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A feed-back approach to error control in finite element methods: application to linear elasticity

机译:有限元方法中的误差控制反馈方法:在线性弹性中的应用

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摘要

Recently Refined approach to error control in finite element (FE) discretisations has been proposed, Becker and Rannacher (1995b), (1996), which uses Weighted a posteriori error estimates derived via duality Arguments. The conventional strategies for mesh reine- Ment in FE models of problems from elasticity theory are Mostly based on a posteriori error estimates in the energy Norm. Such estimates reflect the approximation properties Of the finite element ansatz by local interpolation constants While the stability properties of the continuous model Enter through a global coercivity constant.
机译:Becker和Rannacher(1995b),(1996)最近提出了一种改进的有限元(FE)离散化错误控制方法,该方法使用了通过对偶参数导出的加权后验误差估计。有限元模型中基于弹性理论的常规网格划分策略主要基于能量范数中的后验误差估计。这样的估计通过局部插值常数反映有限元ansatz的近似属性,而连续模型的稳定性通过全局矫顽力常数输入。

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