Three-dimensional linear elastic distributions of stress and strain energy density ahead of V-shaped notches in plates of arbitrary thickness
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Publication:973327
DOI10.1023/B:FRAC.0000036846.23180.4DzbMath1187.74164WikidataQ58538164 ScholiaQ58538164MaRDI QIDQ973327
Chun Hui Wang, Paolo Lazzarin, Filippo Berto
Publication date: 28 May 2010
Published in: International Journal of Fracture (Search for Journal in Brave)
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Simulation of the nonplanar three-dimensional thermal cracking using the finite element-meshfree method ⋮ The concentration of stress and strain in finite thickness elastic plate containing a circular hole ⋮ Stress concentration analysis for countersunk rivet holes in orthotropic plates ⋮ Three-dimensional computational analysis of stress state transition in through-cracked plates ⋮ The distributed dislocation technique for calculating plasticity-induced crack closure in plates of finite thickness ⋮ \(T_z\) constraints of semi-elliptical surface cracks in elastic plates subjected to uniform tension loading ⋮ On stress singularities at angular corners of plates of arbitrary thickness under tension ⋮ Three-dimensional correction of the stress intensity factor for plate with a notch ⋮ On the most dangerous V-notch ⋮ Dynamic fracture analysis of Kane-Mindlin plates using the dual boundary element method
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