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We employ a novel dynamical approach to study the slow saturable absorber mode-locking with noise. We obtain explicit expressions for the condition of pulse existence and continuum stability, the pulse power and the minimal pulse width, and present the guidelines for optimal system configuration.
Using intracavity active phase modulation, we have verified the theory of Haus and Rana and realized timing jitter reduction from 304 fs to 150 fs integrated to Nyquist frequency on a 10.24 GHz actively mode-locked pulse train.
We present a new approach to active mode-locking (AML) that predicts, under certain conditions, pulse ldquocondensationrdquo, analogous to BEC. In the condensate state, the first AML eigenmode is dominant over all other modes.
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