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Buckling Analysis of Functionally Graded Timoshenko Beams

Shammely Ayala, Augusto Vallejos, Roman Arciniega
2020 Proceedings of the 18th LACCEI International Multi-Conference for Engineering, Education, and Technology: Engineering, Integration, And Alliances for A Sustainable Development" "Hemispheric Cooperation for Competitiveness and Prosperity on A Knowledge-Based Economy"   unpublished

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A finite element model based on the Timoshenko theory is developed to compute the critical buckling loading of functionally graded beams. The Trefftz criteria is used for the stability analysis considering both fundamental and incremental states. A finite element formulation is derived from the principle of virtual work. The Lagrange interpolation functions are used to approximate the field variables. Numerical results are validated with several benchmark problems found in literature.
doi:10.18687/laccei2020.1.1.512 fatcat:t6ksh3jof5dzrkieju6d7u7s6e
Citation

Shammely Ayala, Augusto Vallejos, Roman Arciniega. "Buckling Analysis of Functionally Graded Timoshenko Beams." Proceedings of the 18th LACCEI International Multi-Conference for Engineering, Education, and Technology: Engineering, Integration, And Alliances for A Sustainable Development" "Hemispheric Cooperation for Competitiveness and Prosperity on A Knowledge-Based Economy" (2020)