2017
DOI: 10.1364/ol.43.000009
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Quadrature squeezing of a higher-order sideband spectrum in cavity optomechanics

Abstract: We propose an efficient scheme to generate quadrature squeezing of a higher-order sideband spectrum in an optomechanical system. This is achieved by exploiting a well-established optomechanical circumstance, where a second-order nonlinearity is embedded into the optomechanical cavity driven by a strong control field and a weak probe pulse. Using experimentally achievable parameters, we demonstrate that the second-order nonlinearity intensity and the frequency detuning of a control field allow us to modify the … Show more

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Cited by 48 publications
(20 citation statements)
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“…Under the condition of the mean-field approximation, the expectation values of these noise operators are assumed as â in (t) = 0, b in (t) = 0 and F th (t) = 0 [22]. Subsequently, it is necessary to extract the linear and nonlinear output spectra from the above Heisenberg-Langevin equations by employing the sideband-resolved limit (i.e., ω m κ a,b ) and the perturbation method [15], [19]. All of the operators can be expressed as the perturbation…”
Section: Theoretical Model and Basic Equations In The Double-cavity Omentioning
confidence: 99%
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“…Under the condition of the mean-field approximation, the expectation values of these noise operators are assumed as â in (t) = 0, b in (t) = 0 and F th (t) = 0 [22]. Subsequently, it is necessary to extract the linear and nonlinear output spectra from the above Heisenberg-Langevin equations by employing the sideband-resolved limit (i.e., ω m κ a,b ) and the perturbation method [15], [19]. All of the operators can be expressed as the perturbation…”
Section: Theoretical Model and Basic Equations In The Double-cavity Omentioning
confidence: 99%
“…To evaluate the conversion efficiency of the upper OSS, a dimensionless quantity used in Refs. [15], [19] is given as…”
Section: Theoretical Model and Basic Equations In The Double-cavity Omentioning
confidence: 99%
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“…The total Hamiltonian of the system in the rotating frame at the frequency ω 1 can be written as the following form [20,22,47]:…”
Section: Theoretical Model and Derivation Of Highorder Sidebandsmentioning
confidence: 99%