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The post-buckling response of thin plates made of linear viscoelastic materials is investigated.
A thin coating made of linear elastic functionally graded material (FGM) perfectly bonded to an elastic substrate is considered.
Materials made of linear and branched polymers will hold their shape when cooled, owing to the considerable attraction (known as intermolecular forces, or van der Waals forces) that such large molecules exert upon one another.
We study free vibrations of monolithic and composite thin rectangular plates; the former are made of linear elastic, homogeneous, isotropic materials and the latter of fiber reinforced laminas.
In this study, the dynamic behaviour of cylindrical helical rods made of linear viscoelastic materials are investigated in the Laplace domain.
The paper deals with the study of axisymmetric longitudinal fundamental wave propagation (dispersion) in the bi-layered hollow circular cylinder made of linear viscoelastic materials.
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It was found that sample made of 3300 linear mass density recorded higher moisture absorption as compared to sample with 1400 linear mass density.
This model enables the design of a controller made of a linear part and a hybrid feedforward feedback friction compensator.
The composite is made of two linear isotropic materials which differ in elastic moduli and self-strains.
Such a sequence is made of a linear combination of functions belonging to a complete set inL2.
The method is illustrated by the simple example of a pressurised thick-spherical reservoir made of elastic, linear strain-hardening plastic material.
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