2007Optical EngineeringRequires access

Measurement of polarization mode dispersion vectors in optical fibers using a virtual Mueller matrix method

Hui Dong

Open publisher page 2 citations

Abstract

A virtual Mueller matrix method is proposed to measure the first- and second-order polarization mode dispersion (PMD) vectors in optical fibers. This method not only can use a large frequency step to attain low-noise PMD vector data, but also does not require knowledge of the input polarization states. Our measurement method has a simpler setup and is more accurate than the traditional Mueller matrix method.

About this research paper

What this paper is about

A virtual Mueller matrix method is proposed to measure the first- and second-order polarization mode dispersion (PMD) vectors in optical fibers. This method not only can use a large frequency step to attain low-noise PMD vector data, but also does not require knowledge of the input polarization states. Our measurement method has a simpler setup and is more accurate than the traditional Mueller matrix method.

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Available abstract

A virtual Mueller matrix method is proposed to measure the first- and second-order polarization mode dispersion (PMD) vectors in optical fibers. This method not only can use a large frequency step to attain low-noise PMD vector data, but also does not require knowledge of the input polarization states. Our measurement method has a simpler setup and is more accurate than the traditional Mueller matrix method.

Key concepts: Mueller calculus, Polarization mode dispersion, Optics, Polarization (electrochemistry), Computer science, Optical engineering, Modal dispersion, Optical fiber

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