• Acta Optica Sinica
  • Vol. 42, Issue 8, 0826001 (2022)
Zhichao Ding1、2、3, Gaofang Yin1、3、*, Nanjing Zhao1、3, Tingting Gan1、3, Peilong Qi1、2、3, Mengyuan Gu1、2、3, Min Chen1、2、3, Lu Wang1、2、3, Ming Dong1、2、3, Peng Huang4, Mingjun Ma1、3, Li Fang1、3, and Ruifang Yang1、3
Author Affiliations
  • 1Key Laboratory of Environmental Optics and Technology, Anhui Institute of Optics and Fine Mechanics, Hefei Institutes of Physical Science, Chinese Academy of Sciences, Hefei, Anhui 230031, China
  • 2University of Science and Technology of China, Hefei, Anhui 230026, China
  • 3Key Laboratory of Optical Monitoring Technology for Environment, Anhui Province, Hefei, Anhui 230031, China
  • 4School of Biological Food and Environment, Hefei University, Hefei, Anhui 230601, China
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    DOI: 10.3788/AOS202242.0826001 Cite this Article Set citation alerts
    Zhichao Ding, Gaofang Yin, Nanjing Zhao, Tingting Gan, Peilong Qi, Mengyuan Gu, Min Chen, Lu Wang, Ming Dong, Peng Huang, Mingjun Ma, Li Fang, Ruifang Yang. Method for Determining Characteristic Time of J and I Points of OJIP Fluorescence Kinetic Curve[J]. Acta Optica Sinica, 2022, 42(8): 0826001 Copy Citation Text show less
    Measurement system of algae OJIP fluorescence kinetics
    Fig. 1. Measurement system of algae OJIP fluorescence kinetics
    OJIP curve of Chlorella vulgaris
    Fig. 2. OJIP curve of Chlorella vulgaris
    Fluorescence kinetics of Chlorella vulgaris and calculation results of J, I characteristic time. (a) Exponential function analysis method; (b) curvature analysis method
    Fig. 3. Fluorescence kinetics of Chlorella vulgaris and calculation results of J, I characteristic time. (a) Exponential function analysis method; (b) curvature analysis method
    Fluorescence kinetics of Chlorella pyrenoidosa and calculation results of J, I characteristic time. (a) Exponential function analysis method; (b) curvature analysis method
    Fig. 4. Fluorescence kinetics of Chlorella pyrenoidosa and calculation results of J, I characteristic time. (a) Exponential function analysis method; (b) curvature analysis method
    Fluorescence kinetics of Scenedesmus dimorpha and calculation results of J, I characteristic time. (a) Exponential function analysis method; (b) curvature analysis method
    Fig. 5. Fluorescence kinetics of Scenedesmus dimorpha and calculation results of J, I characteristic time. (a) Exponential function analysis method; (b) curvature analysis method
    Fluorescence kinetics of Cylindrotheca closterium and calculation results of J, I characteristic time. (a) Exponential function analysis method; (b) curvature analysis method
    Fig. 6. Fluorescence kinetics of Cylindrotheca closterium and calculation results of J, I characteristic time. (a) Exponential function analysis method; (b) curvature analysis method
    OJIP curve of Chlorella vulgaris under DCUM stress
    Fig. 7. OJIP curve of Chlorella vulgaris under DCUM stress
    VJ varying with DCMU concentration
    Fig. 8. VJ varying with DCMU concentration
    AlgaAverage of TJ /msRSD of TJ /%Average of TI /msRSD of TI /%
    Chlorella pyrenoidosa1.521.827.158.9
    Chlorella vulgaris1.331.429.900.1
    Cylindrotheca closterium1.042.215.284.1
    Scenedesmus dimorpha2.228.528.805.2
    Table 1. Results of characteristic time of J, I points for four kinds of algae calculated by exponential function analysis method
    Concentration of DCMU010 μg·L-120 μg·L-140 μg·L-1
    Curvature analysis1.802.821.321.22
    Exponential function analysis1.451.251.181.10
    Table 2. Change of characteristic time of J point under DCMU stressunit: ms
    Zhichao Ding, Gaofang Yin, Nanjing Zhao, Tingting Gan, Peilong Qi, Mengyuan Gu, Min Chen, Lu Wang, Ming Dong, Peng Huang, Mingjun Ma, Li Fang, Ruifang Yang. Method for Determining Characteristic Time of J and I Points of OJIP Fluorescence Kinetic Curve[J]. Acta Optica Sinica, 2022, 42(8): 0826001
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