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33 Frequency comb formation in a driven mechanical oscillator

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rencontre du non-lin´eaire 2021 1

Frequency comb formation in a driven mechanical oscillator

Baptiste Chomet , Djamal Gacemi , Carlo Sirtori & Yanko Todorov

Laboratoire de Physique de l’Ecole Normale Sup´erieure, ENS, Paris Sciences et Lettres, CNRS, Universit´e de Paris, 24 rue Lhomond, 75005 Paris, France

baptiste.chomet@phys.ens.fr

Optical frequency combs have significantly transformed modern metrology and molecular spectroscopy [1]. In this work, using a resonantly driven nonlinear nanomechanical resonator with a high quality factor, we demonstrate direct analogue for an optical comb in the radio frequency domain. While optomechan- ical frequency combs have been previously demonstrated [2,3], they always rely on non-linear coupling between several mechanical modes. Here we demonstrate such combs achieved from a single mechanical mode of a doubly-clamped semiconductor beam strongly driven by gradient forces in the deep Duffing regime. Similar system has been theoretically predicted very recently [4,5]. Study of the non-linear effects leading to the spontaneous formation of equally frequency spaced mechanical oscillations reveals strong modulation of the carrier frequency. Moreover we show through homodyne detection that thermally induced classical fluctuations about the stable states of forced vibrations are squeezed. This work could be interesting in precision sensing enabling the advent of a new generation of nanomechanical detectors at room temperature.

References

1. T. Udem, R. Holzwarth, & T. W. Hansch, Optical frequency metrology,Nature,416, 233-237 (2002).

2. R. Singh et al., Giant Tunable Mechanical Nonlinearity in Graphene-Silicon Nitride Hybrid Resonator, arXiv:1904.01613v3, (2020).

3. A. Ganesan, & A. Seshia, Resonance tracking in a micromechanical device using phononic frequency combs,Scientific Reports,9, 9452 (2019).

4. M.I. Dykman, Gianluca Rastelli, M.L. Roukes, & Eva M. Weig, Resonantly Induced Friction and Frequency Combs in Driven Nanomechanical Systems,Phys. Rev. Lett,122, 254301 (2019).

5. A. A. Batista, & A. A. Lisboa de Souza, Frequency-comb response of a parametrically driven Duffing oscillator to a small added ac excitation,Journal of Applied Physics,128, 244901 (2020).

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