Asymptotic Solution of one Mixed Boundary Problem of Anisotropic Plate, on the Base of Geometrical Non-Linear Theory of Elasticity

Abstract

Consider a question of solution stress-strain state in three dimention problem for an asymptotic plate, on the base of geometrical non-liner equations, in the surface of which are given mixed conditions of theory of elasticity. With appliance of asymptotic method of integration are built solutions of the interior problem. Consider concrete examples.

Authors and Affiliations

Gayane Petrosyan, Alexander Khachatryan

Keywords

Related Articles

The stability of cylindrical ring under punches

The stability of cyrcular ring, when concentrated forces act under symetricaly situated cylindrical of form punches is considered. The values of critical forces dependent from sizes and convexity or concavity of punchs a...

Transverse Vibration of Vertical Beam Under Action of Follower Type Load

In this work the problem of stability of disturbed movement beam with point mass at two different boundary condition is considered.Found critical value of force when taked place devergent and flutter instability.

Optimal guaranteed dynamic search of mobile object on the plane

A problem of time-optimal guaranteed dynamic search of moving object with controllable acceleration in plane is observed, where the state of the sought object is known up to a given set. It is shown, that on a basis of m...

Download PDF file
  • EP ID EP602085
  • DOI -
  • Views 68
  • Downloads 0

How To Cite

Gayane Petrosyan, Alexander Khachatryan (2011). Asymptotic Solution of one Mixed Boundary Problem of Anisotropic Plate, on the Base of Geometrical Non-Linear Theory of Elasticity. Հայաստանի գիտությունների ազգային ակադեմիայի տեղեկագիր․ Մեխանիկա, 64(1), -. https://europub.co.uk/articles/-A-602085