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Volume 26 Issue 3
Sep.  2013
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Citation:
shu

Mathematical model of particle shape affecting function based on EPO theory

  • 1.

    Jiangsu University of Science & Technology, Zhenjiang, 212013

  • Received Date: 2001-05-23
    Accepted Date: 2001-11-19
  • The shape of the particles in 3D can be present in 2D upon EPO theory,so a function which presents the distribution of the shape of particles is put forward in this paper.The other function T(f) that presents the inference affection of the shape is also calculated in the case of Gaussian scattering field.The result of the calculation conforms to Mie scattering of the spherical particles.
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  • [1]

    Yang P,Liu K N.Appl Opt,1996,35(33):6568～6584.
    [2]

    Card J B A,Jones A R A.Combust Flame,1991,86:394～402.
    [3]

    Chen B Q,Stamnes J J.Appl Opt,1998,37(11):1999～2010.
    [4]

    Lock J A. Appi Opt,1996,35(3):500～514.
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Mathematical model of particle shape affecting function based on EPO theory

  • 1. Jiangsu University of Science & Technology, Zhenjiang, 212013
  • Received Date: 2001-05-23
  • Accepted Date: 2001-11-19
  • Available Online: 2002-05-25

Abstract: The shape of the particles in 3D can be present in 2D upon EPO theory,so a function which presents the distribution of the shape of particles is put forward in this paper.The other function T(f) that presents the inference affection of the shape is also calculated in the case of Gaussian scattering field.The result of the calculation conforms to Mie scattering of the spherical particles.

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