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Eigenmode and frequency domain analysis of the third-order microring filters

机译:三阶微环滤波器的本征模和频域分析

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In this paper we compare results of the eigenmode analysis of the third-order add/drop filter with the transfer functions (S-parameters) calculated in wide spectral range covering telecommunication C band. Both type of calculations are performed using 2D finite elements (FEM) method. The computational domain is closed using standard perfectly matched layer method. Also, the model of add/drop microring filter based on the temporal coupled mode is presented, since such models are usually used as a starting point in filter design procedure. The obtained results show excellent agreement between the two approaches. It is well known that when single microring is coupled to access waveguides or another rings, the resonance frequency will deviate from its original isolated resonator value. This effect, known as coupling-induced resonance frequency shift, causes resonance frequency mismatches between individual resonators and thus significantly impacts eigen spectra, as well as transfer characteristics, of the coupled-resonator systems. FEM calculations show that this effect has no significant importance when coupling between the access waveguide and the microring is strong enough, i.e. when the conditions for flat filter response are satisfied.
机译:在本文中,我们将三阶分插滤波器的本征模分析结果与在覆盖电信C波段的宽频谱范围内计算的传递函数(S参数)进行了比较。两种类型的计算均使用2D有限元(FEM)方法执行。使用标准的完全匹配层方法关闭计算域。此外,提出了基于时间耦合模式的分插式微环滤波器模型,因为此类模型通常用作滤波器设计过程的起点。获得的结果表明两种方法之间的极好的一致性。众所周知,当单个微环耦合到接入波导或另一个环时,谐振频率将偏离其原始的隔离谐振器值。这种效应称为耦合引起的谐振频率偏移,会导致各个谐振器之间的谐振频率失配,从而显着影响耦合谐振器系统的本征谱以及传输特性。有限元计算表明,当接入波导和微环之间的耦合足够强时,即当满足平坦滤波器响应的条件时,这种影响并不重要。

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