Book contents
- Frontmatter
- Contents
- Foreword
- Preface
- Acknowledgements
- Part I Semi-classical description of matterlight interaction
- 1 The evolution of interacting quantum systems
- Complement 1A: A continuum of variable width
- Complement 1B: Transition induced by a random broadband perturbation
- 2 The semi-classical approach: atoms interacting with a classical electromagnetic field
- Complement 2A: Classical model of the atom-field interaction: the Lorentz model
- Complement 2B: Selection rules for electric dipole transitions. Applications to resonance fluorescence and optical pumping
- Complement 2C: The density matrix and the optical Bloch equations
- Complement 2D: Manipulation of atomic coherences
- Complement 2E: The photoelectric effect
- 3 Principles of lasers
- Complement 3A: The resonant Fabry–Perot cavity
- Complement 3B: The transverse modes of a laser: Gaussian beams
- Complement 3C: Laser light and incoherent light: energy density and number of photons per mode
- Complement 3D: The spectral width of a laser: the Schawlow–Townes limit
- Complement 3E: The laser as energy source
- Complement 3F: The laser as source of coherent light
- Complement 3G: Nonlinear spectroscopy
- Part II Quantum description of light and its interaction with matter
- Part III Applying both approaches
- Index
3 - Principles of lasers
Published online by Cambridge University Press: 05 August 2012
- Frontmatter
- Contents
- Foreword
- Preface
- Acknowledgements
- Part I Semi-classical description of matterlight interaction
- 1 The evolution of interacting quantum systems
- Complement 1A: A continuum of variable width
- Complement 1B: Transition induced by a random broadband perturbation
- 2 The semi-classical approach: atoms interacting with a classical electromagnetic field
- Complement 2A: Classical model of the atom-field interaction: the Lorentz model
- Complement 2B: Selection rules for electric dipole transitions. Applications to resonance fluorescence and optical pumping
- Complement 2C: The density matrix and the optical Bloch equations
- Complement 2D: Manipulation of atomic coherences
- Complement 2E: The photoelectric effect
- 3 Principles of lasers
- Complement 3A: The resonant Fabry–Perot cavity
- Complement 3B: The transverse modes of a laser: Gaussian beams
- Complement 3C: Laser light and incoherent light: energy density and number of photons per mode
- Complement 3D: The spectral width of a laser: the Schawlow–Townes limit
- Complement 3E: The laser as energy source
- Complement 3F: The laser as source of coherent light
- Complement 3G: Nonlinear spectroscopy
- Part II Quantum description of light and its interaction with matter
- Part III Applying both approaches
- Index
Summary
In this chapter we shall describe the principle of the operation of lasers, their common features and the properties of the light they emit. Our aim is not to provide an exhaustive catalogue of the types of laser available at the time of writing. Such an account would, in any case, soon be obsolete. Rather, we shall use concrete examples of existing systems to illustrate important features or general principles. We do not want either to give an extensive theoretical description of a laser's properties and of its dynamics. We restrict ourselves here to a rather simplified approach to its main features and refer the reader to more specialized handbooks for further information (see the further reading section at the end of the main chapter).
The physical principles accounting for laser operation can appear quite straightforward. This impression stems from the fact that the essential concepts are now well understood, whilst the detail and some incorrect notions are passed over in silence. It is interesting to note, however, how painstaking our progress in understanding lasers has been. It is usually considered that the prehistory of the laser commenced in 1917 when Einstein introduced the notion of stimulated emission. In fact, Einstein was led to the conclusion that such a phenomenon must occur from considerations of the thermodynamic equilibrium of the radiation field and a sample of atoms at a finite temperature T.
- Type
- Chapter
- Information
- Introduction to Quantum OpticsFrom the Semi-classical Approach to Quantized Light, pp. 191 - 229Publisher: Cambridge University PressPrint publication year: 2010