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Rigorous Scattering Matrix Analysis of a Fabry–Perot Open Resonator

机译:法布里 - 珀罗开放谐振器的严格散射矩阵分析

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摘要

A completely novel electromagnetic model of a Fabry-Perot open resonator is proposed and validated in this article. The idea that led to the invention of this model is to split the analysis of the resonator into a few nonresonant sections, thus, substantially alleviating computational effort involved in the analysis of such a large high-Q structure. Each section of the resonator, including mirrors, is represented as a multimode scattering matrix and the whole resonator is considered as a cascade of two-port networks. Mode analysis applied in the proposed model allows representing fields propagating along the resonator in the form of an orthogonal set of cylindrical waveguide modes. Due to versatility and large computational efficiency, the method can be used to account for electromagnetic phenomena that cannot be solved with commonly used models of the Fabry-Perot open resonator based on a scalar paraxial approximation. The obtained solution is validated against experimental data. It is also shown that the spurious mode coupling occurring in the measurement of electrically thick dielectric sheet materials can be explained using the proposed scattering matrix method.
机译:在本文中提出并验证了Fabry-Perot开放谐振器的完全新颖的电磁模型。导致本发明模型的发明的想法是将谐振器分析分成几个非统治部分,从而显着减轻了在这种大高Q结构的分析中所涉及的计算工作。谐振器的每个部分(包括镜子)表示为多模散射矩阵,并且整个谐振器被认为是双端口网络的级联。应用于所提出的模型中的模式分析允许表示沿着谐振器传播的字段,以正交的圆柱形波导模式的形式。由于多功能性和大的计算效率,该方法可用于考虑基于标量近似近似的法布里 - 珀罗开放谐振器的常用模型无法解决电磁现象。通过实验数据验证所得溶液。还示出了在电厚介质片材测量中发生的杂散模式耦合可以使用所提出的散射矩阵法解释。

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