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- W3000950511 abstract "The Karman-Rostovstev plate equations are affinely transformed into equations that depend on the generic plate constants generalized rigidity, generalized extensional rigidity, and generalized Poisson ratio associated with the well-known linearized orthotropic plate/slab equations. Furthermore, since the generalized extensional rigidity is a function of generalized rigidity and generalized Poisson ratio only, with generalized Poisson ratio being a weak parameter, the only fundamental constant is generalized rigidity. This means that regardless of what analysis technique is used, the results can be cast in terms of only one strong material parameter (whose range is from zero to one). The affine stretching is performed on the dependent variables as well as the independent variables, so that the dependence of all quantities of interest on generalized rigidity and generalized Poisson ratio are easily calculated (e.g., even auxiliary quantities such as stress, strain, all weighted stress resultants, etc.). Some typical results (static side load response, collapse load limited by rib buckling) are presented by modifying an approximate technique due to Donnell (1976)." @default.
- W3000950511 created "2020-01-30" @default.
- W3000950511 creator A5027380751 @default.
- W3000950511 date "1984-05-14" @default.
- W3000950511 modified "2023-09-27" @default.
- W3000950511 title "Generic Karman-Rostovstev plate equations in an affine space" @default.
- W3000950511 cites W2084223945 @default.
- W3000950511 doi "https://doi.org/10.2514/6.1984-891" @default.
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