The buckling response of plates is governed by their geometric and material characteristics, loading conditions, and initial imperfections, while its numerical prediction is also influenced by modeling assumptions. Using finite element simulations in ANSYS Mechanical APDL, this study investigates the effects of shell reference surface position, through-thickness integration scheme, initial geometric imperfections, plate slenderness, aspect ratio, and loading condition (uniaxial or biaxial compression) on the elastic and elasto-plastic buckling behavior of plates. The shell reference surface position had a negligible influence on critical buckling loads but reduced ultimate loads by up to 57.72%. The evaluation of shell thickness integration schemes showed that three integration points are sufficient for elastic analyses and five for elasto-plastic simulations. Plate slenderness governed the development of post-buckling reserve, whereas aspect ratio became increasingly important under biaxial compression. Plates with lower slenderness exhibited ultimate loads up to 42.44% below the corresponding critical loads, while slender plates developed post-buckling reserves reaching 78.04%. The influence of biaxial compression was strongly dependent on plate aspect ratio, with ultimate load reductions reaching 84.78% compared to uniaxial compression. A strong interaction between aspect ratio and imperfection sensitivity was observed, with variations in ultimate load due to imperfection amplitude decreasing from 41.11% in plates with low aspect ratios to less than 5% in elongated plates. The results contribute to a better understanding of the interaction among modeling assumptions, plate geometry, initial imperfections, and buckling mechanisms under uniaxial and biaxial compression.
Finite element analysis is used to examine the buckling properties of rectangular plates with full and partial longitudinal and transverse stiffeners under in-plane uniaxial edge loadings. Various edge-loading scenarios have been examined, and whenever feasible, comparisons with previously published findings have been...
Prabhash Kumar Yadav, A. K. L. Srivastava, B. Prasad· Bridge Structures· 0 citations
Background/Aim: This study develops and verifies a finite-difference formulation for the linear buckling analysis of rectangular power-law functionally graded material (P-FGM) plates, based on first-order shear deformation theory (FSDT). The aim is to provide an accurate, computationally efficient numerical approach fo...
Khaled Benmahdi, Ali Meksi, Mohamed Sadoun et al.· Vojnotehnički Glasnik· 0 citations
Cold-formed steel profiles exhibit high structural efficiency; however, their reduced thickness renders them highly susceptible to interaction between buckling modes, particularly distortional and global modes. This work investigates the behavior of hat-section beams subjected to uniform and non-uniform bending, a load...
G. Vieira, Carina Ferreira, Carla de Amorim Lana Dib et al.· Revista Tecnológica· 0 citations
This paper presents a comprehensive thermo-mechanical analysis of laminated composite sandwich plates, focusing on bending deformations and buckling stability under combined thermal and mechanical loading. A First-Order Shear Deformation Theory (FSDT)-based formulation is employed, and a finite element model is develop...
M. Khade, K. Sangle· Cureus Journal of Engineerin...· 0 citations
Introduction/Purpose: This study analyzes the bending response and buckling behavior of antisymmetric laminated composite plates using a refined exponential shear deformation theory (RESDT). The research aims to evaluate dimensionless deflections under transverse loading and critical buckling loads under uniaxial compr...
M. Sehoul, O. Bouguenina, K. Bendahane et al.· Vojnotehnički Glasnik· 0 citations
The structural instability of cylindrical shells has long attracted scholarly attention due to its inherently nonlinear response and extensive engineering relevance. Although numerous investigations have examined buckling phenomena arising from individual loading modes such as axial compression or pure torsion, the com...
Nasser Firouzi, N. Madkhali· Symmetry· 0 citations
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