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Unpublished Paper
Highly Nonlinear Wave Propagation in Elastic Woodpile Periodic Structures
(2015)
  • Panos Kevrekidis
Abstract
In the present work, we experimentally implement, numerically compute with, and theoretically analyze a configuration in the form of a single column woodpile periodic structure. Our main finding is that a Hertzian, locally resonant, woodpile lattice offers a test bed for the formation of genuinely traveling waves composed of a strongly localized solitary wave on top of a small amplitude oscillatory tail. This type of wave, called a nanopteron, is not only motivated theoretically and numerically, but is also visualized experimentally by means of a laser Doppler vibrometer. This system can also be useful for manipulating stress waves at will, for example, to achieve strong attenuation and modulation of high-amplitude impacts without relying on damping in the system.
Disciplines
Publication Date
March, 2015
Comments
Prepublished version downloaded from ArXiv. Published version is located at http://journals.aps.org/prl/abstract/10.1103/PhysRevLett.114.118002
Citation Information
Panos Kevrekidis. "Highly Nonlinear Wave Propagation in Elastic Woodpile Periodic Structures" (2015)
Available at: http://works.bepress.com/panos_kevrekidis/269/