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Quantum ground-state cooling and tripartite entanglement with three-mode optoacoustic interactions | H. Miao
; C. Zhao
; J. Li
; D. G. Blair
; | Date: |
19 Dec 2008 | Abstract: | We present a quantum analysis of the three-mode optoacoustic parametric
interactions (one acoustic mode and two optical modes) in an optical cavity,
which was previously analyzed by Braginsky et al. in the classical picture.
This system can be implemented in the quantum ground-state cooling of the
acoustic mode and we show it is equivalent to the cavity-assisted scheme used
extensively in the present cooling experiments, where one acoustic mode couples
to one optical mode in a detuned cavity. The corresponding cooling limit is
derived by defining an effective temperature of the optical field basing upon
the Fluctuation-Dissipation-Theorem (FDT), which recovers the resolved-sideband
limit obtained previously by Marquart et al. and Wilson-Rae et al. In addition,
we investigate the tripartite quantum entanglement and point out the similarity
and difference between this system and the one considered by Paternostro et
al., where a double-cavity scheme was proposed. This three-mode system exhibits
robust entanglements between the optical modes and the acoustic mode. Given a 1
MHz and 0.1 mg mechanical oscillator with Q-factor 10^7 and an optical finesse
10^4, the entanglement persists even when the environmental temperature
approaches 80 K. | Source: | arXiv, 0812.3819 | Services: | Forum | Review | PDF | Favorites |
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