Commutation relations for linear fields: a coordinate-free approach

The commutation relations for a linear system are given directly in terms of the classical energy and equations of motion, without the need for a normal mode expansion. The formula is illustrated in the case of the free electromagnetic field.

Bibliographic Details
Main Author: Hannabuss, K
Format: Journal article
Language:English
Published: 1999
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author Hannabuss, K
author_facet Hannabuss, K
author_sort Hannabuss, K
collection OXFORD
description The commutation relations for a linear system are given directly in terms of the classical energy and equations of motion, without the need for a normal mode expansion. The formula is illustrated in the case of the free electromagnetic field.
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spelling oxford-uuid:290b9bd0-b966-4e37-af91-25571f7b18d92022-03-26T12:16:43ZCommutation relations for linear fields: a coordinate-free approachJournal articlehttp://purl.org/coar/resource_type/c_dcae04bcuuid:290b9bd0-b966-4e37-af91-25571f7b18d9EnglishSymplectic Elements at Oxford1999Hannabuss, KThe commutation relations for a linear system are given directly in terms of the classical energy and equations of motion, without the need for a normal mode expansion. The formula is illustrated in the case of the free electromagnetic field.
spellingShingle Hannabuss, K
Commutation relations for linear fields: a coordinate-free approach
title Commutation relations for linear fields: a coordinate-free approach
title_full Commutation relations for linear fields: a coordinate-free approach
title_fullStr Commutation relations for linear fields: a coordinate-free approach
title_full_unstemmed Commutation relations for linear fields: a coordinate-free approach
title_short Commutation relations for linear fields: a coordinate-free approach
title_sort commutation relations for linear fields a coordinate free approach
work_keys_str_mv AT hannabussk commutationrelationsforlinearfieldsacoordinatefreeapproach