2004Beijing Youdian Xueyuan xuebaoRequires access

The Mathematical Model of the Fabry-Perot Filter

Zhao Guo-qian

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Abstract

Applying some knowledge of signal and system to the Fabry-Perot (FP) filter analysis and design, a new method is proposed which eliminates the complex matrix calculation. Furthermore, as being associated with the whole system and characterized by a transfer function, FP cavity filter is easy to be comprehended and to be optimized.

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What this paper is about

Applying some knowledge of signal and system to the Fabry-Perot (FP) filter analysis and design, a new method is proposed which eliminates the complex matrix calculation. Furthermore, as being associated with the whole system and characterized by a transfer function, FP cavity filter is easy to be comprehended and to be optimized.

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Available abstract

Applying some knowledge of signal and system to the Fabry-Perot (FP) filter analysis and design, a new method is proposed which eliminates the complex matrix calculation. Furthermore, as being associated with the whole system and characterized by a transfer function, FP cavity filter is easy to be comprehended and to be optimized.

Key concepts: Fabry–Pérot interferometer, Filter (signal processing), Transfer function, Computer science, Filter design, SIGNAL (programming language), Transfer-matrix method (optics), Matrix (chemical analysis)

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