THE STATE EQUATIONS FOR THE FIRST AND SECOND FUNDAMENTAL PROBLEMS OF ELASTODYNAMICS FOR A CRACKED MEDIUM.
Journal Title: Հայաստանի գիտությունների ազգային ակադեմիայի տեղեկագիր․ Մեխանիկա - Year 2008, Vol 61, Issue 3
Abstract
In our work we will derive the state equations the first and second fundamental dynamical problems in the frame of linear elasticity. In the first fundamental dynamical problem we will consider an infinite medium that contains a crack, on the lips of which, the stresses are considered to be known. The second fundamental problem has the same formulation, but in this case, the displacements on the crack lips are known. Beginning from the equations of motion, Hooke’s law and the compatibility equations we will derive the state equations for the above mentioned problems.
Authors and Affiliations
D. I. Bardzokas, G. I. Sfyris
Keywords
Related Articles
- EP ID EP602300
- DOI -
- Views 118
- Downloads 0
Aerothermoelasticity of plates and cylindrical panels under transient influence of the gas flow.
c
The diffraction of magnetogasdynamec shock wave near the blunt wedge for initial magnetic field perpendicular to plane of main motion.
c
The modulation equations in nonlinear dispersive media and their application to the wave propogation in thin bodies.
c
The plastic yielding of rapidly rotatory conical pipe with full plasticity condition
The plastic yielding of rapidly rotatory conical pipe with full plasticity condition are considered. The correspondent limiting value of linear velocity is defined. We have obtained relationships for stresses tensor. The...
Distribution of stresses in the anisotropic semi-plane with a strengthened circular hole.
Kaloerov S.A.