4.8 Article

Independent Flexural Wave Frequency Conversion by a Linear Active Metalayer

Journal

PHYSICAL REVIEW LETTERS
Volume 128, Issue 24, Pages -

Publisher

AMER PHYSICAL SOC
DOI: 10.1103/PhysRevLett.128.244301

Keywords

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Funding

  1. Air Force Office of Scientific Research [AF9550-18-1-0342, AF 9550-20-0279]

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This paper introduces a linear active metalayer that can convert the wave frequency of a flexural incidence into arbitrary frequencies of transmitted waves. The active element, involving piezoelectric components and time-modulated transfer function, breaks energy conservation and allows for linear and independent frequency conversion. Phase-gradient and frequency-gradient metalayers are proposed for wave steering and dynamic beam steering, respectively, using time-modulated units.
Wave frequency is a critical parameter for applications ranging from structural health monitoring, noise control, and medical imaging to quantum of energy in matter. Frequency conversion is an inevitable wave phenomenon in nonlinear or time-modulated media. However, frequency conversion in linear media holds the promise of breaking limits imposed by the physics laws of wave diffraction such as Snell???s law and Rayleigh criterion. In this Letter, we physically introduce a linear active metalayer in a structural beam that can convert the wave frequency of an flexural incidence into arbitrary frequencies of transmitted waves, which is underpinned by time modulation of sensing signals and insensitive to incident amplitude. The active element, involving piezoelectric components and time-modulated transfer function, breaks energy conservation such that the generated harmonics can be fully decoupled, making the frequency conversion linear and independent. By leveraging the time-modulated unit, phase-gradient and frequency-gradient metalayers are proposed for frequency-converted wave steering and dynamic beam steering, respectively. The linear active metalayer proposed herein suggests a promising solution to fully control time-domain signals of flexural waves, in stark contrast with existing elastic metasurfaces, regardless of being passive or active.

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