J4 ›› 2011, Vol. 46 ›› Issue (8): 42-46.
• Articles •
QIAO Bao-min, LIANG Hong-liang
The convergence analysis is studied for a kind of nonlinear generalized nerve conductive equations by Adini′s finite element. Error estimates and result of superclose are obtained by using some novel approaches and techniques. Finally, the corresponding global superconvergence is obtained by taking the advantage of the post-processing technique.
nerve conductive equations; Adini′s finite element; error estimate; superclose; super-convergence
QIAO Bao-min, LIANG Hong-liang. Super-convergence analysis of Adini′s finite element for a kind of nonlinear generalized nerve conductive equations[J].J4, 2011, 46(8): 42-46.
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