The problem connected with the stability of compressed-bendable rigid rods of variable rigidity (with the reduced rigidity in the centre) is formulated and solved. The system of transcendent equations with roots for critical load for a rod is founded out
AbstractWe consider the problem of Nicolai on dynamic stability of an elastic cantilever rod loaded ...
The stability problems for bars and plates are considered. Variation formulations are used for the s...
The method of formulating non-linear physical equations for multiphase rods is suggested in the arti...
AbstractThere is a solution of the problem of the stability of a compressed rod with a variable cros...
The aim of this paper is the analysis of rod cross‐ply bending and stability of rod systems in the p...
The method of two-sided evaluations is extended to the problems of stability of an elastic non-unifo...
The non-classical problem of the stability loss of a straight vertical bar with elastic flexible ele...
Aim of the paper is the formulation of a criterion of infinitesimal stability for a class of rods ma...
The bifurcation solutions and their stability of a three-hinged rod under conservative compressive f...
The non-linear equilibrium equations of compressed plates and rods are investigated. The aim of the ...
An exact non-linear formulation of the equilibrium of elastic prismatic rods subjected to compressio...
The authors have studied the stability of compressed steel structures and parts of machines with acc...
AbstractThe paper considers some new results of creating load-carrying systems that have uprated str...
The accounting equations for buckling of the elasctic-plastic rods in the conditions of the unlimite...
This thesis examines two problems involving the equilibrium configurations of intrinsically straight...
AbstractWe consider the problem of Nicolai on dynamic stability of an elastic cantilever rod loaded ...
The stability problems for bars and plates are considered. Variation formulations are used for the s...
The method of formulating non-linear physical equations for multiphase rods is suggested in the arti...
AbstractThere is a solution of the problem of the stability of a compressed rod with a variable cros...
The aim of this paper is the analysis of rod cross‐ply bending and stability of rod systems in the p...
The method of two-sided evaluations is extended to the problems of stability of an elastic non-unifo...
The non-classical problem of the stability loss of a straight vertical bar with elastic flexible ele...
Aim of the paper is the formulation of a criterion of infinitesimal stability for a class of rods ma...
The bifurcation solutions and their stability of a three-hinged rod under conservative compressive f...
The non-linear equilibrium equations of compressed plates and rods are investigated. The aim of the ...
An exact non-linear formulation of the equilibrium of elastic prismatic rods subjected to compressio...
The authors have studied the stability of compressed steel structures and parts of machines with acc...
AbstractThe paper considers some new results of creating load-carrying systems that have uprated str...
The accounting equations for buckling of the elasctic-plastic rods in the conditions of the unlimite...
This thesis examines two problems involving the equilibrium configurations of intrinsically straight...
AbstractWe consider the problem of Nicolai on dynamic stability of an elastic cantilever rod loaded ...
The stability problems for bars and plates are considered. Variation formulations are used for the s...
The method of formulating non-linear physical equations for multiphase rods is suggested in the arti...