It is known that the classical technical theories of Bredt and of sectorial areas are the variational limit of the Saint-Venant torsion problem for hollow homogeneous isotropic cylinders with thin doubly connected crosssection when the wall thickness reaches zero. The main goal of this paper is to prove that the same result remains true for thin tubes with multicell cross-section
The lightweight design of a thin-walled tube under torsion is addressed in the paper. A multi-object...
The theory of torsion in Rectangular Hollow Sections (RHS) is reviewed and discussed with reference ...
The paper is focused on the stress analysis of thin-walled multicell sections subjected to pure tors...
In this paper we study the Saint-Venant torsion problem for hollow homogeneousisotropic cylinders wi...
In this paper, the author studies the Saint-Venant flexure problem for hollow, homogeneous, isotropi...
International audienceIn this paper we propose a perturbation method for calculating the fields appe...
As it is well known, there is in general no closed-form solution for either the shear stress or the ...
International audienceWe extend the perturbative procedure developed in [7] to the case of Saint Ven...
The classical theory of thin-walled members has been applied extensively in practice. Since the theo...
In a previous paper,1 based on a mixed variational principle, an analytical method for thin-walled m...
In this report a theoretical solution is developed for the torsion on a round thin-walled tube for w...
A rather straightforward derivation of the Γ-limit of the torsion problem as the thickness goes to z...
A torsion problem on the transversally isotropic hollow light gauge cylinder with variable shear mod...
A rather straightforward derivation of the \u393-limit of the torsion problem as the thickness goes ...
International audienceStarting from a regular curve (middle line), we define a section of a Saint Ve...
The lightweight design of a thin-walled tube under torsion is addressed in the paper. A multi-object...
The theory of torsion in Rectangular Hollow Sections (RHS) is reviewed and discussed with reference ...
The paper is focused on the stress analysis of thin-walled multicell sections subjected to pure tors...
In this paper we study the Saint-Venant torsion problem for hollow homogeneousisotropic cylinders wi...
In this paper, the author studies the Saint-Venant flexure problem for hollow, homogeneous, isotropi...
International audienceIn this paper we propose a perturbation method for calculating the fields appe...
As it is well known, there is in general no closed-form solution for either the shear stress or the ...
International audienceWe extend the perturbative procedure developed in [7] to the case of Saint Ven...
The classical theory of thin-walled members has been applied extensively in practice. Since the theo...
In a previous paper,1 based on a mixed variational principle, an analytical method for thin-walled m...
In this report a theoretical solution is developed for the torsion on a round thin-walled tube for w...
A rather straightforward derivation of the Γ-limit of the torsion problem as the thickness goes to z...
A torsion problem on the transversally isotropic hollow light gauge cylinder with variable shear mod...
A rather straightforward derivation of the \u393-limit of the torsion problem as the thickness goes ...
International audienceStarting from a regular curve (middle line), we define a section of a Saint Ve...
The lightweight design of a thin-walled tube under torsion is addressed in the paper. A multi-object...
The theory of torsion in Rectangular Hollow Sections (RHS) is reviewed and discussed with reference ...
The paper is focused on the stress analysis of thin-walled multicell sections subjected to pure tors...
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