Finite Element Integration on GPUs
Matthew G. Knepley, Andy R. Terrel
TL;DR
This paper introduces a new finite element integration method optimized for GPUs, achieving high computational performance for low order elements in solving Laplacian and Elasticity problems.
Contribution
The paper presents a novel GPU-optimized finite element integration technique for low order elements, significantly improving computational efficiency.
Findings
Over 100 GFLOPS for element integration on first order discretizations.
Effective for Laplacian and Elasticity operators.
Demonstrates high performance on GPU architectures.
Abstract
We present a novel finite element integration method for low order elements on GPUs. We achieve more than 100GF for element integration on first order discretizations of both the Laplacian and Elasticity operators.
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