• Acta Optica Sinica
  • Vol. 40, Issue 18, 1806002 (2020)
Shishi Xu1 and Wenlin Feng1、2、*
Author Affiliations
  • 1Department of Physics and Energy, College of Science, Chongqing University of Technology, Chongqing 400054, China
  • 2Chongqing Key Laboratory of Green Energy Materials Technology and Systems, Chongqing 400054, China
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    DOI: 10.3788/AOS202040.1806002 Cite this Article Set citation alerts
    Shishi Xu, Wenlin Feng. Strain Sensor Based on Thin Core-Tapered Three Cores-Thin Core Fiber Structure[J]. Acta Optica Sinica, 2020, 40(18): 1806002 Copy Citation Text show less
    Microscope images of three-core optical fiber. (a) Cross-sectional view; (b) longitudinal tapered-fiber structure profile
    Fig. 1. Microscope images of three-core optical fiber. (a) Cross-sectional view; (b) longitudinal tapered-fiber structure profile
    Schematic diagram of strain measuring device (the inset is the basic principle of the sensor)
    Fig. 2. Schematic diagram of strain measuring device (the inset is the basic principle of the sensor)
    Interference spectrum, strain fitting and spatial spectrum. (a) Interference spectra of three-core optical fibers with different lengths; (b) strain fitting diagram of three-core optical fibers with different lengths and tapered waist diameter of 42.60 μm; (c) spatial frequency spectrum diagram of sensor with tapered waist diameter of 41.20 μm
    Fig. 3. Interference spectrum, strain fitting and spatial spectrum. (a) Interference spectra of three-core optical fibers with different lengths; (b) strain fitting diagram of three-core optical fibers with different lengths and tapered waist diameter of 42.60 μm; (c) spatial frequency spectrum diagram of sensor with tapered waist diameter of 41.20 μm
    Strain interference spectra of optical fibers with different tapered waist diameters in the same strain range and the linear fitting of wavelength drift caused by strain. (a) 125-μm tapered waist diameter; (b) 42.60-μm tapered waist diameter; (c) 41.90-μm tapered waist diameter; (d) 41.20-μm tapered waist diameter
    Fig. 4. Strain interference spectra of optical fibers with different tapered waist diameters in the same strain range and the linear fitting of wavelength drift caused by strain. (a) 125-μm tapered waist diameter; (b) 42.60-μm tapered waist diameter; (c) 41.90-μm tapered waist diameter; (d) 41.20-μm tapered waist diameter
    Schematic diagram of temperature measuring device
    Fig. 5. Schematic diagram of temperature measuring device
    Interference spectra of different waist diameters and temperatures. (a) 42.60-μm tapered waist diameter; (b) 41.20-μm tapered waist diameter
    Fig. 6. Interference spectra of different waist diameters and temperatures. (a) 42.60-μm tapered waist diameter; (b) 41.20-μm tapered waist diameter
    StructureStrain sensitivity /(pm·με-1)Temperature sensitivity /(pm·℃-1)Cross sensitivity /(με·℃-1)Reference
    Long-period fiber grating30.0037.001.230Ref. [7]
    Photonic crystal fiber-14.89-243.816.37Ref. [8]
    Four-core fiber-1.780209.0117.4Ref. [15]
    Hollow fiber and fiber Bragg grating-0.709 and 1.02024.55 and 12.7634.63 and 12.51Ref. [17]
    Few-mode fiber and fiber Bragg grating-2.000 and 0.67-34.3 and 10.717.15 and 15.97Ref. [26]
    TTCF-TTCFs-3.47034.529.950This work
    Table 1. Performance comparison of the different optical fiber strain sensors
    Shishi Xu, Wenlin Feng. Strain Sensor Based on Thin Core-Tapered Three Cores-Thin Core Fiber Structure[J]. Acta Optica Sinica, 2020, 40(18): 1806002
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