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Erschienen in:
1986 | OriginalPaper | Buchkapitel
On Geometrically Non-Linear Theory of Elastic Shells Derived from Pseudo-Cosserat Continuum with Constrained Micro-Rotations
verfasst von : J. Badur, W. Pietraszkiewicz
Erschienen in: Finite Rotations in Structural Mechanics
Verlag: Springer Berlin Heidelberg
Enthalten in: Professional Book Archive
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The set of equations for the geometrically non-linear theory of thin elastic shells is usually expressed in terms of displacements as basic independent variables of the shell deformation. Various general and reduced displacemental forms of bending shell equations are summarized, for example, by MUSHTARI and GALIMOV [1], KOITER [2], PIETRASZKIEWICZ [3, 4], SCHMIDT [5] and BA§AR and KRÄTZIG [6], where further references may be found. When displacement field is determined from the shell equations, strains, rotations and stresses may be obtained by prescribed algebraic or differential procedures.