arXivDaily arXiv每日学术速递 周一至周五更新
arXiv 2007.07179physics.opticsquant-ph

带间隙环的方形耦合微环谐振器阵列的高品质因数特性

High-Q Interstitial Square Coupled Microring Resonators Arrays

Shaolin Liao, Lu Ou

AI总结:

本研究针对带间隙环的方形耦合微环谐振器阵列展开,通过解析推导与数值模拟验证其色散与模式特性,发现该结构的加载品质因数可达单环和常规4环结构的20倍和8倍,有望用于高性能集成光子器件。

摘要:

本文研究了带间隙环的耦合微环谐振器(MRRs)方形阵列的特性。采用传递矩阵法结合Floquet-Bloch周期条件,得到了间隙方形耦合MRRs的色散行为。针对耦合器相同的间隙方形耦合MRRs阵列和无间隙环的常规方形耦合MRRs阵列这两种特殊情况,推导了本征波矢、带隙和本征模矢量的解析公式。随后,通过久期方程计算了给定频率下四个本征波矢各自对应的本征模场分布。最后,对耦合器相同的间隙方形耦合MRRs阵列和常规方形耦合MRRs阵列进行了数值模拟,模拟结果验证了解析分析的正确性。研究还得到了间隙5环结构、常规4环结构和单环结构的加载品质因数。结果发现,间隙5环结构的加载品质因数分别是单环结构和常规4环结构的20倍和8倍,这主要源于谐振频率处的简并本征模。因此,间隙方形耦合MRRs阵列在制备高性能集成光子器件方面具有巨大潜力,包括滤波器以及基于谐振的传感器件,如宇称-时间对称传感器。

英文摘要:

The properties of the square array of coupled Microring Resonators (MRRs) with interstitial rings are studied. Dispersion behavior of the interstitial square coupled MRRs is obtained through the transfer matrix method with the Floquet-Bloch periodic condition. Analytical formulas of the eigen wave vectors, band gaps and eigen mode vectors are derived for the special cases of the interstitial square coupled MRRs array with identical couplers and the regular square coupled MRRs array without the interstitial rings. Then, the eigen modes' field distribution are calculated for each of the four eigen wave vectors for a given frequency through the secular equation. Finally, numerical simulation is performed for an interstitial square coupled MRRs array with identical couplers and a regular square coupled MRRs array. The simulation result verifies the analytical analysis. Finally, the loaded quality factors of the interstitial 5-ring configuration, the regular 4-ring configuration and the 1-ring configuration are obtained. It is found that the loaded quality factor of the interstitial 5-ring configuration is up to 20 times and 8 times as high as those of the 1-ring configuration and the regular 4-ring configuration respectively, mainly due to the degenerated eigen modes at the resonant frequency. Thus, the interstitial square coupled MRRs array has the great potential to form high-quality integrated photonics components, including filters and resonance based sensing devices like the parity-time symmetric sensors.

机构、总结、中文摘要均由AI分析而来,可能存在错误,请以论文正文为准。

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