A non-gaussian master equation for the optomechanical strong coupling regime

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Original languageEnglish
Title of host publicationHigh Intensity Lasers and High Field Phenomena, HILAS 2011
Publication statusPublished - Dec 2011
EventHigh Intensity Lasers and High Field Phenomena, HILAS 2011 - Istanbul, Turkey
Duration: 16 Feb 201118 Feb 2011

Publication series

NameOptics InfoBase Conference Papers
ISSN (electronic)2162-2701

Abstract

We derive a Non-Gaussian master equation for the strong coupling regime (g > k) of an optomechanical system and aim to describe quantum phenomena such as negativity in the mechanical Wigner function analytically.

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A non-gaussian master equation for the optomechanical strong coupling regime. / Lörch, Niels; Hammerer, Klemens.
High Intensity Lasers and High Field Phenomena, HILAS 2011. 2011. (Optics InfoBase Conference Papers).

Research output: Chapter in book/report/conference proceedingConference contributionResearchpeer review

Lörch, N & Hammerer, K 2011, A non-gaussian master equation for the optomechanical strong coupling regime. in High Intensity Lasers and High Field Phenomena, HILAS 2011. Optics InfoBase Conference Papers, High Intensity Lasers and High Field Phenomena, HILAS 2011, Istanbul, Turkey, 16 Feb 2011.
Lörch, N., & Hammerer, K. (2011). A non-gaussian master equation for the optomechanical strong coupling regime. In High Intensity Lasers and High Field Phenomena, HILAS 2011 (Optics InfoBase Conference Papers).
Lörch N, Hammerer K. A non-gaussian master equation for the optomechanical strong coupling regime. In High Intensity Lasers and High Field Phenomena, HILAS 2011. 2011. (Optics InfoBase Conference Papers).
Lörch, Niels ; Hammerer, Klemens. / A non-gaussian master equation for the optomechanical strong coupling regime. High Intensity Lasers and High Field Phenomena, HILAS 2011. 2011. (Optics InfoBase Conference Papers).
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title = "A non-gaussian master equation for the optomechanical strong coupling regime",
abstract = "We derive a Non-Gaussian master equation for the strong coupling regime (g > k) of an optomechanical system and aim to describe quantum phenomena such as negativity in the mechanical Wigner function analytically.",
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AU - Hammerer, Klemens

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