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Article Dans Une Revue International Journal of Adhesion and Adhesives Année : 2024

An enriched finite element for the simplified stress analysis of an entire bonded overlap: continuum macro-element

Résumé

A methodology for the formulation of the stiffness matrix of an enriched finite element, called continuum macro-element (CME), representing for the full length of a bonded overlap and both the adhesive and the adhesive in only one four-node elements, is presented. Compared to earlier macro-elements modelling the bonded overlap as beams on elastic foundation, the CME supposed the adherends and the adhesive as plane continuum media, for which higher-order displacement fields is supposed for the adhesive. The formulation of the stiffness matrix for the adherend outside of the overlap is presented as well to address the stress analysis of single-lap bonded joint for assessment purpose. The assessment is performed by comparisons with the results from (i) a plane strain finite element and (ii) two recent papers by Nguyen and Le Grognec [1] and Methfessel and Becker [2]. Good agreements are shown.
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Dates et versions

hal-04355046 , version 1 (17-01-2024)

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  • HAL Id : hal-04355046 , version 1

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Sébastien Schwartz, Eric Paroissien, Frédéric Lachaud. An enriched finite element for the simplified stress analysis of an entire bonded overlap: continuum macro-element. International Journal of Adhesion and Adhesives, 2024, 129. ⟨hal-04355046⟩
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