On the Problems Reduced to Harmonic and Biharmonic Equations with Nonclassic Boundary Conditions
Journal Title: Հայաստանի գիտությունների ազգային ակադեմիայի տեղեկագիր․ Մեխանիկա - Year 2006, Vol 59, Issue 4
Abstract
The problems of elasticity theory reduced to harmonic and biharmonic equations are considered. It is assumed that boundary conditions on the one part of boundaries of the region being under consideration are overdetermined and on the other part they are insufficiently determined. The impossibility of the construction of real problems solutions without of some redefinition of the boundary conditions is demonstrated.
Authors and Affiliations
A. S. Khachikyan
Keywords
Related Articles
- EP ID EP606643
- DOI -
- Views 61
- Downloads 0
Solution of a non-simmetric problem for a double-laered hollow cylinder of finite length by the method of finite elements.
c
Diffraction of a plane shear wave on the elastic space with the semi-infinite elastic inclusion.
c
On singularity of connected plane electrostatic field at angular point of piezoelectrical wedge.
c
The motion of cut in anisotropic medium.
c
Design of a transversely isotropic plate of stepwise variable thickness under bending accounting for transverse shifts
Based on the enhanced theory of plate bending that takes into account the effect of transverse shifts, the problem of optimal design of rectangular transversely isotropic plate, reinforced in its middle part with additio...