10MB2200, Development of optical component technologies for advanced FTTH,
Kwon O-Kyun
Abstract
A theoretical study is proposed to determine an optimum resonance length that leads to a global maximum of the wave intensity among a large number of local maxima of the intensity corresponding to local resonance lengths satisfying a resonant condition. From resonating a second-harmonic wave under the established condition of the resonant feedback and the no-resonant feedback, the intensity distributions of a resonant-harmonic wave in the second-harmonic generation and a converted wave in the cascaded difference frequency generation are analyzed. In the second-order nonlinear processes in the resonant structure, each of the distributions shows that a global maximum intensity exists at the optimum resonance length due to the balance between the accumulation gain and the propagation loss and that the optimum resonance length shortens as the wave intensity increases in the resonator.
KSP Keywords
Intensity distributions, Nonlinear Processes, Propagation loss, Resonant structure, Second Harmonic Generation, Second-harmonic wave, Theoretical Study, Wave intensity, cascaded difference frequency generation, local maxima, local resonance
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