
Accession Number : AD0263171
Title : NONLINEAR EQUATIONS FOR A SHALLOW UNSYMMETRICAL SANDWICH SHELL OF DOUBLE CURVATURE
Corporate Author : ILLINOIS UNIV URBANA
Personal Author(s) : FULTON,ROBERT E.
Report Date : AUG 1961
Pagination or Media Count : 1
Abstract : Equations are derived which governed the behavior of an elastic unsymmetrical doublycurved sandwich shell. The face sheets may be of unequal thicknesses and of different materials. The equations include the nonlinear effects; however, the restriction is made that the radii of curvature of the element are large when compared with the overall thickness of the sandwich. The variational procedure is used to obtain three equations which govern the behavior of the shell and to determine the required boundary conditions. These resulting equations can be expressed in terms of a stress function, the radial deflection and a function which includes the contribution of the core. For the symmetrical case where the face sheets are of equal thicknesses and the same materials these equations are shown to reduce to those given by Grigolyuk in 1957. For an example the equations are used to obtain the critical load and the snapthrough load of a square cylindrical shell section loaded in the longitudinal direction. (Author)
Descriptors : *ELASTIC SHELLS, *SANDWICH PANELS, DEFORMATION, DETERMINATION, NONLINEAR DIFFERENTIAL EQUATIONS, PARTIAL DIFFERENTIAL EQUATIONS, STRESSES, SHELLS(STRUCTURAL FORMS)
Distribution Statement : APPROVED FOR PUBLIC RELEASE