In the present work, the nonlinear dynamics of an axially functionally graded beam on a viscoelastic linear foundation is studied. The beam, modeled using Euler–Bernoulli beam theory, is axially loaded by a harmonic excitation. The motion equation are derived under two other main hypotheses, namely the beam is inextensional and it undergoes moderate large deflections.
Dynamics of an axially graded beam on elastic foundation / Babilio, Enrico. - (2013), pp. 1-10. ( Euromech Colloquium n.541 "New Advances in the Nonlinear Dynamics and Control of Composites for Smart Engineering Design" Senigallia, Ancona, Italy 3-6 giugno 2013).
Dynamics of an axially graded beam on elastic foundation
BABILIO, ENRICO
2013
Abstract
In the present work, the nonlinear dynamics of an axially functionally graded beam on a viscoelastic linear foundation is studied. The beam, modeled using Euler–Bernoulli beam theory, is axially loaded by a harmonic excitation. The motion equation are derived under two other main hypotheses, namely the beam is inextensional and it undergoes moderate large deflections.File in questo prodotto:
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