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A priori pivoting in incomplete Gaussian preconditioning for iterative solution of mixed finite-element formulation of the Navier-Stokes equations

机译:Navier-Stokes方程混合有限元公式迭代解的不完全高斯预处理的先验枢轴

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摘要

Mixed finite-element formulations of incompressible Navier-Stokes equations lead to non-positive definite algebraic systems in- appropriate for iterative solution techniques. However, introducing a suitable preconditioner the mixed finite-element equation system becomes positive definite and solvable by iterative solvers. The present work suggests a priori pivoting sequences for parallel and serial implementations of incomplete Gaussian factorization. Tests are performed for the driven cavity problem in two and three dimen- sions
机译:不可压缩的Navier-Stokes方程的混合有限元公式导致了非正定代数系统,不适合迭代求解技术。但是,引入合适的预处理器后,混合有限元方程组将变为正定且可被迭代求解器求解。本工作提出了不完全高斯分解的并行和串行实现的先验枢轴序列。对驱动腔问题进行了二维和三维测试

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