2007•Journal of Hengyang Normal UniversityRequires access

The Derivative Superconvergence of Bilinear Element with Non-smooth Solution

Zhu Qi-ding

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Abstract

By using projection type interpolation expansion,a new kind of error at the condition of non-smooth solution is defined.(u∈H1 or H2).And then the superconvergence of bilinear rectangular finite element with nonsmooth solution is discussed.

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What this paper is about

By using projection type interpolation expansion,a new kind of error at the condition of non-smooth solution is defined.(u∈H1 or H2).And then the superconvergence of bilinear rectangular finite element with nonsmooth solution is discussed.

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Available abstract

By using projection type interpolation expansion,a new kind of error at the condition of non-smooth solution is defined.(u∈H1 or H2).And then the superconvergence of bilinear rectangular finite element with nonsmooth solution is discussed.

Key concepts: Superconvergence, Bilinear interpolation, Interpolation (computer graphics), Mathematics, Projection (relational algebra), Finite element method, Element (criminal law), Derivative (finance)

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