The nonlinear dynamic response of carbon nanotube (CNT) nanocomposite cantilevers is experimentally and theoretically investigated. Nanocomposite cantilevers made of a thermoplastic polymer and high aspect ratio CNTs are subject to a primary resonance base excitation. The experimentally obtained frequencyresponse curves highlight the effects of the CNT/polymer stick-slip energy dissipation on the nonlinear macroscopic dynamic response of the nanocomposite beams. The hysteresis arising from the nanostructural stick-slip gives rise to a change of nonlinearity dominated by the flexural curvature hardening effect towards a softening behavior at low amplitudes. The CNT/polymer frictional sliding hysteresis is here described by a hysteretic restoring force in the context of the nonlinear Euler- Bernoulli beam theory. An initial parametric analysis shows the capability of the model to capture qualitatively the softening-hardening frequency response trend.
Nonlinear Dynamic Response of Nanocomposite Cantilever Beams / Talo, M.; Carboni, B.; Formica, G.; Lanzara, G.; Snyder, M.; Lacarbonara, W.. - (2020), pp. 49-57. (Intervento presentato al convegno 1st International Nonlinear Dynamics Conference, NODYCON 2019 tenutosi a ita) [10.1007/978-3-030-34724-6_6].
Nonlinear Dynamic Response of Nanocomposite Cantilever Beams
Carboni B.;Lacarbonara W.
2020
Abstract
The nonlinear dynamic response of carbon nanotube (CNT) nanocomposite cantilevers is experimentally and theoretically investigated. Nanocomposite cantilevers made of a thermoplastic polymer and high aspect ratio CNTs are subject to a primary resonance base excitation. The experimentally obtained frequencyresponse curves highlight the effects of the CNT/polymer stick-slip energy dissipation on the nonlinear macroscopic dynamic response of the nanocomposite beams. The hysteresis arising from the nanostructural stick-slip gives rise to a change of nonlinearity dominated by the flexural curvature hardening effect towards a softening behavior at low amplitudes. The CNT/polymer frictional sliding hysteresis is here described by a hysteretic restoring force in the context of the nonlinear Euler- Bernoulli beam theory. An initial parametric analysis shows the capability of the model to capture qualitatively the softening-hardening frequency response trend.File | Dimensione | Formato | |
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