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The present contribution is concerned with analysis of low-frequency dispersion of elastic waves in case of an antisymmetric motion of a three-layered symmetric plate, modelling laminated glass.
Two-dimensional plate modelling is considered.
The modern counterpart to the plate modelling of such nineteenth century pioneers as Born, His and Ziegler [ 1 3] remains remarkably similar: computer-based 3D rendering using realigned images of histological tissue sections.
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Mindlin plate theory combined with second order strain displacement assumptions are applied for plate modeling.
Top and bottom plates modeled as rigid bodies.
Figure 14 Parallel plate model.
Plate model domain used in this study.
a The infinite plate model, and b the semi-infinite plate model.
Figure 15 Results of analysis using the parallel plate model.
Consequently an equivalent plate model is proposed.
Among the elastic plate models, the von Kármán model is a 'large deflection' plate model, in a sense of a nonlinear analogue of the Kirchhoff model.
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