Self-terminating Laser Transitions
|<<< | >>> | Feedback|
Use the RP Photonics Buyer's Guide to find suppliers for photonics products! You will hardly find a more convenient resource.
Definition: laser transitions which can not be continuously operated due to the accumulation of population in the lower laser level
Some solid-state gain media have laser transitions where the lower laser level is metastable and has a long lifetime – even longer than the upper-state lifetime. An example of this situation is the 2.7-μm transition (4I11/2 → 4I13/2) of erbium (Er3+) in fluoride fibers. Here, neither multi-phonon transitions nor the pump radiation can depopulate the lower laser level. In that case, the laser transition is usually self-terminating: lasing is possible only for a short while, until the lower level is so strongly populated that a population inversion is no longer possible. After that, the gain medium requires some time without pumping, until lasing can be restarted.
Sometimes it is possible to cure that problem with some additional dopant which can quench the population of the lower laser level by means of an energy transfer. In the above-mentioned case, praseodymium (Pr3+) codoping has proven to be a good solution [2, 3]. An alternative, but less successful solution is to use a high erbium doping concentration . This introduces various cross-relaxation processes, which can depopulate the lower laser level but also affect the upper-state population. Also, it is sometimes possible to arrange for cooperative lasing from the lower laser level to a still lower energy level.
|||E. Poppe et al., “980 nm diode-pumped continuous wave mid-IR (2.7 μm) fiber laser”, Electron. Lett. 34, 2331 (1998)|
|||B. Srinivasan et al., “High-power 'watt-level' CW operation of diode-pumped 2.7 μm fiber lasers using efficient cross-relaxation and energy transfer mechanisms”, Opt. Express 4 (12), 490 (1999)|
|||S. D. Jackson et al., “Diode-pumped 1.7-W erbium 3-μm fiber laser”, Opt. Lett. 24 (16), 1133 (1999)|
How do you rate this article?
If you like this article, share it with your friends and colleagues, e.g. via social media: