Radiation Responses of Fiber Random Gratings

T. Blanchet, A. Morana, E. Marin, Y. Ouerdane, A. Boukenter, C. Hnatovsky, P. Lu, S. Mihailov, S. Girard
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引用次数: 1

Abstract

Fiber Bragg Gratings (FBGs) present numerous advantages for strain or temperature monitoring as the multiplexing ability or the high acquisition rate of interrogators. However, one FBG of the usual types cannot discriminate between temperature and strain. The new Fiber Random Gratings (FRG) present a large spectrum as opposite to the usual Bragg peak and the whole spectrum shifts varying the temperature or strain. By separating this large spectral band into smaller domains and by monitoring the response of each domain to temperature and strain, discriminating the temperature and strain contributions becomes feasible with a unique sensor. In this abstract, we study for the first time the radiation response of a type I FRG inscribed into a Ge-doped fiber with a fs-laser. Its thermal stability was checked by performing 3 cycles between $20^{\circ}\mathrm{C}$ and $60^{\circ}\mathrm{C}$ with 2 hours lasting step of $10^{\circ}\mathrm{C}$. This grating was irradiated at room temperature (RT) under X-rays, at a dose rate of 1 $\mathbf{Gy}(\mathbf{SiO}_{2})/\mathbf{s}$ up to the dose of 225 kGy. We observed a spectrum shift of approximatively 15 pm, independently of the spectral region, at the maximal dose, which represents an error of $\sim 1^{\circ}\mathrm{C}$ if the grating is used as a temperature sensor. The responses of several other RFBGs inscribed in different conditions will be added for the conference and final paper.
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光纤随机光栅的辐射响应
光纤Bragg光栅在应变或温度监测方面具有多路复用能力和高采集率等优点。然而,普通类型的FBG不能区分温度和应变。新型光纤随机光栅(FRG)具有与通常的布拉格峰相反的大光谱,并且随着温度或应变的变化,整个光谱发生位移。通过将这个大的光谱带分成更小的域,并通过监测每个域对温度和应变的响应,可以用一个独特的传感器来区分温度和应变的贡献。本文首次研究了用光纤激光器嵌入掺锗光纤中的I型光纤光栅的辐射响应。通过在$20^{\circ}\mathrm{C}$和$60^{\circ}\mathrm{C}$之间进行3次循环,以$10^{\circ}\mathrm{C}$持续2小时来检查其热稳定性。该光栅在室温(RT) x射线照射下,剂量率为1 $\mathbf{Gy}(\mathbf{SiO}_{2})/\mathbf{s}$,剂量为225 kGy。我们观察到,在最大剂量下,光谱位移约为15 pm,与光谱区域无关,如果光栅用作温度传感器,其误差为$\sim 1^{\circ}\mathrm{C}$。将在会议和最后文件中增加以不同条件题写的其他几个区域利益集团的答复。
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