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Analysis of the dynamic response of 3D-braided rectangular plates on an elastic foundation
A new micromacromechanical model of unit cells is suggested. In this model, a 3D-braided composite plate can be a cell system, and the geometry of each cell strongly depends on its position in the cross section of the plate. Based on the Reddy higher-order shear deformation theory of plates and the general von Karman-type equations, analytical solutions for the dynamic response of simply supported 3D-braided rectangular plates resting on a two-parameter (Pasternak-type) elastic foundation and subjected to transverse dynamic loads are found by using the perturbation method. The numerical illustrations concern the effects of geometric parameters, fiber volume fraction, braiding angle, and foundation stiffness.
Analysis of the dynamic response of 3D-braided rectangular plates on an elastic foundation
A new micromacromechanical model of unit cells is suggested. In this model, a 3D-braided composite plate can be a cell system, and the geometry of each cell strongly depends on its position in the cross section of the plate. Based on the Reddy higher-order shear deformation theory of plates and the general von Karman-type equations, analytical solutions for the dynamic response of simply supported 3D-braided rectangular plates resting on a two-parameter (Pasternak-type) elastic foundation and subjected to transverse dynamic loads are found by using the perturbation method. The numerical illustrations concern the effects of geometric parameters, fiber volume fraction, braiding angle, and foundation stiffness.
Analysis of the dynamic response of 3D-braided rectangular plates on an elastic foundation
Analyse des dynamischen Verhaltens von rechteckigen 3D-geflechtverstärkten Platten auf einem elastischen Fundament
Chen, Xiang-Dong (author) / Li, Zhi-Min (author)
Mechanics of Composite Materials ; 44 ; 607-622
2008
16 Seiten
Article (Journal)
English
Analysis of the dynamic response of 3D-braided rectangular plates on an elastic foundation
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