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非线性光子结构中的珀塞尔效应:耦合模理论分析。

Purcell effect in nonlinear photonic structures: a coupled mode theory analysis.

作者信息

Hamam Rafif E, Ibanescu Mihai, Reed Evan J, Bermel Peter, Johnson Steven G, Ippen Erich, Joannopoulos J D, Soljacic Marin

机构信息

Center for Materials Science and Engineering, Massachusetts Institute of Technology, Cambridge, Massachusetts 02139, USA.

出版信息

Opt Express. 2008 Aug 18;16(17):12523-37. doi: 10.1364/oe.16.012523.

Abstract

We develop a coupled mode theory (CMT) model of the behavior of a polarization source in a general photonic structure, and obtain an analytical expression for the resulting generated electric field; loss, gain and/or nonlinearities can also be modeled. Based on this treatment, we investigate the criteria needed to achieve an enhancement in various nonlinear effects, and to produce efficient sources of terahertz radiation, in particular. Our results agree well with exact finite-difference time-domain (FDTD) results. Therefore, this approach can also in certain circumstances be used as a potential substitute for the more numerically intensive FDTD method.

摘要

我们开发了一种用于描述一般光子结构中极化源行为的耦合模理论(CMT)模型,并得到了所产生电场的解析表达式;损耗、增益和/或非线性也可以进行建模。基于这种处理方法,我们研究了实现各种非线性效应增强以及产生高效太赫兹辐射源所需的标准,特别是针对太赫兹辐射源。我们的结果与精确的时域有限差分(FDTD)结果吻合良好。因此,在某些情况下,这种方法也可以作为计算量较大的FDTD方法的潜在替代方法。

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