Shear Buckling Analysis of a Hat-Stiffened Panel
William L. Ko, Raymond H. Jackson
Abstract
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William L. Ko, Raymond H. Jackson
Abstract
Open-access reader
A buckling analysis was performed on a hat-stiffened panel subjected to shear loading. Both local buckling and global buckling were analyzed. The global shear buckling load was found to be several times higher than the local shear buckling load. The classical shear buckling theory for a flat plate was found to be useful in predicting the local shear buckling load of the hat-stiffened panel, and the predicted local shear buckling loads thus obtained compare favorably with the results of finite element analysis. NOMENCLATURE cross-sectional area of one corrugation leg, cross-sectional area of global panel segment bounded by p, Fourier coefficient of assumed trial function for w (x, y), in. a length of global panel, in. b horizontal distance between centers of corrugation and curved region, in. width of rectangular flat plate segment, in. c width of global panel, in. D flexural rigidity of flat plate, D * flexural stiffness parameter, transverse shear stiffnesses in effective bendi...
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A buckling analysis was performed on a hat-stiffened panel subjected to shear loading. Both local buckling and global buckling were analyzed. The global shear buckling load was found to be several times higher than the local shear buckling load. The classical shear buckling theory for a flat plate was found to be useful in predicting the local shear buckling load of the hat-stiffened panel, and the predicted local shear buckling loads thus obtained compare favorably with the results of finite element analysis. NOMENCLATURE cross-sectional area of one corrugation leg, cross-sectional area of global panel segment bounded by p, Fourier coefficient of assumed trial function for w (x, y), in. a length of global panel, in. b horizontal distance between centers of corrugation and curved region, in. width of rectangular flat plate segment, in. c width of global panel, in. D flexural rigidity of flat plate, D * flexural stiffness parameter, transverse shear stiffnesses in effective bendi...
Key concepts: Buckling, Structural engineering, Shear (geology), Finite element method, Materials science, Composite material, Engineering