Structural Analysis using Iterative Solver with Parallel Preconditioner.
Yoshitaka Ezawa, Takahiro SATAKE, Martyn R. Field
Abstract
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Yoshitaka Ezawa, Takahiro SATAKE, Martyn R. Field
Abstract
Open-access reader
In this work, we describe the implementation of a parallel iterative solver in a large structural analysis program. To achieve maximum performance and stability for the solver, we needed to develop a parallel preconditioner. The preconditioner we use is Factorized Sparse Approximate Inverse. This preconditioner requires only the same amount of storage as the stiffness matrix and has excellent scalability. We devoloped a parallel structural analysis system using this iterative solver and look at a large industrial problem. The numerical results show the effectiveness of this solver.
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In this work, we describe the implementation of a parallel iterative solver in a large structural analysis program. To achieve maximum performance and stability for the solver, we needed to develop a parallel preconditioner. The preconditioner we use is Factorized Sparse Approximate Inverse. This preconditioner requires only the same amount of storage as the stiffness matrix and has excellent scalability. We devoloped a parallel structural analysis system using this iterative solver and look at a large industrial problem. The numerical results show the effectiveness of this solver.
Key concepts: Preconditioner, Solver, Computer science, Computational science, Iterative method, Parallel computing, Stability (learning theory), Scalability