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Convergence of nonlinear Galerkin finite element algorithm for the steady incompressible equations of the Navier-Stokes type

Li, Guancheng, Yiannian He

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Abstract

Text in Chinese; Here a practicable algorithm about the nonlinear Galerkin finite element algorithm is presented for the two-dimensional steady incompressible equations of Navier-stokes type is presented (or discassed), also the convergence and regularity of the numerical solution are analy sed .I f the grid parameter H and the finner grid parameter h(h

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What this paper is about

Text in Chinese; Here a practicable algorithm about the nonlinear Galerkin finite element algorithm is presented for the two-dimensional steady incompressible equations of Navier-stokes type is presented (or discassed), also the convergence and regularity of the numerical solution are analy sed .I f the grid parameter H and the finner grid parameter h(h

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Available abstract

Text in Chinese; Here a practicable algorithm about the nonlinear Galerkin finite element algorithm is presented for the two-dimensional steady incompressible equations of Navier-stokes type is presented (or discassed), also the convergence and regularity of the numerical solution are analy sed .I f the grid parameter H and the finner grid parameter h(h

Key concepts: Convergence (economics), Galerkin method, Compressibility, Finite element method, Nonlinear system, Type (biology), Pressure-correction method, Navier–Stokes equations

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