Open AccessStrain Energy Density as Failure Criterion for Quasi-Static Uni-axial Tensile Loading
Author(s) -
Andrea Kusch,
Simone Salamina,
Daniele Crivelli,
Filippo Berto
Publication year - 2021
Publication title -
frattura ed integrità strutturale
Language(s) - English
Resource type - Journals
SCImago Journal Rank - 0.368
H-Index - 19
ISSN - 1971-8993
DOI - 10.3221/igf-esis.57.24
Subject(s) - materials science , brittleness , strain energy density function , ultimate tensile strength , composite material , strain energy , radius , work (physics) , stress (linguistics) , structural engineering , finite element method , strain (injury) , nonlinear system , thermodynamics , engineering , physics , medicine , linguistics , philosophy , computer security , computer science , quantum mechanics
Strain energy density is successfully used as criterion for failure assessment of brittle and quasi-brittle material behavior. This work investigates the possibility to use this method to predict the strength of V-notched specimens made of PMMA under static uniaxial tensile load. Samples are characterized by a variability of notch root radii and notch opening angles. Notched specimens fail with a quasi-brittle behavior, albeit PMMA has a nonlinear stress strain curve at room temperature. The notch root radius has most influence on the strength of the specimen, whereas the angle is less relevant. The value of the strain energy density is computed by means of finite element analysis, the material is considered as linear elastic. Failure prediction, based on the critical value of the strain energy density in a well-defined volume surrounding the notch tip, show very good agreement (error <15%) with experimental data.