Journal of Applied Optics, Volume. 45, Issue 6, 1261(2024)

Effect of non-Gaussian term on dynamic light scattering measurement at ultra-low concentrations

Xiaojun FU... Yajing WANG*, Jin SHEN, Wei LIU and Hu MING |Show fewer author(s)
Author Affiliations
  • School of Electrical and Electronic Engineering, Shandong University of Technology, Zibo 255049, China
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    Figures & Tables(14)
    Light intensity ACF and ACF attenuation characteristic curves of 600 nm unimodal particles at different concentrations
    Recovered PSD of inverting 564 nm unimodal narrow distribution particles by using NGS and KFR methods at different concentrations
    Recovered PSD of inverting 592 nm unimodal medium distribution particles by using NGS and KFR methods at different concentrations
    Recovered PSD of inverting 517 nm unimodal wide distribution particles by using NGS and KFR methods at different concentrations
    Recovered PSD of inverting 564 nm unimodal narrow distribution particles by using NGS and KFR methods at different noise levels
    Recovered PSD of inverting 517 nm unimodal wide distribution particles by using NGS and KFR methods at different noise levels
    PSI distribution of 564 nm unimodal particle systems in corresponding ACF with different distribution widths
    Recovered PSD of inverting 203 nm particles by using NGS and KFR methods
    Recovered PSD of inverting 693 nm particles by using NGS and KFR methods
    • Table 1. Parameters and properties of simulated PSDs

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      Table 1. Parameters and properties of simulated PSDs

      Ptrue/nmPSD width typeμσ(dmin, dmax) /nmCoefficient of variation/%
      564Narrow3.59.8(400, 800)1.76
      592Medium0.56.2(400, 800)2.70
      517Wide0.52.8(200, 900)11.62
    • Table 2. Performance indices for PSD of inverting 564 nm, 592 nm and 517 nm particles by using NGS and KFR methods

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      Table 2. Performance indices for PSD of inverting 564 nm, 592 nm and 517 nm particles by using NGS and KFR methods

      PSD width typePtrue/nmNNGSKFR
      Pmeas/nmEp/%V/%Pmeas/nmEp/%V/%
      Narrow564125630.180.415630.180.39
      245590.890.485660.350.36
      485590.890.455690.870.39
      Medium592125861.010.365940.340.17
      245851.180.465940.340.14
      485831.520.465950.510.22
      Wide517125091.550.645160.190.16
      245091.550.535180.190.18
      485091.550.505180.190.29
    • Table 3. Performance indices for recovered PSD of inverting 564 nm and 517 nm particles by using NGS and KFR methods at different noise levels

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      Table 3. Performance indices for recovered PSD of inverting 564 nm and 517 nm particles by using NGS and KFR methods at different noise levels

      PSD width typePtrue/nmδNGSKFR
      Pmeas/nmEp/%V/%Pmeas/nmEp/%V/%
      Narrow5645×10−45650.180.295650.180.22
      5×10−35630.180.415630.180.39
      1×10−25590.890.435813.010.83
      Wide5175×10−45140.580.615180.190.23
      5×10−35091.550.645160.190.16
      1×10−25091.550.555210.770.33
    • Table 4. Volume fraction and corresponding particle number of two series samples

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      Table 4. Volume fraction and corresponding particle number of two series samples

      Diameter/nmCoefficient of variation/%Volume fractionN
      2032.33.2×10−89
      6.3×10−817
      1.3×10−735
      6932.91.7×10−612
      3.6×10−624
      7.3×10−648
    • Table 5. Performance indices for recovered PSD of inverting 203 nm and 693 nm particles by using NGS and KFR methods

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      Table 5. Performance indices for recovered PSD of inverting 203 nm and 693 nm particles by using NGS and KFR methods

      Ptrue/nmNNGSKFR
      Pmeas/nmEp/%Pmeas/nmEp/%
      20392020.492030
      172020.492030
      352020.492030
      693126723.036960.43
      2476810.826960.43
      487203.906960.43
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    Xiaojun FU, Yajing WANG, Jin SHEN, Wei LIU, Hu MING. Effect of non-Gaussian term on dynamic light scattering measurement at ultra-low concentrations[J]. Journal of Applied Optics, 2024, 45(6): 1261

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    Paper Information

    Category:

    Received: Aug. 28, 2023

    Accepted: --

    Published Online: Jan. 14, 2025

    The Author Email: WANG Yajing (王雅静)

    DOI:10.5768/JAO202445.0603007

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