Asimptotic Solution of Three Dimention Interior Problem of Anisotropic Termoelasticity Plate on Basis of Geometrical Termoelesticity Non-Linear Theory of Elasticity
Journal Title: Հայաստանի գիտությունների ազգային ակադեմիայի տեղեկագիր․ Մեխանիկա - Year 2010, Vol 63, Issue 1
Abstract
Consider a question of solution stress-strain state of anisotropic termoelasticity plate, when on one of the face surfaces are given values of stresses, and on the other surface-normal component of displacement vector of transference and tangential stresses. Investigation is leaded by the method of asymptotic integration geometrically non-linear equations of three dimention problem of theory of elasticity. Founded asimptotication and built solution, which appropriate to interior problem. Received recurent formulas, which allow determine all components of stresses tensor and vectors displacement of interior problem.
Authors and Affiliations
Alexander Khachatryan, Artur Tovmasyan
Keywords
Related Articles
- EP ID EP602175
- DOI -
- Views 78
- Downloads 0
A Contact Problem for Strein with Rectengles.
c
On two problems for ring sectors.
c
On the solution of boundary integral equations of two elasticity problems for axisymmetric bodies in domains with edges.
c
On anisotropy of fatigue strength of glass reinforced plastic of "CBAM" type.
c
ORTHOGONALITY RELATIONSHIP FOR SHEAR WAVE MODES IN PIEZOELECTRIC WAVEGUIDE
In the framework of the full set of Maxwell equations and dynamic equations of the elasticity theory an orthogonality relationship is derived for interconnected electro-magneto-elastic shear wave modes in piezoelectric w...