Numerical modelling of shear strain near to the crack
Authors:
About authors
- Ph.D. associate professor Saint Petersburg State Mining Institute (Technical University)
Abstract
The behaviour of a material near to a crack is considered at nonlinear shear strain. The plane problem of the nonlinear theory of elasticity in the variation form is solved. Some variants of boundary conditions are used. The numerical results received by a finite element method are presented.
Область исследования:
(Archived) Applied and fundamental research in physics and mathematics
Funding:
None
References
- Kabrits S.A., Malkov V.M., Mansurova S.E. Nonlinear equations of a plane layer for three models of an elastic material // News of the Russian Academy of Science, the Mechanic of a solid body. 2001. № 1. Р.38-47.
- Malkov V.M. Bases of the mathematical nonlinear theory of elasticity. Saint Petersburg, 2002. 212 p.
- Oden G. Finite element method in the nonlinear mechanics of continua. Мoscow, 1976. 464 p
Similar articles
Anodic bonding method for adhesion enhancement of conducting films to dielectric substrates
2010 A. G. Syrkov, N. S. Pshchelko
Distribution of the wave of vertical polarization in the infinite plasma layer with the maximum of the electronic concentration
2010 A. V. Denisov