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• W2147339350 abstract "Concerning accurate modelling of multilayered thick plates, this paper investigates both zig-zag and interlaminar continuity effects, i.e. C0z requirements, in the non-linear (in von Kármán sense) dynamics fields. The used model, denoted elsewhere by the acronym RMZC (Reissner–Mindlin, Zig-zag, Continuity) furnishes, as a particular case, both the CLT (Classical Lamination Theory) and the FSDT (First-order Shear Deformation Theory). Efficient finite element plate formulations of Reissner–Mindlin type have been introduced to derive approximate governing equations, which are then solved by employing Newton–Raphson linearization and Newmark time-integration methods. Different geometries, loading conditions and layouts have been considered in the numerical part. As for the static case, it has been confirmed that the RMZC model improves the FSDT results in the analysis of large amplitude vibrations of thick plates. In the case of thin plates, both models have led to similar results. Several examples have shown that CLT, as well as linear approximation, can lead to a poor description of the non-linear dynamical behaviour of laminated plates. Furthermore, by considering a steady-state solution of damped harmonic forced excitation, it has been found that in the case of unsymmetrically laminated plates, the linear solution can over- or underestimate the non-linear results, depending both on the magnitude and type of the applied loading." @default.
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• W2147339350 date "1998-11-01" @default.
• W2147339350 modified "2023-09-27" @default.
• W2147339350 title "An investigation of non-linear dynamics of multilayered plates accounting for C0z requirements" @default.
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• W2147339350 doi "https://doi.org/10.1016/s0045-7949(98)00112-6" @default.
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