Nonlinear elastic vector solitons in hard-magnetic soft mechanical metamaterials

Zhang, Quan, Cherkasov, Andrei V., Xie, Chen, Arora, Nitesh, & Rudykh, Stephan. (2023). Nonlinear elastic vector solitons in hard-magnetic soft mechanical metamaterials. International Journal of Solids and Structures, 280, 112396. doi:https://doi.org/10.1016/j.ijsolstr.2023.112396

Abstract

We propose a design of a metamaterial for magnetically tunable propagation of nonlinear vector solitary waves. The metamaterial consists of a periodic array of units of hard-magnetic inclusion embedded in a soft matrix. The units are connected via thin and highly deformable ligaments. Our theoretical and numerical modeling results show that the configuration of the metamaterial undergoes drastic transformations when activated by a magnetic field. These controllable microstructural transformations significantly influence the propagation of vector solitary waves in the proposed metamaterial system. We report the magnetic field-enabled propagation of solitary waves. We show that the proposed soft magnetoactive metamaterial allows us to tune the key characteristics of the enabled nonlinear solitary waves, including their pulse width and amplitude. Our findings also highlight the potential of magneto-mechanical coupling in the development of untethered mechanical metamaterial systems for applications in nondestructive testing, energy harvesting, and smart soft wave devices.

Funder

National Natural Science Foundation of China
European Research Council

Publisher

Elsevier

Rights

CC BY-NC-ND 3.0 IE

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Collections

Mathematics (Scholarly Articles)