Squeezed states and Symplectic transformations

It is shown that the time evolution of the squeezed and displaced state may be obtained by solving the Heisenberg equation of motion of an appropriate operator and finding the eigenstates of the time evolved operator. The connection between symplectic transformations and squeezing is explored.

Bibliographic Details
Main Author: Sukumar, C
Format: Journal article
Published: 2013
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author Sukumar, C
author_facet Sukumar, C
author_sort Sukumar, C
collection OXFORD
description It is shown that the time evolution of the squeezed and displaced state may be obtained by solving the Heisenberg equation of motion of an appropriate operator and finding the eigenstates of the time evolved operator. The connection between symplectic transformations and squeezing is explored.
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format Journal article
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institution University of Oxford
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publishDate 2013
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spelling oxford-uuid:d9174ded-c85c-42d0-99a7-2587091f61fa2022-03-27T08:53:20ZSqueezed states and Symplectic transformationsJournal articlehttp://purl.org/coar/resource_type/c_dcae04bcuuid:d9174ded-c85c-42d0-99a7-2587091f61faSymplectic Elements at Oxford2013Sukumar, CIt is shown that the time evolution of the squeezed and displaced state may be obtained by solving the Heisenberg equation of motion of an appropriate operator and finding the eigenstates of the time evolved operator. The connection between symplectic transformations and squeezing is explored.
spellingShingle Sukumar, C
Squeezed states and Symplectic transformations
title Squeezed states and Symplectic transformations
title_full Squeezed states and Symplectic transformations
title_fullStr Squeezed states and Symplectic transformations
title_full_unstemmed Squeezed states and Symplectic transformations
title_short Squeezed states and Symplectic transformations
title_sort squeezed states and symplectic transformations
work_keys_str_mv AT sukumarc squeezedstatesandsymplectictransformations