Results 21 to 30 of about 1,600,517 (126)
The Saint-Venant torsion of the Cartesian orthotropic homogeneous linearly elastic bar is considered. The cross-section of the prismatic bar is an isosceles right-angled triangular plane domain.
István ECSEDI, Attila BAKSA
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Prandtl’s formulation for the Saint–Venant’s torsion of homogeneous piezoelectric beams
zbMATH Open Web Interface contents unavailable due to conflicting licenses.
Ecsedi, István, Baksa, Attila
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Analogies between Kirchhoff plates and functionally graded Saint-Venant beams under torsion
Exact solutions of elastic Kirchhoff plates are available only for spe- cial geometries, loadings and kinematic boundary constraints. An effective solution procedure, based on an analogy between functionally graded orthotropic Saint- Venant beams under ...
Barretta Raffaele +4 more
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Torsion of Functionally Graded Material Structures: An Overview
Examining torsion in functionally graded materials (FGMs) is crucial because their properties vary spatially. FGMs with continuously graded architectures provide a robust basis for investigating mechanical behavior.
Mateusz Kumor, Artur Ganczarski
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Analogies between Kirchhoff plates and Saint-Venant beams under torsion
Torsion of linearly elastic homogeneous and orthotropic Saint-Venant beams is based on the solution of a Neumann-like boundary value problem for the cross-sectional warping. Equivalence of differential conditions of elastic equilibrium for the beam twist
BARRETTA, RAFFAELE
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A kinetic interpretation of the section-averaged Saint-Venant system for natural river hydraulics.
International audienceThe classical Saint-Venant system is well suited for the modeling of dam breaks, hydraulic jumps, reservoir emptying, flooding, etc.
N. Goutal +3 more
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On the deformation of elastic rods in a symmetric micromorphic theory
We investigate the deformation of an elastic isotropic rod in the framework of a simplified micromorphic theory introduced by Forest and Sievert. In contrast with the classical micromorphic model, which includes 18 elastic constants, this theory is ...
S. De Cicco
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ASSUMPTIONS IN SAINT-VENANT'S SOLUTION FOR THE TORSION OF AN ELASTIC CYLINDER
In this paper, it is proved that Saint-Venant's solution for torsion can be obtained from the following simplified assumptions: (?τxz)/(?z)=(?τyz)/(?z)=0. These assumptions are much more simplified than those given by Saint-Venant in 1855, A. Clebsch in 1862, W. Voigt in 1887, and J. N. Goodier in 1937.
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Academies of Saint Louis University; Bulletin of Saint Louis University
Saint Louis University Annual catalog Volume 16 Number 6b of the 1920-1921 academic ...
Saint Louis University
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An interactive program for visualization of results generated during the shape optimization of simply and multiply-connected isotropic sections under the Saint-Venant torsion using B.E.M. is presented in this paper.
P. Berkowski +3 more
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