Add to ORKGGeometrically nonlinear behavior of orthotropic shallow shells subjected to the transverse load and resting on Winkler’s foundation is investigated. On base of the R-function theory and variational methods problem's solution for shells with complex plan form is proposed. The algorithm to finding upper and lower critical loads is developed. The stress-strain state of shallow shells with the complex planform is investigated including different boundary conditions, properties of material and elastic foundation
The governing differential equations of the bending problem of simply supported shallow spherical sh...
AbstractA meshless local Petrov–Galerkin (MLPG) formulation is presented for bending problems of she...
A review of studies performed using the R-functions theory to solve problems of nonlinear dynamics o...
Geometrically nonlinear behavior of orthotropic shallow shells subjected to the transverse load and ...
The effective method basing on theory of R-functions and variational structural method is developedf...
The effective method basing on theory of R-functions and variational structural method is developedf...
Early R-functions theory [1] combined with variational methods have been applied to linear [2] and n...
Early R-functions theory [1] combined with variational methods have been applied to linear [2] and n...
A new numerical analytical method for solving geometrically nonlinear bending problems of thin shall...
The present formulation of the analysed problem is based on Donell’s nonlinear shallow shell theory,...
The paper deals with shallow orthotropic shells of double curvature, square in plan, under dynamic l...
This paper proposes a theoretically substantiated and universal new method to calculate the three-di...
This paper proposes a theoretically substantiated and universal new method to calculate the three-di...
A variational numerical-analytical method (called the RVR method) is suggested for calculating the s...
A review of studies performed using the R-functions theory to solve problems of nonlinear dynamics o...
The governing differential equations of the bending problem of simply supported shallow spherical sh...
AbstractA meshless local Petrov–Galerkin (MLPG) formulation is presented for bending problems of she...
A review of studies performed using the R-functions theory to solve problems of nonlinear dynamics o...
Geometrically nonlinear behavior of orthotropic shallow shells subjected to the transverse load and ...
The effective method basing on theory of R-functions and variational structural method is developedf...
The effective method basing on theory of R-functions and variational structural method is developedf...
Early R-functions theory [1] combined with variational methods have been applied to linear [2] and n...
Early R-functions theory [1] combined with variational methods have been applied to linear [2] and n...
A new numerical analytical method for solving geometrically nonlinear bending problems of thin shall...
The present formulation of the analysed problem is based on Donell’s nonlinear shallow shell theory,...
The paper deals with shallow orthotropic shells of double curvature, square in plan, under dynamic l...
This paper proposes a theoretically substantiated and universal new method to calculate the three-di...
This paper proposes a theoretically substantiated and universal new method to calculate the three-di...
A variational numerical-analytical method (called the RVR method) is suggested for calculating the s...
A review of studies performed using the R-functions theory to solve problems of nonlinear dynamics o...
The governing differential equations of the bending problem of simply supported shallow spherical sh...
AbstractA meshless local Petrov–Galerkin (MLPG) formulation is presented for bending problems of she...
A review of studies performed using the R-functions theory to solve problems of nonlinear dynamics o...