Theory of ground state cooling of a mechanical oscillator using dynamical backaction.
By I. Wilson-Rae, N. Nooshi, W. Zwerger, Tobias J. Kippenberg. Physical Review Letters, 2007
759 citations recorded by the source corpus.
A quantum theory of cooling of a mechanical oscillator by radiation pressure-induced dynamical backaction is developed, which is analogous to sideband cooling of trapped ions. We find that final occupancies well below unity can be attained when the mechanical oscillation frequency is larger than the optical cavity linewidth. It is shown that the final average occupancy can be retrieved directly from the optical output spectrum.
Subfields: Artificial Intelligence, Atomic and Molecular Physics, and Optics
View Paper: https://www.semanticscholar.org/paper/4ca891c672fb9b9a962df72c902917217ed15b83
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In Artificial Intelligence
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- Peter Rabl
- J. I. Cirac
- Herre S. J. van der Zant
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In Atomic and Molecular Physics, and Optics
- Herre S. J. van der Zant
- Menno Poot
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- Peter Zoller
- Mikhail D. Lukin
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- A. Schliesser
- Tobias J. Kippenberg
Citations in the corpus
- Toward quantum superposition of living organisms (2009, background): “This transformation leaves invariant the dissipative part of the master equation (see [13] for further details), and transforms the total Hamiltonian into Ĥ ′ t = Ĥm+ Ĥr+ ĤOM, where Ĥr = ~ωcâ â, and”
- Strong and tunable nonlinear optomechanical coupling in a low-loss system (2010, background): “Numerical estimates indicate this level of cooling should be feasible for the device described here, provided it is pre-cooled cryogenically.(8,9) The goal of the first scheme is to monitor nm with resolution sufficient to observe individual quantum jumps.”
- Observation of quantum-measurement backaction with an ultracold atomic gas (2007, methodology): “The use of these schemes to achieve ground-state cooling has been discusse”
- Mechanical systems in the quantum regime (2011, methodology): “In the good-cavity limit (ωm & κ) the lowest resonator occupation is nmin = (κ/4ω0)(2) ≪ 1 [233,234,222].”
- Demonstration of an ultracold micro-optomechanical oscillator in a cryogenic cavity (2009, background): “and has been shown to be capable, in principle, of reaching the quantum ground stat”
- Measuring nanomechanical motion with a microwave cavity interferometer (2008, background): “and in principle, in this regime, it is possible to cool fully to the mechanical ground state”
- Ultralow-Noise SiN Trampoline Resonators for Sensing and Optomechanics (2015, positive): “This meets the requirement n̄m < Qm for laser cooling to the quantum mechanical ground state [38,39].”
- Back-action-evading measurements of nanomechanical motion (2009, background): “Harmonic motion of the nanomechanical resonator modulates the superconducting-resonator resonant frequency, and thus pumping the superconducting resonator at ω red = ω sr − ω m results in up-conversion of the pump photons to ω sr , whereas pumping at ω blue = ω sr + ω m results in down-c”
- Resolved Sideband Cooling of a Micromechanical Oscillator (2007, background): “Interestingly however, for virtually all studied systems, theoretical wor”