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Stabilization of an active harmonically mode-locked fiber laser using two-photon absorption
Optics Letters
|December 8, 2007
Summary
Semiconductor mirror structures utilizing two-photon absorption significantly reduce amplitude fluctuations in fiber ring lasers. This technology effectively eliminates pulse dropouts in high-repetition-rate picosecond pulse generation.
Area of Science:
- Optics and Photonics
- Laser Physics
- Semiconductor Devices
Background:
- Harmonically mode-locked fiber ring lasers are crucial for generating high-repetition-rate optical pulses.
- Amplitude fluctuations and pulse dropouts degrade laser performance and limit applications.
- Existing methods for stabilizing such lasers often face limitations in efficiency or complexity.
Purpose of the Study:
- To investigate the efficacy of two-photon absorption in semiconductor mirror structures for stabilizing fiber ring lasers.
- To demonstrate the reduction of amplitude fluctuations and elimination of pulse dropouts.
- To assess the impact on picosecond pulse generation at high repetition rates.
Main Methods:
- Fabrication and integration of a semiconductor mirror structure exhibiting two-photon absorption into a fiber ring laser cavity.
- Characterization of laser output stability, including amplitude noise measurements.
- Analysis of pulse train integrity to detect and quantify pulse dropouts.
Main Results:
- Significant reduction in amplitude fluctuations was observed with the semiconductor mirror.
- Complete elimination of pulse dropouts was achieved in the harmonically mode-locked fiber ring laser.
- The laser reliably produced picosecond pulses at a 2 GHz repetition rate with enhanced stability.
Conclusions:
- Two-photon absorption in semiconductor mirrors offers an effective method for stabilizing fiber ring lasers.
- This approach significantly improves pulse quality by eliminating dropouts, crucial for high-speed optical systems.
- The demonstrated technology holds promise for advanced laser applications requiring high stability and repetition rates.

