Field evolution in vibrating cavities =: 振腔內之場演化.
Ho Chiu Man. === Thesis (M.Phil.)--Chinese University of Hong Kong, 2002. === Includes bibliographical references (leaves 100-103). === Text in English; abstracts in English and Chinese. === Ho Chiu Man. === Chapter 1 --- Introduction --- p.1 === Chapter 1.1 --- Historical Background --- p.1 === C...
Other Authors: | |
---|---|
Format: | Others |
Language: | English Chinese |
Published: |
2002
|
Subjects: | |
Online Access: | http://library.cuhk.edu.hk/record=b5891079 http://repository.lib.cuhk.edu.hk/en/item/cuhk-323812 |
id |
ndltd-cuhk.edu.hk-oai-cuhk-dr-cuhk_323812 |
---|---|
record_format |
oai_dc |
spelling |
ndltd-cuhk.edu.hk-oai-cuhk-dr-cuhk_3238122019-02-26T03:35:02Z Field evolution in vibrating cavities =: 振腔內之場演化. 振腔內之場演化 Field evolution in vibrating cavities =: Zhen qiang nei zhi chang yan hua. Zhen qiang nei zhi chang yan hua Wave equation Photons Ho Chiu Man. Thesis (M.Phil.)--Chinese University of Hong Kong, 2002. Includes bibliographical references (leaves 100-103). Text in English; abstracts in English and Chinese. Ho Chiu Man. Chapter 1 --- Introduction --- p.1 Chapter 1.1 --- Historical Background --- p.1 Chapter 1.2 --- Motivations of the Project --- p.3 Chapter 1.3 --- Outline of Thesis --- p.4 Chapter 2 --- Review on a One-dimensional Vibrating Cavity --- p.5 Chapter 2.1 --- The R Function --- p.5 Chapter 2.2 --- Photon Generation --- p.7 Chapter 2.3 --- Instantaneous Mode Expansion --- p.10 Chapter 2.4 --- Vacuum Energy Density --- p.15 Chapter 3 --- Graphical Method --- p.17 Chapter 3.1 --- Construction of R-function --- p.17 Chapter 3.2 --- Fixed-point Analysis --- p.19 Chapter 3.3 --- A Special Class of Mirror Trajectories --- p.23 Chapter 3.4 --- Further Analysis --- p.27 Chapter 4 --- Wave Evolution in a One-dimensional Vibrating Cavity --- p.32 Chapter 4.1 --- Instantaneous Mode Expansion Method --- p.32 Chapter 4.2 --- Transformation Method --- p.34 Chapter 4.3 --- R-Method --- p.34 Chapter 4.4 --- Consistency between Different Methods --- p.35 Chapter 5 --- Floquet's Theory --- p.40 Chapter 5.1 --- System of Linear Differential Equations with Time-dependent Coefficients --- p.40 Chapter 5.2 --- Fundamental Set of Solutions and Matrizant --- p.41 Chapter 5.3 --- System of Linear Differential Equations with Periodic Coefficients --- p.42 Chapter 5.4 --- Possible Properties of the Solution --- p.43 Chapter 5.5 --- Eigenvalues for the One-dimensional Vibrating Cavity --- p.44 Chapter 6 --- Photon Creation in an Oscillating Spherical Cavity --- p.46 Chapter 6.1 --- Mode Decomposition --- p.46 Chapter 6.2 --- Bogoliubov Transformation --- p.48 Chapter 6.3 --- Photon Creation --- p.51 Chapter 6.4 --- Mean Electric Field Operator --- p.53 Chapter 6.5 --- Illustrations and Observations --- p.54 Chapter 7 --- Multiple Scale Analysis --- p.61 Chapter 7.1 --- Photon Creation by First-order Multiple Scale Analysis --- p.61 Chapter 7.2 --- Parametric Resonance --- p.64 Chapter 7.3 --- Nonstationary Medium --- p.71 Chapter 7.4 --- Photon Statistics --- p.74 Chapter 7.5 --- Finite Temperature Correction --- p.75 Chapter 8 --- Squeezing Effect of the Classical Waves --- p.76 Chapter 8.1 --- Squeezing Effect in the One-dimensional Vibrating Cavity --- p.76 Chapter 8.2 --- Squeezing Effect in the Oscillating Spherical Cavity --- p.81 Chapter 9 --- Supersymmetric Approach to Photon Generation --- p.88 Chapter 9.1 --- Field Quantization --- p.88 Chapter 9.2 --- Adiabatic Approximation --- p.90 Chapter 9.3 --- Scattering Interpretation --- p.91 Chapter 9.4 --- Supersymmetric Approach --- p.93 Chapter 9.5 --- Examples --- p.94 Chapter 10 --- Conclusion --- p.98 Bibliography --- p.100 Ho, Chiu Man. Chinese University of Hong Kong Graduate School. Division of Physics. 2002 Text bibliography print xi, 103 leaves : ill. ; 30 cm. cuhk:323812 http://library.cuhk.edu.hk/record=b5891079 eng chi Use of this resource is governed by the terms and conditions of the Creative Commons “Attribution-NonCommercial-NoDerivatives 4.0 International” License (http://creativecommons.org/licenses/by-nc-nd/4.0/) http://repository.lib.cuhk.edu.hk/en/islandora/object/cuhk%3A323812/datastream/TN/view/Field%20evolution%20in%20vibrating%20cavities%20%3A%20%E6%8C%AF%E8%85%94%E5%85%A7%E4%B9%8B%E5%A0%B4%E6%BC%94%E5%8C%96.jpghttp://repository.lib.cuhk.edu.hk/en/item/cuhk-323812 |
collection |
NDLTD |
language |
English Chinese |
format |
Others
|
sources |
NDLTD |
topic |
Wave equation Photons |
spellingShingle |
Wave equation Photons Field evolution in vibrating cavities =: 振腔內之場演化. |
description |
Ho Chiu Man. === Thesis (M.Phil.)--Chinese University of Hong Kong, 2002. === Includes bibliographical references (leaves 100-103). === Text in English; abstracts in English and Chinese. === Ho Chiu Man. === Chapter 1 --- Introduction --- p.1 === Chapter 1.1 --- Historical Background --- p.1 === Chapter 1.2 --- Motivations of the Project --- p.3 === Chapter 1.3 --- Outline of Thesis --- p.4 === Chapter 2 --- Review on a One-dimensional Vibrating Cavity --- p.5 === Chapter 2.1 --- The R Function --- p.5 === Chapter 2.2 --- Photon Generation --- p.7 === Chapter 2.3 --- Instantaneous Mode Expansion --- p.10 === Chapter 2.4 --- Vacuum Energy Density --- p.15 === Chapter 3 --- Graphical Method --- p.17 === Chapter 3.1 --- Construction of R-function --- p.17 === Chapter 3.2 --- Fixed-point Analysis --- p.19 === Chapter 3.3 --- A Special Class of Mirror Trajectories --- p.23 === Chapter 3.4 --- Further Analysis --- p.27 === Chapter 4 --- Wave Evolution in a One-dimensional Vibrating Cavity --- p.32 === Chapter 4.1 --- Instantaneous Mode Expansion Method --- p.32 === Chapter 4.2 --- Transformation Method --- p.34 === Chapter 4.3 --- R-Method --- p.34 === Chapter 4.4 --- Consistency between Different Methods --- p.35 === Chapter 5 --- Floquet's Theory --- p.40 === Chapter 5.1 --- System of Linear Differential Equations with Time-dependent Coefficients --- p.40 === Chapter 5.2 --- Fundamental Set of Solutions and Matrizant --- p.41 === Chapter 5.3 --- System of Linear Differential Equations with Periodic Coefficients --- p.42 === Chapter 5.4 --- Possible Properties of the Solution --- p.43 === Chapter 5.5 --- Eigenvalues for the One-dimensional Vibrating Cavity --- p.44 === Chapter 6 --- Photon Creation in an Oscillating Spherical Cavity --- p.46 === Chapter 6.1 --- Mode Decomposition --- p.46 === Chapter 6.2 --- Bogoliubov Transformation --- p.48 === Chapter 6.3 --- Photon Creation --- p.51 === Chapter 6.4 --- Mean Electric Field Operator --- p.53 === Chapter 6.5 --- Illustrations and Observations --- p.54 === Chapter 7 --- Multiple Scale Analysis --- p.61 === Chapter 7.1 --- Photon Creation by First-order Multiple Scale Analysis --- p.61 === Chapter 7.2 --- Parametric Resonance --- p.64 === Chapter 7.3 --- Nonstationary Medium --- p.71 === Chapter 7.4 --- Photon Statistics --- p.74 === Chapter 7.5 --- Finite Temperature Correction --- p.75 === Chapter 8 --- Squeezing Effect of the Classical Waves --- p.76 === Chapter 8.1 --- Squeezing Effect in the One-dimensional Vibrating Cavity --- p.76 === Chapter 8.2 --- Squeezing Effect in the Oscillating Spherical Cavity --- p.81 === Chapter 9 --- Supersymmetric Approach to Photon Generation --- p.88 === Chapter 9.1 --- Field Quantization --- p.88 === Chapter 9.2 --- Adiabatic Approximation --- p.90 === Chapter 9.3 --- Scattering Interpretation --- p.91 === Chapter 9.4 --- Supersymmetric Approach --- p.93 === Chapter 9.5 --- Examples --- p.94 === Chapter 10 --- Conclusion --- p.98 === Bibliography --- p.100 |
author2 |
Ho, Chiu Man. |
author_facet |
Ho, Chiu Man. |
title |
Field evolution in vibrating cavities =: 振腔內之場演化. |
title_short |
Field evolution in vibrating cavities =: 振腔內之場演化. |
title_full |
Field evolution in vibrating cavities =: 振腔內之場演化. |
title_fullStr |
Field evolution in vibrating cavities =: 振腔內之場演化. |
title_full_unstemmed |
Field evolution in vibrating cavities =: 振腔內之場演化. |
title_sort |
field evolution in vibrating cavities =: 振腔內之場演化. |
publishDate |
2002 |
url |
http://library.cuhk.edu.hk/record=b5891079 http://repository.lib.cuhk.edu.hk/en/item/cuhk-323812 |
_version_ |
1718982906571915264 |