ASYMPTOTIC THEORY OF ANISOTROPIC PLATES AND SHELLS
Journal Title: Հայաստանի գիտությունների ազգային ակադեմիայի տեղեկագիր․ Մեխանիկա - Year 2009, Vol 62, Issue 1
Abstract
The essence of asymptotic method solution of singularly-perturbed differential equations is explained. The mentioned method is applying for the boundary-value problems of statics and dynamics of thin bodies (beams, plates, shells) solving. The general results is illustrated by the solutions of determined classes problems.
Authors and Affiliations
Lenser Aghalovyan
Keywords
Related Articles
- EP ID EP602286
- DOI -
- Views 86
- Downloads 0
On Stresses Singularity in one Problem of Elasticity Theory for the Wedge
The behavior of the stresses in the angular point neighborhood of the elastic wedge with arbitrary opening angle α ( 0 < α ≤ 2 π ) is considered. On the radial bounds of the wedge the boundary conditions of the smooth co...
Free interfacial and boundary vibrations of thin elastic circular cylindrical shells with free ends
Free boundary and interfacial vibrations of closed and non-closed cylindrical shells composed of two finite orthotropic thin cylindrical shells with different elastic properties are studied. Using the system of equations...
Stability of single-bonded and nonsingle-bonded rectangular plates compressed by arbitrary load.
c
Stress concentration in magnetosoft body with crack caused by external magnetic field.
c
Propagation of weak waves in a chemically active medium under non-linear statement.
c