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Buckling of vibrations of shear-flexible orthotropic plates subjected to mixed boundary conditions
AbstractAn approximate technique is presented for the analysis of buckling and vibrations of free-form, orthotropic, shear-flexible (‘Mindlin’) plates subject to mixed boundary conditions. The method falls into the category of Rayleigh/ Ritz-techniques; however, by using Lagrangian multipliers to ‘relax’ the geometric boundary conditions, the selection of appropriate trial functions is made considerably simpler. Accuracy and reliability of the proposed technique is demonstrated on the basisof several sample problems.
Buckling of vibrations of shear-flexible orthotropic plates subjected to mixed boundary conditions
AbstractAn approximate technique is presented for the analysis of buckling and vibrations of free-form, orthotropic, shear-flexible (‘Mindlin’) plates subject to mixed boundary conditions. The method falls into the category of Rayleigh/ Ritz-techniques; however, by using Lagrangian multipliers to ‘relax’ the geometric boundary conditions, the selection of appropriate trial functions is made considerably simpler. Accuracy and reliability of the proposed technique is demonstrated on the basisof several sample problems.
Buckling of vibrations of shear-flexible orthotropic plates subjected to mixed boundary conditions
Karamanlidis, Dimitrios (author) / Prakash, Vikas (author)
Thin-Walled Structures ; 8 ; 273-293
1988-12-12
21 pages
Article (Journal)
Electronic Resource
English
Buckling of Rectangular Orthotropic Plates Subjected to Biaxial Normal Forces
| British Library Online Contents | 2001