DocumentCode :
2904551
Title :
Acceleration of the FEM computations in electromagnetic analysis for switched reluctance motor
Author :
Kula, Sebastian
Author_Institution :
Dept. of Electr. Machines & Drives, Tech. Univ. of Cluj-Napoca, Cluj-Napoca, Romania
fYear :
2015
fDate :
7-9 May 2015
Firstpage :
614
Lastpage :
617
Abstract :
In this paper an application of parallel computing to accelerate modeling of subsystem in the frame of HiL (Hardware-in-the-Loop) platform is presented. The subsystem is the model of SRM (Switched Reluctance Motor), analyzed with the use of numerical method FEM (Finite Element Method). The paper focuses on potential of the GPU (Graphical Processing Unit) Tesla cards, which are made in a Fermi and Kepler technology to optimize computation time. The FEM is analyzed and possible accelerations of this method are emphasized. A bottleneck of the FEM is a necessity to solve LSE (Linear System of Equations), with very large and sparse matrices, which are results of PDEs (Partial Differential Equations) discretization process. This paper examines parallelism of the sparse matrices solvers on the high-end GPUs. Variations of the iterative CG (Conjugate Gradient) solver were analyzed, due to the CG is the iterative solver used in FEMM, freeware software package for 2D FEA (Finite Element Analysis) of EM (Electro-Mechanical) systems. The Conjugate-Gradient without preconditioner, CG with Jacobi preconditioner, CG with ilu0 preconditioner were analyzed. In parallel computations CULA tools routines for iterative solvers were used.
Keywords :
Jacobian matrices; conjugate gradient methods; finite element analysis; graphics processing units; partial differential equations; reluctance motors; sparse matrices; 2D FEA; EM system; FEM computation; FEMM; Fermi and Kepler technology; GPU Tesla card; HiL; Jacobi preconditioner; LSE; PDE; SRM; conjugate gradient solver; electromagnetic analysis; electromechanical system; finite element method; freeware software package; graphical processing unit; hardware-in-the-loop platform; linear system of equation; parallel computing; partial differential equation discretization process; sparse matrix; subsystem accelerate modeling; switched reluctance motor; Acceleration; Computational modeling; Finite element analysis; Graphics processing units; Jacobian matrices; Random access memory; Sparse matrices; FEM; GPU; electrical machine; iterative solvers; parallel computing;
fLanguage :
English
Publisher :
ieee
Conference_Titel :
Advanced Topics in Electrical Engineering (ATEE), 2015 9th International Symposium on
Conference_Location :
Bucharest
Type :
conf
DOI :
10.1109/ATEE.2015.7133883
Filename :
7133883
Link To Document :
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