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 <H)satisfy the conditio n H =O(h 1 2), the present algorithm has convergence rate of the same order as the standard Galerkin finite element algorithm .However , this algorithm is simpler than the Galerkin algorithm and can save a large amount of computational time. Finally, the numerical test is provided, which shows that the above conclusion is are true.
|Tijdschrift||Chinese Journal of Computational Physics|
|Nummer van het tijdschrift||1|
|Status||Gepubliceerd - 1997|