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Nonlinear dynamics of optoeletronic oscillators based on whispering-gallery mode resonators

机译:基于耳语画廊模式谐振器的光学振荡器非线性动力学

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The opto-electronic oscillator is one of the most promising architecture for generating ultra-stable microwaves in the 0.1–100 GHz range. The idea consists in storing light energy instead of radio-frequency energy. This was usually achieved in a km-length fiber delay line [1,2], with the inconvenient of being bulky, energy-greedy, with a spectrum presenting spurious peaks that can be detrimental to applications. To overcome the drawbacks of fiber-based opto-electronic oscillators, it has been proposed to replace the fiber delay line with a high-Q whispering-gallery mode (WGM) resonator [3]. In such a resonator, photons are trapped inside the dielectric by total internal reflection, hence performing optical energy storage. For a Q-factor in the 109 range, the photon lifetime in the cavity Tph = Q/C0o is of the order of 1 μ8 with a corresponding linewidth of 100 kHz. According to Leeson theory, such linewidth allow to obtain superior phase noise performances than in traditional radio-frequency systems.
机译:光电振荡器是在0.1-100 GHz范围内产生超稳定微波的最有前途的架构之一。该想法包括存储光能而不是射频能量。这通常在KM长度的纤维延迟线[1,2]中实现,具有庞大的,能量贪婪的不方便,具有对应用可能有害的杂散峰值的光谱。为了克服基于纤维的光电振荡器的缺点,已经提出了用高Q次耳语 - 图库模式(WGM)谐振器的纤维延迟线[3]。在这样的谐振器中,通过全内反射通过全内反射捕获光子,因此执行光学能量存储。对于10 9 范围内的Q系数,腔间TPH = Q / C0O中的光子寿命为1μM,具有100kHz的相应线宽。根据LeeSon理论,这种线宽允许比传统的射频系统中获得优异的相位噪声性能。

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