| AbstractList | •Details of the implementations and optimizations of the GPU-based continuous-energy Monte Carlo code PRAGMA is presented.•Depleted fuel calculation is especially efficient on GPU by the vectorized cross section calculation.•Whole-core continuous-energy Monte Carlo calculation has become feasible with the GPU acceleration.
The implementation and optimization strategies of the neutron tracking algorithms in the GPU-based continuous-energy Monte Carlo (MC) code PRAGMA are presented. The strategies consist of 1) a mixed precision technique, 2) an event-based tracking algorithm, 3) the history-based tracking algorithm improved for GPUs by imposing transition limits, 4) the region partitioning and energy sort schemes to vectorize macroscopic cross section calculations, 5) the unionized grid method improved by a linear hashing scheme, and 6) the GPU-specific implementation techniques such as the use of built-in vector types and an array-based race-free bank algorithm utilizing GPU atomic addition. The developed algorithms and strategies are examined for pin cell and full-core problems consisting of fresh and depleted fuels. PRAGMA turned out to be especially efficient in depleted fuel calculation; PRAGMA effectively overcame the performance drop in the depleted fuel calculation by vectorized cross section calculation. In the full-core calculations PRAGMA also rendered outstanding performance; calculations employing 11.5 billion histories and 20 consumer-grade GPUs could be finished within 15 min for a 3D APR1400 fresh core problem, and within half an hour for a mock-up depleted core problem. |
| ArticleNumber | 108508 |
| Author | Choi, Namjae Joo, Han Gyu Kim, Kyung Min |
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| Title | Optimization of neutron tracking algorithms for GPU-based continuous energy Monte Carlo calculation |
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