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Volume 37 Issue 2
Jan.  2013
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Improved polynomial iterative fitting algorithm for baseline correction in infrared spectroscopy

  • Corresponding author: WANG Zhi-bin, zhibin_wang@126.com
  • Received Date: 2012-06-14
    Accepted Date: 2012-08-16
  • Baseline correction is an important preprocessing step before subsequent data processing of Fourier transform infrared (FTIR) spectra. Polynomial iterative fitting is one of the methods of baseline correction. In order to improve the speed of baseline correction, taking CO2 spectrum as example, an improved polynomial iterative fitting algorithm was used for theoretical analysis and experimental verification and the same correction result was achieved with polynomial iterative fitting algorithm.The algorithm automatically identify the range of peaks for baseline correction, reducing the number of iterations in the process of baseline correction. The number of iterations decreased from 39 to 11, the elapsed time reduced from 4.78s to 1.12s. The result is great significant for real-time gas monitoring systems.
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  • [1]

    SUN Y,DU Zh H,YIN X, et al. Investigation on baseline correction in pollutant monitoring on-line by NIR spectroscopy[J]. Spectroscopy and Spectral Analysis,2008,28(10):2282-2284(in Chinese).
    [2]

    FANG Y H,KONG Ch,LAN T G, et al. Denoising and baseline correction of spectrum by wave transform[J]. Optics and Precision Engineering,2006,14(6):1088-1092(in Chinese).
    [3]

    FENG X W, ZHU Zh L, SHEN M J, et al. The method of baseline drift correction of Raman spectrum based on polynomial fitting[J].Computers and Applied Chemistry,2009,26(6):759-762.
    [4]

    LIEBER C A, MAHADEVEN-JANSEN A.Automated method for subtraction of fluorescence from biological raman spectra[J].Applied Spectroscopy,2003,57(11):1363-1367.
    [5]

    ZHENG Y M,ZHANG T Q, ZHANG J, et al. Influence of smooth,1st derivative and baseline correction on the near-infare spectrum analysis with PLS[J]. Spectroscopy and Spectral Analysis,2004,24(12):1546-1548(in Chinese).
    [6]

    CAI T,WANG X P, DU Sh Y, et al. Peak detection for infared spectrum based on continuous wavelet transform[J]. Chinese Journal of Analytical Chemisty,2011,39(6):911-914.
    [7]

    LI W. The research of the monitoring technology for the muti-component gas based on FTIR. Hefei: Hefei University of Technology,2011:56-57(in Chinese).
    [8]

    QUEMENER B, BERTRAND D, MARTY I,et al.Fast data processing for chromatographic fingerprints of tomato cell wall polysaccharides using methods[J].Chromatography,2007,A114(1):41-49.
    [9]

    WANG G, YU L, LIU B Z. Auto-correction on retention time shifting of complex samples and development of related software[J].Computers and Applied Chemistry,2005,22(12):1163-1167.
    [10]

    HU Y G, ZHAO Zh Y,WANG G. Baseline correction and background elimination using wavelet transforms[J]. Journal of Huazhong University of Science and Technology(Natural Science Edition),2011,39(6):36-39(in Chinese).
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    沈阳化工大学材料科学与工程学院 沈阳 110142

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Improved polynomial iterative fitting algorithm for baseline correction in infrared spectroscopy

    Corresponding author: WANG Zhi-bin, zhibin_wang@126.com
  • 1. Engineering Technology Research Center of Shanxi Province for Opto-Electronic Information and Instrument, North University of China, Taiyuan 030051, China;
  • 2. Key Laboratory of Instrumentation Science & Dynamic Measurement, Ministry of Education, North University of China, Taiyuan 030051, China

Abstract: Baseline correction is an important preprocessing step before subsequent data processing of Fourier transform infrared (FTIR) spectra. Polynomial iterative fitting is one of the methods of baseline correction. In order to improve the speed of baseline correction, taking CO2 spectrum as example, an improved polynomial iterative fitting algorithm was used for theoretical analysis and experimental verification and the same correction result was achieved with polynomial iterative fitting algorithm.The algorithm automatically identify the range of peaks for baseline correction, reducing the number of iterations in the process of baseline correction. The number of iterations decreased from 39 to 11, the elapsed time reduced from 4.78s to 1.12s. The result is great significant for real-time gas monitoring systems.

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