Effects of aggregation on scattering and radiative properties of soot aerosols

By Li Liu, M. I. Mishchenko. 2005

149 citations recorded by the source corpus.

Subfields: Atmospheric Science, Global and Planetary Change

View Paper: https://www.semanticscholar.org/paper/4c98145a84247785e19860d16b03604c7d61a2e6

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Citations in the corpus

A study of radiative properties of fractal soot aggregates using the superposition T-matrix method (2008, methodology): “The numerically exact superposition T-matrix method has been evolving very rapidly in recent years and has been increasingly applied to the computation of electromagnetic scattering by multi-sphere clusters [8,13–19].”
Review of recent literature on the light absorption properties of black carbon: Refractive index, mass absorption cross section, and absorption function (2020, methodology): “Liu and Mishchenko (2005) employed the superposition T-matrix method to predict the effects of morphological parameters, i.e., Df, kf, a, and Np, on the radiative properties of numerically generated soot fractal aggregates formed by monodisperse PP in point-contact at k¼ 628 nm and two refractive…”
Scattering and radiative properties of complex soot and soot-containing aggregate particles (2006, methodology): “Consistent with our previous study [18], the following two values of the refractive index m are used to represent the various types of soot: 1.”
Aerosol light absorption and its measurement: A review (2009, background): “Especially relevant T-matrix applications include studies of soot aggregate optics as function of aggregate restructuring and change of fractal dimension [96,166,167] and the optics of MD particles approximated by spheroid, cylinder, and Chebyshev shapes [168–170].”
Limitations in the enhancement of visible light absorption due to mixing state (2006, background): “higher than calculations based on Mie theory or aggregate relationships, a phenomenon that may be explained by the interactions between the spherules that form the aggregate [Iskander et al., 1991; Fuller et al., 1999; Liu and Mishchenko, 2005 ].”