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• scattering models
  • nonspherical/inhomogeneous particles

• scattering models
  • nonspherical/inhomogeneous particles
    • comparison: Fu Q et al 1999 (Mie theory, ADT, geometric optics), Klett JD 1992 (Rayleigh-Gans-Debye approximation, Wentzel-Kramers-Brillouin approximation, eikonal approximation, diffraction, second-order Shifrin iterative technique)
    • difficulties: Baran AJ 2007a
    • for
      • aerosol
        • semi-empirical: Pollack JB and Cuzzi 1980
      • aggregates
      • helical particles
        • boundary element method: Guerin F et al 1995b, Guerin F et al 1995a
        • DDA: Chiappetta P and Torresani 1988
        • effective medium theory approximation: Bustamante C et al 1980b, Bustamante C et al 1980a
        • hollow cylinder with periodical boundary conditions: Gurwich I et al 2010, Gurwich I et al 2008
      • porous particles
        • size-distributed hollow spheres: Min M et al 2007, Min M et al 2005, Min M et al 2003b
      • spheroids
    • discrete sources method: Eremina E et al 2006b, Eremin YA et al 1999
    • geometrical optics, see
      • ray tracing
      • scattering calculations, for, ice
    • multiple scattering at dipole subunits of particle: Chiappetta P 1980
      see also discrete dipole approximation
    • physical optics approximation: Muinonen K 2003, Muinonen K 1989
    • relationships between: Klett JD 1992
    • review
      • introduction: Baran AJ 2007a
      • "exact" methods: Baran AJ 2007b
      • approximate methods: Chiappetta P and Torrésani 1998, Mitchell DL and Baran 2007
      • see also Kahnert M 2010, Wriedt T 2009, Kahnert FM 2003, Mishchenko MI et al 2000, Wriedt T 1998
    • spheres with inhomogeneities
      • spherical inhomogeneities: Auger JC et al 2001, Fuller KA 1995b
    • using
      • collection of size-distributed spheres
        • hollow spheres: Min M et al 2007, Min M et al 2005, Min M et al 2003b
        • homogeneous spheres
          • volume-to-surface ratio equal to that of particle: Grenfell TC et al 2005, Neshyba SP et al 2003, Shepelevich NV et al 2001, Grenfell TC and Warren 1999
    • Wentzel-Kramers-Brillouin (WKB) approximation: Klett JD 1992
    • see also
      • scattering, by, particles, nonspherical
      • scattering calculations, for, arbitrary-shaped particles
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  [Please how can the index be improved.]