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Saint-Venant torsion of cylindrical orthotropic elliptical cross section

  • Published:2019-07 Issue: Volume:99 Page:42-46
  • ISSN:0093-6413
  • Container-title:Mechanics Research Communications
  • language:en
  • Short-container-title:Mechanics Research Communications

Author:

Ecsedi István,Baksa Attila

Funder

European Social Fund

National Research Development and Innovation Office

Publisher

Elsevier BV

Subject

Mechanical Engineering,Mechanics of Materials,Condensed Matter Physics,General Materials Science,Civil and Structural Engineering

Reference15 articles.

1. Mathematical Theory of Elasticity;Sokolnikoff,1956

2. Theory of Elasticity of an Anisotropic Elastic Body;Lekhnitskii,1963

3. Torsion of Anisotropic and Non-homogeneous Beams;Lekhnitskii,1971

4. Elasticity: Theory, Applications and Numerics;Sadd,2005

5. Analytical Methods in Anisotropic Elasticity;Rand,2005

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1. Saint-Venant torsion of cylindrical orthotropic bar;Archive of Applied Mechanics;2023-02-15

2. Assessment of torsional behavior of bone section using meshfree method based on TPS radial basis function;International Journal of Computational Materials Science and Engineering;2022-08-31

3. A mixed variational framework for higher-order unified gradient elasticity;International Journal of Engineering Science;2022-01

4. Saint-Venant torsion of orthotropic piezoelectric elliptical bar;Acta Mechanica;2021-12-20

5. Meshfree Approach for the Torsional Analysis of Non-Circular Orthotropic and Functionally Graded Sections;International Journal of Computational Methods;2021-12-04
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