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Graphics-Processing-Unit-Based Acceleration of Electromagnetic Transients Simulation

delete2016-10-01
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OA
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J
Jayanta Kumar Debnath *
A
A.M. Gole
W
Wai-keung Fung
DOI:10.1109/TPWRD.2015.2492983delete
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摘要

摘要

En 中文
This paper presents a novel approach to speed up electromagnetic-transients (EMT) simulation, using graphics-processing-unit (GPU)-based computing. This paper extends earlier published works in the area, by exploiting additional parallelism inside EMT simulation. A 2D-parallel matrix-vector multiplication is used that is faster than previous 1D-methods. Also, this paper implements a GPU-specific sparsity technique to further speed up the simulations, as the available CPU-based sparsity techniques are not suitable for GPUs. In addition, as an extension to previous works, this paper demonstrates modelling a power-electronic subsystem. The efficacy of the approach is demonstrated using two different scalable test systems. A low granularity system, that is, one with a large cluster of buses connected to others with a few transmission lines is considered, as is also a high granularity where a small cluster of buses is connected to other clusters, thereby requiring more interconnecting transmission lines. Computation times for GPU-based computing are compared with the computation times for sequential implementations on the CPU. This paper shows two surprising differences of GPU simulation in comparison with CPU simulation. First, the inclusion of sparsity only makes minor reductions in the GPU-based simulation time. Second, excessive granularity, even though it appears to increase the number of parallel-computable subsystems, significantly slows down the GPU-based simulation.
Keyword:
CUDA-C programming
electromagnetic-transients (EMT) simulation
graphics-processing unit (GPU) computing
parallel algorithms
power system modelling
power systems simulation

期刊

IEEE Transactions on Power Delivery 封面图
IEEE Transactions on Power Delivery
IF:
3.7
论文数:
9.1K
被引数:
2.2W

机构

U
University of Manitoba
学者数:
1.9W
论文数: 1.7W
被引数: 18
R
Robert Gordon University
学者数:
1.3K
论文数: 1.4K
被引数: 1.9K
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