Numerical insight of a variational smeared approach to cohesive fracture

Volume: 98, Pages: 156 - 171
Published: Jan 1, 2017
Abstract
In the present paper we numerically investigate and validate a variational smeared model for cohesive crack, recently proposed and theoretically justified by Γ-convergence. To achieve this main goal, we first analyze the response of a bar subjected to traction. Possible solutions are discussed, reconstructing the classical cohesive fracture energy and its related stress-crack opening law through a backtracking procedure. Preliminary 2D...
Paper Details
Title
Numerical insight of a variational smeared approach to cohesive fracture
Published Date
Jan 1, 2017
Volume
98
Pages
156 - 171
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