LOCALIZED BUCKLING OF THE SEMI-INFINITE ISOTROPIC PLATE NEAR ELASTICALLY FASTENED EDGE
Journal Title: Հայաստանի գիտությունների ազգային ակադեմիայի տեղեկագիր․ Մեխանիկա - Year 2012, Vol 65, Issue 2
Abstract
Localized buckling of a semi-infinite isotropic plate near elastically fastened edge has been investigated. Mathematical model is of structure is provided and characteristic equation of the problem is derived. The existence conditions of localized buckling are derived analytically. For the cases when localized buckling exists numerical solutions and plots for the critical loads are provided.
Authors and Affiliations
Reza Sharifian
Research in finite solutions for a problem on interaction between a half-plane and elastic stringers.
c
Asymptotic solutions of non-stationary problems of thermal conductivity and thermoelasticity with nonclassical boundary conditions for the two-layer plates
The practical importance of the nonclassical solutions is well known. The solutions of the nonclassical boundary value problems of stationary heat conduction and nonconnected thermoelasticity theory are constructed for t...
On Asymptotic Solution of Thermoelastic Problem for Isotropic Plates
The asymptotic method of the solution of boundary value problem of elasticity theory is effective for anisotropic plates and shells with the kinematical and mixed boundary conditions [1-3]. In this work the asymptotic me...
On forced vibrations of the rectangular plate with regard to the rotational motion.
c
The stability of rod by taking into account the decrease of the compression force by elastic clamped support
The main objective of the work is to generalize the clamped elastically bendable support conditions for compressed rod stability problem for the rod cross beams. As well as to show that these conditions are true in the c...