2019
DOI: 10.48550/arxiv.1901.04129
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Phononic bandgap nano-acoustic cavity with ultralong phonon lifetime

Gregory S. MacCabe,
Hengjiang Ren,
Jie Luo
et al.

Abstract: We present measurements at millikelvin temperatures of the microwave-frequency acoustic properties of a crystalline silicon nanobeam cavity incorporating a phononic bandgap clamping structure for acoustic confinement. Utilizing pulsed laser light to excite a co-localized optical mode of the nanobeam cavity, we measure the dynamics of cavity acoustic modes with single-phonon sensitivity. Energy ringdown measurements for the fundamental 5 GHz acoustic mode of the cavity shows an exponential increase in phonon li… Show more

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Cited by 33 publications
(79 citation statements)
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References 34 publications
(45 reference statements)
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“…Accounting for anharmonic corrections to the atom-atom interaction beyond the linear elastic approximation could unveil tunable phonon-phonon interactions and provide richer phonon dynamics [55]. Further research directions (some of which we currently investigate) include: (i) Using whispering gallery modes or evanescent coupling to photonic structures to measure changes in the nanoparticle geometry [32,35,56]; (ii) Studying Brillouin scattering off a levitated rotating nanoparticle [51]; (iii) Studying the complex coupled dynamics between rotation, translation, and vibrations caused by the rotation-dependent polarizability and birefringence which modify the optical potential; (iv) Studying more complex internal degrees of freedom such as spin waves (magnons) or electrons [21]; (v) Understanding the origin of the linewidths of such excitations [22] as well as their dependence on rotationinduced strain. We hope that this work will stimulate experiments exploring the internal mesoscopic quantum physics of levitated nanoparticles.…”
Section: Discussionmentioning
confidence: 99%
See 1 more Smart Citation
“…Accounting for anharmonic corrections to the atom-atom interaction beyond the linear elastic approximation could unveil tunable phonon-phonon interactions and provide richer phonon dynamics [55]. Further research directions (some of which we currently investigate) include: (i) Using whispering gallery modes or evanescent coupling to photonic structures to measure changes in the nanoparticle geometry [32,35,56]; (ii) Studying Brillouin scattering off a levitated rotating nanoparticle [51]; (iii) Studying the complex coupled dynamics between rotation, translation, and vibrations caused by the rotation-dependent polarizability and birefringence which modify the optical potential; (iv) Studying more complex internal degrees of freedom such as spin waves (magnons) or electrons [21]; (v) Understanding the origin of the linewidths of such excitations [22] as well as their dependence on rotationinduced strain. We hope that this work will stimulate experiments exploring the internal mesoscopic quantum physics of levitated nanoparticles.…”
Section: Discussionmentioning
confidence: 99%
“…More recently, attention has been focused on the solid-state quantum excitations of nanoparticles [19][20][21]. The latter is motivated by the fact that well-isolated nanoparticles can be used to study solids at the mesoscopic scale, where their quantum excitations can be highly discretized and long lived [22], and their dynamics may consequently be radically different from bulk solids and non-isolated mesoscopic systems. Internal solid-state quantum excitations (e.g., acoustic phonons, magnons, or plasmons) should not be confused with the internal degrees of freedom of nanoparticles embedded with quantum emitters [15,[23][24][25][26][27].…”
Section: Introductionmentioning
confidence: 99%
“…In order to reduce phonon leakage, the cavity can be surrounded by a two-dimensional (2D) acoustic shield, which is basically a 2D structure exhibiting a complete phononic bandgap at the required frequency [17]. This hybrid 1D/2D approach has been successfully applied in a number of experiments, such as the cooling down to the quantum ground state [3,19], or phonon guidance through waveguides [20],and, more recently, to demonstrate mechanical quality factors Q m ≈ 10 10 in cryogenic environments [21].…”
Section: A 1d Om Cavity With a Full Phononic Bandgapmentioning
confidence: 99%
“…Cryogenically cooled oscillators are used more widely due to sig-nificantly reduced dissipation and reduction of thermal noise from the environment, which usually masks quantum features. Motivated by the long intrinsic relaxation times possible in cryogenically cooled mechanical oscillators [21], and success in strongly coupling them to superconducting qubits [22][23][24][25], proposals for realizing quantum machines that leverage their coherence and small size [26][27][28] have emerged recently. Separately, cavity-optomechanical approaches for quantum sensing and transduction are being pursued by groups around the world.…”
mentioning
confidence: 99%