2015
DOI: 10.1007/978-3-319-20553-3_3
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Fundaments of Recovery-Based Error Estimation and Bounding

Abstract: Several error estimators have been developed in order to control the accuracy of the Finite Element simulations. Most of these techniques can be divided in three main groups: (i) residual-based error estimators, (ii) dual techniques and (iii) recovery-based error estimators. In this work we will introduce the main ideas of the recovery-based error estimators.

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“…Afterwards, this is firstly refined on the basis of geometrical criteria without the necessity to solve the FE problem, and, finally, in an iterative process following an a posteriori Zienkiewicz and Zhu error estimator, [35] and [36] based on the use of a recovered stress field obtained by an enhanced version of the superconvergent patch recovery (SPR) technique, [37] and [38].…”
Section: Image-based Cgfemmentioning
confidence: 99%
“…Afterwards, this is firstly refined on the basis of geometrical criteria without the necessity to solve the FE problem, and, finally, in an iterative process following an a posteriori Zienkiewicz and Zhu error estimator, [35] and [36] based on the use of a recovered stress field obtained by an enhanced version of the superconvergent patch recovery (SPR) technique, [37] and [38].…”
Section: Image-based Cgfemmentioning
confidence: 99%