• Acta Optica Sinica
  • Vol. 41, Issue 17, 1730001 (2021)
Qiankun Gao1、2、3、*, Wenqing Liu2、3, and Yujun Zhang2、3
Author Affiliations
  • 1The 38th Research Institute of China Electronic Technology Corporation, Hefei, Anhui 230088, China
  • 2Key Laboratory of Environmental Optics and Technology, Anhui Institute of Optics and Fine Mechanics, Chinese Academy of Sciences, Hefei, Anhui 230031, China
  • 3Key Laboratory of Optical Monitoring Technology for Environment, Anhui Province, Hefei, Anhui 230031, China
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    DOI: 10.3788/AOS202141.1730001 Cite this Article Set citation alerts
    Qiankun Gao, Wenqing Liu, Yujun Zhang. Fourier Spectrum Data Processing Method for Turbulent Noise[J]. Acta Optica Sinica, 2021, 41(17): 1730001 Copy Citation Text show less
    FTIR system
    Fig. 1. FTIR system
    Interferogram of CO
    Fig. 2. Interferogram of CO
    Spectrum of CO
    Fig. 3. Spectrum of CO
    Diagram of traditional data processing method
    Fig. 4. Diagram of traditional data processing method
    Interferogram of ZPD position on left side of center of interference signal
    Fig. 5. Interferogram of ZPD position on left side of center of interference signal
    Interferogram of ZPD position on right side of center of interference signal
    Fig. 6. Interferogram of ZPD position on right side of center of interference signal
    Results of different data processing methods for the same group of interference signals with turbulent noise
    Fig. 7. Results of different data processing methods for the same group of interference signals with turbulent noise
    Comparison of spectra in 2100--2200 cm-1 band
    Fig. 8. Comparison of spectra in 2100--2200 cm-1 band
    Amplitude of frequency response of Hanning windows
    Fig. 9. Amplitude of frequency response of Hanning windows
    Flowchart of new data processing method
    Fig. 10. Flowchart of new data processing method
    Experimental system
    Fig. 11. Experimental system
    Spectrum of CO with concentration of 1%
    Fig. 12. Spectrum of CO with concentration of 1%
    Spectrum of CO with concentration of 1% in 2240--2050 cm-1 absorption band
    Fig. 13. Spectrum of CO with concentration of 1% in 2240--2050 cm-1 absorption band
    Spectrum of CO with concentration of 1% (with turbulent noise)
    Fig. 14. Spectrum of CO with concentration of 1% (with turbulent noise)
    Spectrum of CO in 2240--2050 cm-1 absorption band
    Fig. 15. Spectrum of CO in 2240--2050 cm-1 absorption band
    Spectrum of interference signal obtained by new data processing method
    Fig. 16. Spectrum of interference signal obtained by new data processing method
    Spectrum of CO in 2240--2050 cm-1 absorption band obtained by new method
    Fig. 17. Spectrum of CO in 2240--2050 cm-1 absorption band obtained by new method
    Spectrum of interference signal obtained by traditional data processing method
    Fig. 18. Spectrum of interference signal obtained by traditional data processing method
    Spectrum of CO in 2240-2050 cm-1 absorption band obtained by traditional method
    Fig. 19. Spectrum of CO in 2240-2050 cm-1 absorption band obtained by traditional method
    Nonlinear fitting of 1% CO absorption line
    Fig. 20. Nonlinear fitting of 1% CO absorption line
    SNRSNR 1(100/noisepeak-to-peak)SNR 2(100/root meansquare of noise)
    Method 1 (firstaverage and then FT)3.7872.98
    Method 2 (first FTand then average)1.2525.88
    Table 1. SNR of results obtained by two methods
    Window function coefficientaβc
    Rectangular window1.00
    Hanning window0.500.5
    Blackman window0.420.50.08
    Table 2. Commonly used spectral window coefficient
    ResultCalculatedconcentration /%Spectral correlation
    Full bandCO band
    Original CO spectrum1.000
    Direct calculation0.3740.7260.767
    Calculation byimproved method0.9240.8880.971
    Calculated bytraditional method0.8620.7980.939
    Table 3. Results of concentration and correlation of two methods
    Data setConcentration /%Spectral correlation
    10.9170.965
    20.8960.948
    30.9130.962
    40.9310.981
    50.9320.985
    60.9200.972
    70.9150.963
    80.9190.966
    Table 4. Concentration and correlation obtained by new method
    Qiankun Gao, Wenqing Liu, Yujun Zhang. Fourier Spectrum Data Processing Method for Turbulent Noise[J]. Acta Optica Sinica, 2021, 41(17): 1730001
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