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Novel dual-Brillouin-frequency optical fiber for distributed temperature sensing

机译:用于分布式温度传感的新型双布里渊频率光纤

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We present an approach to distributed fiber-optic temperature sensing utilizing a dual-Brillouin-frequency optical fiber. Traditional distributed sensor systems employ a heterodyne detection scheme to measure a temperature-dependent microwave frequency Stokes' shift. Our approach toward realizing an RF, rather than microwave, detection scheme is the development of an optical fiber engineered to have two gain-equalized Brillouin frequencies (dual-Brillouinfrequency fiber, or DBFF). The design goal is that the two acoustic modes respond differently to temperature variations, and thus the detection of their beat signal (in the RF) would provide temperature data. One approach is to structure the core to have two or more dissimilar layers that are `quasi-independent' such that their resulting Brillouin frequencies have a dissimilar dependence on temperature. Proper tailoring of the overlap integrals with the optical mode results in gain equalization between resulting acoustic modes. A slightly different approach is presented, where two Brillouin frequencies are achieved through core-cladding Brillouin-gain equalization via the reduction of Brillouin gain in the core. Temperature sensing is then accomplished by the direct detection of the RF beat frequency between them (-175 MHz). A linear temperature dependence of -1.07 MHz/C was measured for the beat frequency of a tailored fiber.
机译:我们提出了一种利用双布里渊频率光纤的分布式光纤温度传感方法。传统的分布式传感器系统采用外差检测方案来测量温度依赖的微波频率斯托克斯的转变。我们实现RF,而不是微波,检测方案的方法是开发用于具有两个增益均衡的布里渊频率的光纤(双布里源频率或DBFF)。设计目标是,两个声学模式对温度变化不同,因此对其拍号的检测(在RF中)将提供温度数据。一种方法是构建核心以具有两个或更多个不同的层,这些层是“准无关”,使得它们所产生的布里渊频率对温度具有不同的依赖。正确剪裁与光学模式的重叠积分导致产生的声学模式之间的增益均衡。提出了一种略微不同的方法,其中通过通过芯中的布里渊增益减少来实现两个布里渊频率通过核心覆盖的布里渊 - 增益均衡来实现。然后通过直接检测它们(-175MHz)之间的RF拍频来实现温度感测。测量定制纤维的节拍频率的线性温度依赖性-1.07MHz / c。

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