双光栅光纤传感器在波分复用中的应用及其数值分辨率

José Trinidad Guillen Bonilla, Héctor Guillen Bonilla, A. Zamora, G. A. Gómez, Nancy Elizabeth Franco Rodríguez, Alex Guillen Bonilla, Juan R. Gómez
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引用次数: 2

摘要

本文将双光栅光纤传感器应用于波分复用。对由三个局部双光栅传感器组成的准分布式传感器进行了数值模拟。波长通道分别为1531.5 nm、1535.5 nm和1539.5 nm。数值模拟显示了分辨率与信噪比的关系。三个局部双光栅传感器具有近似相同的分辨率,因为所有局部传感器具有相同的腔长和波长通道非常接近。所有的局部传感器都有两个数值分辨率,因为傅里叶域相位分析算法对布拉格波长移进行了两次评估。两种分辨率之间的转换可以用参数来计算:腔长、布拉格波长通道、折射率和包络分辨率。这种转换取决于噪声系统、解调算法、仪器仪表和本地传感器特性。非常重要的一点是,理论分析将允许知道每个局部双光栅传感器的精确分辨率。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Twin-Grating Fiber Optic Sensors Applied on Wavelength- Division Multiplexing and Its Numerical Resolution
In this work, the twin-grating fiber optic sensor has been applied on wavelength-division multiplexing. A quasi-distributed sensor formed by three local twin-grating sensors, is numerically simulated. The wavelength channels were 1531.5, 1535.5, and 1539.5 nm. The numerical simulation shows the resolution vs. signal-to-noise rate. Three local twin-grating sensors have approximately the same resolution because all local sensors have the same cavity length and the wavelength channels are very close. All local sensors have two numerical resolutions because the Fourier domain phase analysis algorithm makes two evaluations of the Bragg wavelength shift. The transition between both resolutions can be calculated with the parameters: cavity length, Bragg wavelength channel, refrac- tion index, and enveloped resolution. This transition depends on the noise system, demodulation algorithm, instrumentation, and local sensor properties. A very important point is, a theoretical analysis will permit to know the exact resolution for each local twin-grating sensor.
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