We present a deduction of the Kirchhoff-Love and Reissner-Mindlin kinematics of a simply- connected plate by using the formal asymptotic developments method applied to the compatibility conditions of Saint-Venant and the formula of Cesàro-Volterra. This formal deduction is purely geometrical because we do not use any information coming from the loading or the constitutive behavior.
The Kinematics of Plate Models: A Geometrical Deduction / Geymonat, G; Krasucki, F.; Serpilli, Michele. - In: JOURNAL OF ELASTICITY. - ISSN 0374-3535. - 88:(2007), pp. 299-309.
The Kinematics of Plate Models: A Geometrical Deduction
SERPILLI, Michele
2007-01-01
Abstract
We present a deduction of the Kirchhoff-Love and Reissner-Mindlin kinematics of a simply- connected plate by using the formal asymptotic developments method applied to the compatibility conditions of Saint-Venant and the formula of Cesàro-Volterra. This formal deduction is purely geometrical because we do not use any information coming from the loading or the constitutive behavior.File in questo prodotto:
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