Abstract:
A general theory of semiconductor lasers is presented in which the static and dynamic properties are expressed in terms of the effective left and right reflectivities at ...Show MoreMetadata
Abstract:
A general theory of semiconductor lasers is presented in which the static and dynamic properties are expressed in terms of the effective left and right reflectivities at a given reference plane in the laser. The theory applies to Fabry-Perot and DFB solitary lasers and to laser configurations with strong optical feedback or strong light injection.
Published in: IEEE Journal of Quantum Electronics ( Volume: 23, Issue: 11, November 1987)
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- IEEE Keywords
- Index Terms
- Visual Feedback ,
- Fabry-Perot Interferometer ,
- Injection Locking ,
- Reference Plane ,
- Semiconductor Laser ,
- Strong Feedback ,
- Reflection Coefficient ,
- Wave Vector ,
- Dominant Mode ,
- Carrier Density ,
- Rate Equation ,
- Solid Curve ,
- Field Equations ,
- Stationary Solution ,
- Spontaneous Emission ,
- Phase Noise ,
- Noise Spectrum ,
- Set Of Curves ,
- Cavity Length ,
- External Cavity ,
- Laser Mode ,
- Round-trip Time ,
- Lasing Mode ,
- Oscillation Condition ,
- Closed Curve ,
- Spectral Linewidth ,
- Wave Equation ,
- Real Axis ,
- Diode Laser
Keywords assist with retrieval of results and provide a means to discovering other relevant content. Learn more.
- IEEE Keywords
- Index Terms
- Visual Feedback ,
- Fabry-Perot Interferometer ,
- Injection Locking ,
- Reference Plane ,
- Semiconductor Laser ,
- Strong Feedback ,
- Reflection Coefficient ,
- Wave Vector ,
- Dominant Mode ,
- Carrier Density ,
- Rate Equation ,
- Solid Curve ,
- Field Equations ,
- Stationary Solution ,
- Spontaneous Emission ,
- Phase Noise ,
- Noise Spectrum ,
- Set Of Curves ,
- Cavity Length ,
- External Cavity ,
- Laser Mode ,
- Round-trip Time ,
- Lasing Mode ,
- Oscillation Condition ,
- Closed Curve ,
- Spectral Linewidth ,
- Wave Equation ,
- Real Axis ,
- Diode Laser
