Continuous spectrum of periodically stationary pulses in a stretched-pulse laser

Author:

Shinglot Vrushaly1ORCID,Zweck John1ORCID,Menyuk Curtis2ORCID

Affiliation:

1. The University of Texas at Dallas

2. The University of Maryland Baltimore County

Abstract

A spectral method for determining the stability of periodically stationary pulses in fiber lasers is introduced. Pulse stability is characterized in terms of the spectrum (eigenvalues) of the monodromy operator, which is the linearization of the round trip operator about a periodically stationary pulse. A formula for the continuous (essential) spectrum of the monodromy operator is presented, which quantifies the growth and decay of continuous waves far from the pulse. The formula is verified by comparison with a fully numeric method for an experimental fiber laser. Finally, the effect of a saturable absorber on pulse stability is demonstrated.

Publisher

Optica Publishing Group

Subject

Atomic and Molecular Physics, and Optics

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