灵敏度提高的应变传感器 - 范文中心

灵敏度提高的应变传感器

05/14

Sensors 2014, 14, 18575-18582; doi:10.3390/s141018575 sensors

ISSN 1424-8220

www.mdpi.com/journal/sensors

Article OPEN ACCESS

Sensitivity-Improved Strain Sensor over a Large Range of Temperatures Using an Etched and Regenerated Fiber

Bragg Grating

Yupeng Wang 1, *, Xueguang Qiao 1, Hangzhou Yang 1, Dan Su 1, Ling Li 1 and Tuan Guo 2, * 1 School of Physics, Northwest University, Xi’an, Shaanxi 710069, China;

E-Mails: xgqiao@nwu.edu.cn (X.Q.); yanghz@nwu.edu.cn (H.Y.);

dansuf@163.com (D.S.); liling559@163.com (L.L.)

2 Institute of Photonics Technology, Jinan University, Guangzhou 510632, China

* Authors to whom correspondence should be addressed; E-Mails: ypgood@163.com (Y.W.); tuanguo@jnu.edu.cn (T.G.); Tel.: +86-150-2994-8692 (Y.W.).

External Editor: Caterina Ciminelli

Received: 11 July 2014; in revised form: 25 August 2014 / Accepted: 22 September 2014 /

Published: 8 October 2014

Abstract: A sensitivity-improved fiber-optic strain sensor using an etched and regenerated

fiber Bragg grating (ER-FBG) suitable for a large range of temperature measurements has

been proposed and experimentally demonstrated. The process of chemical etching (from

125 µm to 60 µm) provides regenerated gratings (at a temperature of 680 °C) with a

stronger reflective intensity (from 43.7% to 69.8%), together with an improved and linear

strain sensitivity (from 0.9 pm/με to 4.5 pm/με) over a large temperature range (from room

temperature to 800 °C), making it a useful strain sensor for high temperature environments.

Keywords: etched and regenerated fiber gratings; strain sensor; high temperature

1. Introduction

Diverse fiber Bragg gratings (FBGs) have been proposed and widely used as fiber-optic sensors to measure strain, displacement, refractive index and temperature due to their intrinsic advantages [1–3]. Among them, strain measurement must be performed in many high temperature environments, such as space plane engines, high temperature pipelines in the oil and gas industry, etc .

To improve the temperature resistance of FBG for strain sensing, many techniques have been put forward in the past few years. Bragg gratings inscribed in Er-Sn-codoped germanosilicate fiber were employed to simultaneously measure the strain range of 0–1150 με at temperatures up to 500 °C with a strain sensitivity of 1.08 pm/με [4]. An alternative approach has been demonstrated by writing the grating in Sb-Er-Ge-codoped fiber, which enhances the temperature and strain sustainability to 600 °C and 2000 με, respectively, and a strain sensitivity of 1.15 pm/με is achieved [5]. Li et al. have reported the temperature response of chemical composite gratings over a temperature range from 24 °C to 900 °C and the strain response at a maximum applied strain of 1000 με, with a strain sensitivity of

1.1 pm/µɛ at each temperature [6].

From the reports above, a strain sensor based on a bare FBG has a strain sensitivity of around 1 pm/με, which results in a low detection resolution. Conventionally, two approaches have been employed to enhance the strain sensitivity: one is recoating the fiber sensor with a layer of metal, the other is chemically etching the fiber sensor. A metal-packaged regenerated fiber Bragg grating (RFBG) using titanium–silver magnetron sputtering and nickel electroplating was developed for strain measurement [7], in which the strain sensitivity is 1.7 pm/µɛ at temperatures ranging from room temperature to 400 °C. Lyons et al. presented a method involving chemically etched cladding to study the characteristic of FBGs and propose a tunable FBG filter, which has a repeated wavelength tuning range of 9 nm [8]. A FBG with a diameter of only 12 μm prepared through wet chemical etching has been employed to measure strain. The results show that it has ultra-high strain sensitivity up to 104.1 pm/µε in the strain range only 0–100 με and temperature up to 65 °C [9].

Compared with the metal coating technique, chemical etching is a much easier and cost effective method to enhance the strain sensitivity of fiber sensor. Furthermore, RFBG has been used as an ideal candidate for operating at ultra-high temperatures [10–12]. In this work, we demonstrate an approach to enhance the reflective intensity of RFBG, improve its strain sensitivity and enlarge its temperature measurement range. The chemical etching has been performed on the seed gratings to get FBGs with different diameters. A standard thermal treatment technique is used to activate these seed gratings and obtain etched and regenerated fiber Bragg gratings (ER-FBGs). The results show the reflective intensity of ER-FBG can be effectively enhanced by reducing the fiber diameter. Meanwhile, an improved strain sensitivity (from 0.9 pm/με to 4.5 pm/με) over a large range of temperature measurements (from room temperature to 800 °C) have been experimentally achieved, making it a good candidate for strain sensors in ultrahigh temperature environments.

2. Fabrication and Experiment

The seed gratings (2.0 cm in length) are written in B/Ge codoped photosensitive fiber (PS1250/1500, Fibercore Ltd., Hampshire, UK). A continuous wave (CW) frequency-doubled argon ion laser with an operation wavelength of 244 nm and average output power of 28 mW is used. The grating is inscribed with well-established phase mask method. A phase mask with pitch period of 1072.6 nm is used for seed grating inscription. It should be noted that we use a laser beam scanning method (along fiber axial direction) to inscribe the grating. Therefore, the length of the grating is essentially dominated by the length of the phase mask (2.0 cm is used here).The fibers used (initial cladding diameter of 125 μm) are of 10 mol% of GeO2 and 14–18 mol% of B2O 3 and with

core-cladding refractive index difference of 0.5%. Before grating inscription, the fibers are hydrogen loaded under a pressure of 11.3 MPa for 10 days at room temperature. The fabricated seed gratings are stored in a drying oven (50 °C) for two days to diffuse out the hydrogen. The grating strength then decays and stabilizes at 26 dB.

Figure 1.

Schematic diagram of the experimental setup.

The etched FBGs with uniform fiber diameter are achieved by immersing them in HF acid solution (40% in water). During etching, the fiber diameter is measured by a microscope. As a result, the FBGs with different diameters of 125 µm, 90 µm and 60 µm are acquired, respectively. The fiber diameter of 60 µm is selected as a case, which increases the strain sensitivity without changing the FBG temperature and strain properties for large ranges of temperature and strain measurement. The experimental setup for thermal regeneration of FBG and the strain response at high temperature for etched RFBG is shown in Figure 1. Amplified spontaneous emission (ASE) from an erbium doped fiber amplifier (EDFA) is used as a broadband light source (BBS), which is connected through a circulator to the etched FBG. The etched FBG is positioned (stain free) in the tube furnace for isothermal annealing process. Both transmission and reflection spectra of the etched gratings are measured using an optical spectrum analyzer (OSA) with a wavelength resolution of 0.02 nm. Thermal regeneration is then applied for the seed gratings through a subsequent annealing process. To characterize the response of the regenerated gratings with longitudinally applied strain, the both sides of RFBG are fixed by using epoxy, in which one side is fastened on a micro-displacement stage with a displacement resolution of 0.01 mm. The fiber is then stretched by a calibrated micrometer and the measurements of both ΔL and L are taken. To make sure the grating provides a linear strain response for strain measurement, we pre-strained the grating before it is fixed (glued). The initial tension (pre-strain) can be measured by monitoring the wavelength shift of FBG before and after the grating is fixed, and the initial strain value is 0 uε. A displacement step of 0.1 mm applied to 1.0 m fiber is equal to a strain step of 100 με. Each increment and the corresponding λB are recorded, simultaneously.

Figure 2a shows the measured dynamics of grating regeneration for different diameter fibers. The color curves represent the grating regeneration dynamics of three grating samples with different diameters, while the black curve represents the temperature change at the corresponding time. The heating temperature is ramping at 10 °C/min to 680 °C at which the seed grating is totally immersed into the noise level. The fiber is then held at 680 °C for 30 min to activate the regeneration behavior of the grating. After that, the heating temperature is passively cooled down to room temperature. Figure 2b

shows the reflection and transmission spectra of the seed gratings at room temperature (black curves) and their RFBGs with different diameters, respectively.

Figure 2. (a ) Evolution of etched gratings reflectivity during thermal regeneration. (b ) The

reflection and transmission spectrum of seed (black line) and regenerated gratings, namely

125 µm (red curve), 90 µm (green curve) and 60 µm (blue curve) respectively.

3. Results and Discussion

Clearly, according to Figure 2, we get reflectivity-improved regenerated FBGs via cladding etching, which correspond to reflectivity of 43.7% (diameter of 125 µm), 55.3% (diameter of 90 µm) and 69.8% (diameter of 60 µm). This is because the condition of grating regeneration appears to be strongly correlated with differences in glass relaxation between the cladding and core [13]. The process of reducing the cladding diameter helps to accentuate this difference, and leads to stronger grating regeneration.

Figure 3. Wavelength shift of RFBGs with different diameters versus temperature range

from 25 to 800 °C.

The temperature response of the RFBGs is tested from 25 °C to 800 °C. The temperature of the tube

furnace is increased from room temperature to 800 °C by a controllable stepwise ramp of 10 °C/min.

To avoid temperature fluctuations during the measurement process, the temperature of the tube furnace is kept constant for 20 min at each step of 100 °C to ensure uniform distribution before each recording. Figure 3 shows the temperature responses of three RFBGs with different diameters for increasing the temperature. The temperature sensitivities of 12.0 pm/°C, 12.1 pm/°C, and 12.2 pm/°C are obtained for fiber diameters of 125, 90 and 60 µm, respectively. The temperature sensitivities are almost constant with reducing the RFBG’s diameter, which may be due to the fact that thermo-optic coefficient is consistent for that different diameters.

For a normal fiber grating, the applied strain will induce the shift of central wavelength due to co-effects of the change in grating period, and the shift in core index of refraction caused by the photo elastic effect. The strain effect of grating is given as:

ΔλB

B =(1−p e ) ε (1)

where ε is the applied strain in the axial fiber and p e is the effective elastic-optic coefficient given by:

p e =n eff 2

2[p 12−υ(p 11+p 12) ] (2)

where p 11 and p 12 are the components of the silica strain-optic tensor, and υ is Poisson’s ratio. For typical silica optical fibers, p11 = 0.121, p 12 = 0.270, υ = 0.17 and n eff = 1.456, we can present a grating strain sensitivity coefficient K ε, K ε = 1 – p e = 0.784. For a FBG with a center wavelength of 1550 nm, the expected strain sensitivity is approximately 1.2 pm/µɛ. By reducing the cross sectional area of a fiber, etching can induce a significant reduction in the force required to produce a given strain [8]. It offers the possibility of improving the strain sensitivity for etched cladding FBG applied the same strain, compared with standard 125 µm FBG.

To test the strain response of proposed structure, strains are applied to RFBG at each constant temperature. The applied strains on the RFBG are increased from 0 to 1000 µɛ then decreased back to 0 µɛ by steps of 100 uɛ. At each step, the strain is held 10 min before reading the wavelength. The test results show that no evidence of hysteresis are observed since the highly repeatable and overlapped data are obtained for both increasing and decreasing strains. Figure 4 shows the strain response of RFBGs with different diameters for temperature from 100 °C to 800 °C, the results indicate that the wavelength shifts have good linearity for the applied tensile strain at each constant temperature. Figure 5a indicates that the strain response of RFBGs with different diameters at temperature of 700 °C, and the strain sensitivity is 0.9 pm/µɛ for the RFBG with 125 µm, which is less than the numerical result of 1.2 pm/µɛ of the normal FBGs. This is mainly due to that the different fiber used in our experiment is B/Ge codoped photosensitive fiber including 10 mol% of GeO2 and 14–18 mol% of B 2O 3. On the other hand, the strain sensitivities of 1.7 pm/µɛ and 4.5 pm/µɛ for ER-FBGs with diameter of 90 µm and 60 µm respectively are obtained at 700 °C, and all the determination coefficients R2 are 0.99. Compared with the RFBG with the diameter of 125 µm, the strain sensitivities with diameters of 90 µm and 60 µm are respectively increased around 2.0 and 5.0 times. By reducing the cladding diameter of a FBG through etching with HF, the strain sensitivity can be enhanced significantly. This is mainly due to the effect of stress concentration (geometric discontinuities cause

an object to experience a local increase in the intensity of a stress field). The etched fiber section may suffer more stress than that of standard fiber both sides, leading to improved strain sensitivity.

Figure 4. Wavelength shift of ER-FBGs versus axial strain at various temperatures: RFBG

diameters of (a ) 125 µm, (b ) 90 µm, and (c ) 60 µm.

Figure 5. Strain-sensitivity of ER-FBGs with different cladding diameters (a ) and their

stable strain-sensitivity over the temperature from 100 °C to 800 °C (b ).

The strain sensitivities are obtained by repeating the above-mentioned experiment many times. The results are shown in Figure 5b, in which the strain sensitivities of ER-FBGs with different diameters at various setting temperatures are 0.9, 1.7 and 4.5 pm/µɛ, corresponding to 125, 90 and 60 µm RFBGs respectively. The results in Figure 5 denote that the strain sensitivity remains constant at each temperature setting. It should be noted that the ER-FBGs operated at high temperature do not reach the glass-softening region and still maintain a reproducible stress response.

4. Conclusions

Axial strain responses of ER-FBGs with different diameters have been studied over a large temperature range. The process of chemical etching (from 125 µm to 60 µm) enables the regenerated fiber gratings (at temperature of 680 °C) with a stronger reflective intensity (from 43.7% to 69.8%) together with an improved and linear strain sensitivity (from 0.9 pm/με to 4.5 pm/με) over a large temperature measurement range (from room temperature to 800 °C), making it a good strain sensor candidate for high temperature environments like aerospace engines, and high temperature pipelines in the oil and gas industry.

Acknowledgments

This work was supported by the National Natural Science Foundation of China (Nos. 60727004, 61077060, 61205080, 61235005, 61327012, and 61405160), National High Technology Research and Development Program 863(Nos. 2007AA03Z413, 2009AA06Z203), Ministry of Education Project of Science and Technology Innovation (No. Z08119), Ministry of Science and Technology Project of International Cooperation (No. 2008CR1063), Shaanxi Province Project of Science and Technology Innovation (Nos. 2009ZKC01-19, 2008ZDGC-14).

Author Contributions

In this article, Yupeng Wang and Hangzhou Yang designed the experiment and wrote the manuscript. Dan Su and Ling Li collected experimental data. After the manuscript was finished, Xueguang Qiao, Tuan Guo took charge of modifying the article.

Conflicts of Interest

The authors declare no conflict of interest.

References

1. Bai, Z.Y.; Zhang, W.G. Simultaneous measurement of strain and temperature using a long period

fiber grating based on waist-enlarged fusion bitapers. J. Opt. 2014, 16, doi:10.1088/2040-8978/ 16/4/045401.

2. Rong, Q.Z.; Qiao, X.G.; Zhang, J.; Wang, R.H.; Hu, M.L; Feng, Z.Y. Simultaneous measurement

for displacement and temperature using fiber Bragg grating cladding mode based on core diameter mismatch. J. Light. Technol. 2012, 30, 1645–1650.

3. Ma, Y.; Qiao, X.G.; Rong, Q.Z.; Wang, R.H.; Zhang. J.; Hu, M.L.; Feng, Z.Y. Reflective

fiber-optic refractometer based on a thin-corefiber tailored Bragg grating reflection. Opt. Lett. 2012, 37, 323–325.

4. Pal, S.; Sun, T.; Grattan, K.V.T.; Wade, S.A.; Collins, S.F.; Baxter, G.W.; Monnom, G. Bragg

grating performance in Er-Sn-doped germanosilicate fiber for simultaneous measurement of wide range temperature (to 500 °C) and strain. Rev. Sci. Instrum. 2003, 74, 4858–4862.

5. Pal, S.; Shen, Y.; Mandal, J.; Sun, T.; Grattan, K.T. Simultaneous measurement of strain (to

2000 µɛ) and temperature (to 600 °C) using a combined Sb-Er-Ge-codoped fiber-fluorescence and grating-based technique. IEEE Sens. J. 2005, 5, 1462–1468.

6. Li, G.Y.; Guan, B.O. The strain response of chemical composition gratings at high temperatures.

Meas. Sci. Technol. 2009, 20, doi:10.1088/0957-0233/20/2/025204.

7. Tu, Y.; Tu, S.T. Fabrication and characterization of a metal-packaged regenerated fiber Bragg

grating strain sensor for structural integrity monitoring of high-temperature components. Smart Mater. Struct. 2014, 23, doi:10.1088/0964-1726/23/3/035001.

8. Lyons, E.R.; Lee, H.P. Demonstration of an etched cladding fiber Bragg grating filter with

reduced tuning force requirement. IEEE Photon. Tech. Lett. 1999, 11, 1626–1630.

9. Ferreira, M.S.; Bierlich, J.; Becke, M.; Schuster, K.; Santos, J.L.; Frazão, O. Ultra-high sensitive

strain sensor based on post-processed optical fiber Bragg grating. Fibers 2014, 2, 142–149.

10. Bandyopadhyay, S.; Canning, J. Ultrahigh-temperature regenerated gratings in boron-codoped

germanosilicate optical fiber using 193 nm. Opt. Lett. 2008, 33, 1917–1919.

11. Yang, H.Z.; Chong, W.Y.; Cheong, Y.K.; Lim, K.S.; Pua, C.H.; Harun, S.W.; Ahmad, H. Thermal

regeneration in etched-core fiber Bragg grating. IEEE Sens. J. 2013, 13, 2581–2585.

12. Yang, H.Z.; Chong, W.Y.; Qiao, X.G.; Lim, M.J.; Lim, K.S.; Islam, M.R.; Ali, N.M.; Ahmad, H.

1.3 μm and 1.55 μm thermally regenerated gratings in hydrogenated Boron/Germanium co-doped photosensitivity fiber. IEEE Sens. J. 2014, 14, 1352–1356.

13. Wang, T.; Shao, L.Y.; Canning, J.; Cook, K. Temperature and strain characterization of

regenerated gratings. Opt. Lett. 2012, 38, 247–249.

2014 by the authors; licensee MDPI, Basel, Switzerland. This article is an open access article distributed under the terms and conditions of the Creative Commons Attribution license (http://creativecommons.org/licenses/by/4.0/).


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