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Ji, Wooseok
Composite Materials and Structures Lab
Research Interests
  • Mechanics of composites
  • In situ experiments
  • Fracture mechanics
  • Computational solid mechanics
  • Advanced finite element methods
  • Static and dynamic stability of structures

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2D elastic analysis of the sandwich panel buckling problem: benchmark solutions and accurate finite element formulations

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Title
2D elastic analysis of the sandwich panel buckling problem: benchmark solutions and accurate finite element formulations
Author
Ji, WooseokWaas, Anthony M.
Keywords
TRANSVERSELY FLEXIBLE CORE; COMPRESSION; STABILITY; COLUMNS; STRAIN; SHEAR; SOFT; DEFORMATION; BODIES; BEAMS
Issue Date
2010-10
Publisher
SPRINGER BASEL AG
Citation
ZEITSCHRIFT FUR ANGEWANDTE MATHEMATIK UND PHYSIK, v.61, no.5, pp.897 - 917
Abstract
This paper is concerned with the elastic stability, of a sandwich beam panel using classical elasticity. An exact solution for the buckling problem of a sandwich panel (wide beam) in uniaxial compression is presented. Various formulations that correspond to the use of different pairs of energetically conjugate stress and strain measures for the infinitesimal elastic stability of the sandwich panel are discussed. Results from the present two-dimensional analyses to predict the global and local buckling of a sandwich panel are compared with previous theoretical and experimental results. A new finite element formulation for the bifurcation buckling problem is also introduced. In this new formulation, terms that influence the buckling load, which have been omitted in popular commercial codes are pointed out and their significance in influencing the buckling load is identified. The formulation and results presented here can be used as a benchmark solution to establish the accuracy of numerical methods for computing the buckling behavior of thick, orthotropic solids.
URI
https://scholarworks.unist.ac.kr/handle/201301/9569
DOI
10.1007/s00033-009-0041-z
ISSN
0044-2275
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