study of field fluctuation in open optical cavities =: 開放光學空腔的場漲落之硏究.

• Other Authors: Ho, Kai Cheung.
• Format: Others
• Language: English
• Published: 1997
• Subjects: Quantum optics; Quantum electrodynamics
• Online Access: http://library.cuhk.edu.hk/record=b5889339; http://repository.lib.cuhk.edu.hk/en/item/cuhk-321994

Ho kai Cheung. === Thesis (M.Phil.)--Chinese University of Hong Kong, 1997. === Includes bibliographical references (leaves 112-114). === Ho Kai Cheung. === Acknowledgements --- p.i === Abstract --- p.ii === Contents --- p.iii === Chapter Chapter 1. --- Introduction --- p.1 === Chapter Chapter 2. --- QNM and Green's function --- p.6 === Chapter 2.1 --- Introduction to QNM --- p.7 === Chapter 2.2 --- QNM and Green's function --- p.9 === Chapter 2.3 --- Modes of the universe and Green's function --- p.11 === Chapter Chapter 3. --- Correlation function and Green's function --- p.16 === Chapter 3.1 --- Equation of motion approach --- p.17 === Chapter 3.2 --- NM approach --- p.20 === Chapter Chapter 4. --- Correlation function : QNM expansion --- p.23 === Chapter 4.1 --- QNM expansion of correlation function --- p.24 === Chapter 4.2 --- Physical Examples --- p.27 === Chapter 4.2.1 --- One dimensional laser cavity --- p.27 === Chapter 4.2.2 --- Dielectric slab --- p.40 === Chapter Chapter 5. --- Quantization of EM field : modes of the universe approach --- p.49 === Chapter 5.1 --- Spherical wave expansion --- p.49 === Chapter 5.2 --- Quantization of EM field --- p.52 === Chapter 5.3 --- Correlation function : NM expansion --- p.56 === Chapter Chapter 6. --- QNM expansion of EM correlation function I --- p.59 === Chapter 6.1 --- TE part result --- p.61 === Chapter 6.2 --- TM part result --- p.65 === Chapter Chapter 7. --- QNM expansion of EM correlation function II --- p.69 === Chapter 7.1 --- Dyadic Green's function --- p.69 === Chapter 7.2 --- Green's function and correlation function : EM case --- p.72 === Chapter 7.3 --- QNM expansion of correlation function --- p.73 === Chapter Chapter 8. --- Sum rules --- p.76 === Chapter 8.1 --- Proof of sum rules --- p.77 === Chapter 8.2 --- Equivalence of two approaches --- p.78 === Chapter 8.3 --- Discussion of the QNM expansion --- p.79 === Chapter Chapter 9. --- EM field fluctuation in dielectric sphere --- p.82 === Chapter 9.1 --- Modes of the universe approach (revision) --- p.83 === Chapter 9.2 --- QNM approach --- p.85 === Chapter 9.3 --- Increase convergence by sum rules --- p.90 === Chapter Chapter 10. --- Conclusion --- p.97 === Appendix A. Scalar Green's function by normalized NM --- p.100 === Appendix B. Modification of existence of QNM on imaginary axis --- p.102 === Appendix C. Tensor Tij --- p.104 === Appendix D. Evaluation of aW+(wn)/aw --- p.106 === Appendix E. Classical dyadic Green's function --- p.107 === Appendix F. QNM expansion of Tij inside a leaky cavity --- p.109 === Appendix G. Symmetric properties of Fij --- p.111 === Bibliography --- p.112