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Single envelope equation modeling of multi-octave comb arrays in microresonators with quadratic and cubic nonlinearities

机译:具有二次和三次非线性的微谐振器中多倍频程梳齿阵列的单包络方程建模

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摘要

We numerically study, by means of the single envelope equation, the generation of optical frequency combs\udranging from the visible to the mid-infrared spectral regions in resonators with quadratic and cubic nonlinearities.\udPhase-matched quadratic wave-mixing processes among the comb lines can be activated by low-power continuous\udwave pumping in the near infrared of a radially poled lithium niobate whispering gallery resonator. We examine\udboth separate and coexisting intracavity doubly resonant second-harmonic generation and parametric oscillation\udprocesses and find that modulation instabilities may lead to the formation of coupled comb arrays extending over\udmultiple octaves. In the temporal domain, the frequency combs may correspond to pulse trains or even to a single\udpulse circulating in the cavity.
机译:我们通过单包络方程数值研究光学频率梳的产生\在具有二次和三次非线性的谐振器中从可见光到中红外光谱范围不等。\ ud在梳中的相位匹配二次波混合过程可以通过在径向极化的铌酸锂耳语回音壁谐振器的近红外光中进行低功率连续\ udp抽运来激活线路。我们研究了\\分开的和共存的腔内双共振二次谐波产生和参数振荡\ ud过程,并发现调制不稳定性可能导致耦合梳状阵列的形成超过\倍数倍频程。在时域中,频率梳可以对应于脉冲串,甚至对应于在腔体内循环的单脉冲。

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