• Acta Optica Sinica
  • Vol. 41, Issue 14, 1406005 (2021)
Li Sun1、*, Xingye Wang1, Chuang Li1, and Chunwei Zhang2
Author Affiliations
  • 1School of Civil Engineering, Shenyang Jianzhu University, Shenyang, Liaoning 110168, China
  • 2School of Civil Engineering, Qingdao University Technology, Qingdao, Shandong 266033, China
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    DOI: 10.3788/AOS202141.1406005 Cite this Article Set citation alerts
    Li Sun, Xingye Wang, Chuang Li, Chunwei Zhang. New Double Fiber Bragg Grating Static Level Based on Equal Strength Beams[J]. Acta Optica Sinica, 2021, 41(14): 1406005 Copy Citation Text show less
    Working principle diagram of static level
    Fig. 1. Working principle diagram of static level
    Schematic diagram of principle of single fiber Bragg grating static level before settlement
    Fig. 2. Schematic diagram of principle of single fiber Bragg grating static level before settlement
    Schematic diagram of principle of single fiber Bragg grating static level after settlement
    Fig. 3. Schematic diagram of principle of single fiber Bragg grating static level after settlement
    Equal strength cantilever beams and fiber Bragg grating
    Fig. 4. Equal strength cantilever beams and fiber Bragg grating
    Schematic diagram of double fiber Bragg grating static level before settlement
    Fig. 5. Schematic diagram of double fiber Bragg grating static level before settlement
    Schematic diagram of double fiber Bragg grating static level after settlement
    Fig. 6. Schematic diagram of double fiber Bragg grating static level after settlement
    Structural design drawing of double fiber Bragg grating static level
    Fig. 7. Structural design drawing of double fiber Bragg grating static level
    Exploded assembly drawing of leak-proof connecting device
    Fig. 8. Exploded assembly drawing of leak-proof connecting device
    Vernier caliper as height ruler, and physical drawing of equal strength cantilever beams. (a) Vernier caliper as height ruler; (b) physical drawing of equal strength cantilever beams
    Fig. 9. Vernier caliper as height ruler, and physical drawing of equal strength cantilever beams. (a) Vernier caliper as height ruler; (b) physical drawing of equal strength cantilever beams
    Calibration test of double fiber Bragg grating static level
    Fig. 10. Calibration test of double fiber Bragg grating static level
    Relationship between sum of positive travel wavelength variation values of three groups and settlement variation, and fitting curve
    Fig. 11. Relationship between sum of positive travel wavelength variation values of three groups and settlement variation, and fitting curve
    Relationship between sum of reverse travel wavelength variation values of three groups and settlement variation, and fitting curve
    Fig. 12. Relationship between sum of reverse travel wavelength variation values of three groups and settlement variation, and fitting curve
    Engineering application of double fiber Bragg grating static level
    Fig. 13. Engineering application of double fiber Bragg grating static level
    Monitoring curve of uneven settlement between two columns
    Fig. 14. Monitoring curve of uneven settlement between two columns
    Settlementvariation /mmArithmeticmeanvalue /nmFittedvalue /nmAbsolutevalue ofdeviation /nm
    0-0.00040.00850.0089
    50.07340.08730.0139
    100.16030.16610.0058
    150.24980.24490.0049
    200.33600.32370.0123
    250.41320.40250.0106
    300.49670.48130.0154
    350.57550.56010.0154
    400.63940.63890.0005
    450.71110.71770.0066
    500.77360.79650.0229
    Table 1. Linearity error of double fiber Bragg grating static level
    Settlementvariation /mmArithmeticmean ofpositivetravel /nmArithmeticmean ofinversestroke /nmAbsolute value of deviation /nm
    0-0.0003-0.00040.0001
    50.07450.07240.0021
    100.15950.16110.0016
    150.24950.25010.0006
    200.33640.33560.0008
    250.41190.41440.0025
    300.49520.49810.0029
    350.57460.57640.0018
    400.63990.63900.0009
    450.71040.71180.0014
    500.77360.77360.0000
    Table 2. Hysteresis error of double fiber Bragg grating static level
    Settlementvariation /mmStandarddeviation ofpositive travelwavelength /nmStandarddeviation ofreverse travelwavelength /nm
    00.00040.0003
    50.00190.0016
    100.00290.0034
    150.00280.0018
    200.00170.0029
    250.00150.0016
    300.00110.0012
    350.00310.0010
    400.00280.0034
    450.00030.0013
    500.00450.0045
    Table 3. Standard deviation data
    Li Sun, Xingye Wang, Chuang Li, Chunwei Zhang. New Double Fiber Bragg Grating Static Level Based on Equal Strength Beams[J]. Acta Optica Sinica, 2021, 41(14): 1406005
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