activity
20172022
most citedTopological Invariant and Anomalous Edge Modes of Strongly Nonlinear Systems

49 citations · 49 across the 2 of their papers we have counts for

collaborators

5 papers

physics.app-ph2022

Amplitude-dependent edge states and discrete breathers in nonlinear modulated phononic lattices

Matheus I. N. Rosa, Michael J. Leamy, Massimo Ruzzene

We investigate the spectral properties of one-dimensional spatially modulated nonlinear phononic lattices, and their evolution as a function of amplitude. In the linear regime, the…

cond-mat.dis-nn2020★ 49 cited

Topological Invariant and Anomalous Edge Modes of Strongly Nonlinear Systems

Di Zhou, D. Zeb Rocklin, Michael Leamy +1

Despite the extensive studies of topological states, their characterization in strongly nonlinear classical systems has been lacking. In this work, we identify the proper definitio…

physics.app-ph2019

Experimental Realization of a Reconfigurable Electroacoustic Topological Insulator

Amir Darabi, Manuel Collet, Michael J Leamy

A substantial challenge in guiding elastic waves is the presence of reflection and scattering at sharp edges, defects, and disorders. Recently, mechanical topological insulators ha…

physics.app-ph2018

Application of the method of multiple scales to unravel energy exchange in nonlinear locally resonant metamaterials

P. B. Silva, M. J. Leamy, M. G. D. Geers +1

In this paper, the effect of weak nonlinearities in 1D locally resonant metamaterials is investigated via the method of multiple scales. Commonly employed to the investigate the ef…

cond-mat.mes-hall2017

Amplitude-dependent topological edge states in nonlinear phononic lattices

Raj Kumar Pal, Javier Vila, Michael Leamy +1

This work investigates the effect of nonlinearities on topologically protected edge states in one and two-dimensional phononic lattices. We first show that localized modes arise at…