Infrared and Laser Engineering, Volume. 53, Issue 12, 20240426(2024)

Research on vacuum ultraviolet spectral responsivity calibration device based on synchrotron radiation

Hao YANG1, Chunlian ZHAN1, Guangwei SUN2, Zhouhong ZHU1、*, Jiapeng WANG2, Jidong DU2, Guoao ZHOU2, and Kui JIANG2
Author Affiliations
  • 1College of Optical and Electronic Technology, China Jiliang University, Hangzhou 310018, China
  • 2Beijing Zhenxing Institute of Metrology and Testing, Beijing 100074, China
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    Figures & Tables(15)
    Block diagram of spectral responsivity calibration
    Optical path diagram of synchrotron radiation-based vacuum ultraviolet spectral responsivity calibration
    Physical diagram of synchrotron radiation sources
    Structure diagram of synchrotron radiation sources
    Characteristic wavelength gas ionization chamber object
    Silicon photodiode AXUV-100G form factor
    Silicon photodiode AXUV-100G physical picture
    • Table 1. Output optical power stability test results

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      Table 1. Output optical power stability test results

      Duration of the testSignal strength/AStability
      1(20 min)3.353E-090.26%
      2(40 min)3.349E-09
      3(60 min)3.348E-09
      4(80 min)3.350E-09
      5(100 min)3.355E-09
      6(120 min)3.357E-09
    • Table 2. Spectral responsivity measurements results

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      Table 2. Spectral responsivity measurements results

      Wavelength/nmMeasured value/A·W−1Average value/A·W−1u1
      123456
      100.26870.26480.26310.26610.26300.26960.2660.40%
      600.08970.08580.07760.08030.07730.07940.0822.5%
      1000.05460.05050.05010.05090.05420.05370.0521.4%
      1500.07670.07720.07710.07710.07690.07720.0770.25%
      2000.08210.08170.08130.08230.08100.08180.0820.24%
    • Table 3. Uncertainty components introduced by the instability of the vacuum ultraviolet beamline of the synchrotron radiation source

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      Table 3. Uncertainty components introduced by the instability of the vacuum ultraviolet beamline of the synchrotron radiation source

      Wavelength$\lambda $/nmUncertainty components introduced by the instability of the vacuum ultraviolet beamline of the synchrotron radiation source u2
      10-35 0.18%
      35-130 0.18%
      130-2000.18%
    • Table 4. Uncertainty components introduced by standard detectors

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      Table 4. Uncertainty components introduced by standard detectors

      Wavelength$ \lambda$/nmUncertainty components introduced by standard detectors u3
      10-350.75%
      35-1303.5%
      130-200 1.4%
    • Table 5. Uncertainty components introduced by data acquisition devices

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      Table 5. Uncertainty components introduced by data acquisition devices

      Wavelength$ \lambda$/nmUncertainty components introduced by data acquisition devices u4
      10-350.12%
      35-130 0.12%
      130-200 0.12%
    • Table 6. Spectral responsivity measurement uncertainty table

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      Table 6. Spectral responsivity measurement uncertainty table

      Sources of uncertaintyParameterWavelength λ/nm
      10-3535-130 130-200
      Measure the uncertainty component introduced by repeatability$ u_{1} $0.43%2.2%0.22%
      Uncertainty component introduced by the instability of the vacuum UV beamline of the synchrotron radiation source$ u_{2} $0.18%0.18%0.18%
      Uncertainty component introduced by the standard detector$ u_{3} $0.75%3.5%1.4%
      Uncertainty component introduced by the data acquisition device$ u_{4} $0.12%0.12%0.12%
      Relative synthesis standard uncertainty$ u_{c} $0.891%4.14%1.43%
      Relative extension uncertainty$ U $k=2)1.8%8.7%2.9%
    • Table 7. Measurement uncertainty of the calibration device

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      Table 7. Measurement uncertainty of the calibration device

      Wavelength/nmUU0
      101.8%2.2%
      608.7%8.8%
      1008.7%10.6%
      1502.9%3.0%
      2002.9%3.1%
    • Table 8. Verification of spectral responsivity measurement uncertainty

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      Table 8. Verification of spectral responsivity measurement uncertainty

      Wavelength/nmThe spectral responsivity obtained by this calibration device$ {S_{TA}} $/A·W−1The spectral responsivity given by NIST$ {S_{TA_0}} $/A·W−1Deviation$ \left|S_{T A}-S_{T A_0}\right| / S_{T A_0} $$ {E_{{n}}} = \dfrac{{|{S_{TA}} - {S_{TA_0}}|/{S_{TA}}}}{{\sqrt {{U^2} + U_0^2} }} $
      100.2660.2691.12%0.39
      600.0820.0759.33%0.75
      1000.0520.0555.45%0.40
      1500.0770.0761.32%0.32
      2000.0820.0802.50%0.59
      Criterion$ E_n $<1
      Results$ E_n$<1
      Device development goals10-35 nm:U=2.0%(k=2);35-130 nm:U=10%(k=2);130-200 nm:U=3.0%(k=2)
      ConclusionSatisfy
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    Hao YANG, Chunlian ZHAN, Guangwei SUN, Zhouhong ZHU, Jiapeng WANG, Jidong DU, Guoao ZHOU, Kui JIANG. Research on vacuum ultraviolet spectral responsivity calibration device based on synchrotron radiation[J]. Infrared and Laser Engineering, 2024, 53(12): 20240426

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    Paper Information

    Category: 光电测量

    Received: Sep. 21, 2024

    Accepted: --

    Published Online: Jan. 16, 2025

    The Author Email: ZHU Zhouhong (181615904@qq.com)

    DOI:10.3788/IRLA20240426

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