Laser Generators Physics
| Code | Completion | Credits | Range | 
|---|---|---|---|
| D12FLG | ZK | 2P | 
- Course guarantor:
 - Jan Šulc
 - Lecturer:
 - Jan Šulc
 - Tutor:
 - Supervisor:
 - Department of Laser Physics and Photonics
 - Synopsis:
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The course is focused to the description of laser gain medium and laser generatorbehavior using the general principles of quantum statistical physics. A semi-classical and fully quantum laser model and selected applications of these models are described.
 - Requirements:
 - Syllabus of lectures:
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1. Physical model of laser -laser as a closed system, the quantum Liouville equation2. Quantum theory of damping -the master equation for the evolution of the damped quantum system3. Master equation for damped atom and harmonic oscillator4. Semi-classical theory of radiation interaction with two-level resonant matter5. Stationary signal propagation -dispersive characteristics resonant matter6. Semi-classical description optical impulse propagation5. Lasers dynamics in rate-equations approximation6. Spectral characteristics laser radiation,short pulse generationand amplification7. Quantum description of common systems -quasi-distributive function and its time development9. Fokker-Planck equation for harmonic oscillator and three-level laser system10. Quantum theory of laser -quantum model of laser, rotating wave approximation of Van der Pol oscillator
 - Syllabus of tutorials:
 - Study Objective:
 - Study materials:
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Key references: [1] Orszag, M.: Quantum Optics, Springer, 2016.Recommended references:[2] Vrbová, M., Šulc, J.: Interakce rezonančního záření s látkou, Skriptum ČVUT, Praha, 2006.[3] Louisell, W. H.: Quantum statistical properties of radiation, John Wiley & Sons, New York, 1973. (dostupné v knihovně FJFI ČVUT)[4] Saleh, B. E. A., Teich, M. C.: Základy fotoniky -3. díl, Matfyzpress, Praha, 1995.[5] Drummond, P. D., Hillery, M.: The Quantum Theory of Nonlinear Optics, Cambridge University Press, 2014.
 - Note:
 - Time-table for winter semester 2025/2026:
 - Time-table is not available yet
 - Time-table for summer semester 2025/2026:
 - Time-table is not available yet
 - The course is a part of the following study plans: