Acta Photonica Sinica, Volume. 42, Issue 11, 1324(2013)

An Inversion Algorithm of Dynamic Light Scattering Based on Singular Value Decomposition

YU Xiangfei1,*... YANG Hui1,2,3, YANG Haima1, ZHENG Gang1,2, LI Jun1, HU Hengqing1 and Mark BIGGS3 |Show fewer author(s)
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  • 1[in Chinese]
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  • 3[in Chinese]
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    References(16)

    [2] [2] BORSALI R, PECORA R. Soft matter characterization[M]. Netherlands: Springer Netherlands, 2008.

    [3] [3] ALEXANDER M, DALGLEISH D G. Dynamic light scattering techniques and their applications in food science[J]. Food Biophysics, 2006, 1(1): 2-13.

    [4] [4] SCHEFFOLD F, CERBINO R. New trends in light scattering[J]. Current Opinion in Colloid & Interface Science,2007, 12(2007): 50–57.

    [5] [5] YU Leishou. Iterative CONTIN algorithm for particle sizing in dynamic light scattering[J]. OptoElectronic Engineering, 2006, 33(8): 64-69.

    [6] [6] WANG Shaoqing, TAO Yewei, DONG Xueren. Analysis and comparison of arithmetic for inverting particle size distribution from photon correlation spectrum[J]. China Powder Science and Technology, 2005, 11(1): 27-32.

    [7] [7] FIRSKEN B J. Revisiting the method of cumulants for the analysis of dynamic light scattering data[J]. Applied Optics, 2001, 40(24): 4087.

    [8] [8] Brookhaven Instruments Corporation. Instruction manual for BI9000AT digital autocorrelator[EB]. New York: Holtsville, 1998: IX12IX16.

    [9] [9] PROVENCHER S W, HENDRIX J, DEMAEYER L, et al. Direct determination of molecular weight distributions of polystyrene in cyclohexane with photon correlation spectroscopy[J]. Journal of Chemical Physics, 1978, 69(9): 4273.

    [10] [10] LAW SON C L, HANSON R J. Solving least squares problem s[M ] . Englewood: PrenticeHall, 1974: 319-342.

    [11] [11] CLEMENTI L A, VEGA J R, GUGLIOTTA L M. A Bayesian inversion method for estimating the particle size distribution of latexes from multiangle dynamic light scattering measurements[J]. Chemometrics and Intelligent Laboratory Systems, 2011, 107(1): 165–173.

    [12] [12] PATTY P J, FRISKEN B J. Direct determination of the numberweighted mean radius and polydispersity from dynamic lightscattering data[J]. Applied Optics, 2006, 45(10): 2209-2216.

    [14] [14] GRAVES E E, CULVER J P, RIPOLL J, et al. Singularvalue analysis and optimization of experimental parameters in fluorescence molecular tomography[J]. Journal of Optical Society of America, 2004, 21(2): 231-241.

    CLP Journals

    [1] HUANG Yu, SHEN Jin, XU Min, SUN Cheng, LIU Wei, SUN Xian-ming, WANG Ya-jing. Truncated Singular Value Decomposition Inversion Based on Extended Nuclear Matrix in Dynamic Light Scattering[J]. Acta Photonica Sinica, 2018, 47(7): 729001

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    YU Xiangfei, YANG Hui, YANG Haima, ZHENG Gang, LI Jun, HU Hengqing, Mark BIGGS. An Inversion Algorithm of Dynamic Light Scattering Based on Singular Value Decomposition[J]. Acta Photonica Sinica, 2013, 42(11): 1324

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    Paper Information

    Received: Apr. 18, 2013

    Accepted: --

    Published Online: Dec. 16, 2013

    The Author Email: Xiangfei YU (yuxiangfei881017@163.com)

    DOI:10.3788/gzxb20134211.1324

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