Light Scattering Reviews, Volume 11 2016
DOI: 10.1007/978-3-662-49538-4_8
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Light Scattering and Thermal Emission by Primitive Dust Particles in Planetary Systems

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Cited by 9 publications
(10 citation statements)
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“…We model the dust thermal emission of 2I/Borisov in terms of cometary dust paricles-porous aggregates of amorphous silicates and amorphous carbon grains 18 -which are commonly used for modeling the dust-scattered sunlight and dust thermal emission of comets 51,52 . The dust is characterized by (i) size a -the radius of the sphere encompassing the entire aggregate (we assume that all grains are spherical in shape), (ii) porosity P -the fractional volume of vaccum, and (iii) mixing mass ratio m carb /m sil for the amorphous silicate and amorphous carbon constituent grains.…”
Section: Methodsmentioning
confidence: 99%
“…We model the dust thermal emission of 2I/Borisov in terms of cometary dust paricles-porous aggregates of amorphous silicates and amorphous carbon grains 18 -which are commonly used for modeling the dust-scattered sunlight and dust thermal emission of comets 51,52 . The dust is characterized by (i) size a -the radius of the sphere encompassing the entire aggregate (we assume that all grains are spherical in shape), (ii) porosity P -the fractional volume of vaccum, and (iii) mixing mass ratio m carb /m sil for the amorphous silicate and amorphous carbon constituent grains.…”
Section: Methodsmentioning
confidence: 99%
“…Modelling the scattering properties of aggregates can be achieved by utilising numerical methods such as the T-matrix method (TMM, for cluster spheres) or the discrete dipole approximation (DDA, for arbitrary shape particles). These methods need time-consuming computations, and because of this limitation, they have been applied so far only to small aggregates of a few micrometre size at most (Kolokolova et al 2004;Kimura et al 2016). The analysis of the VIRTIS spectra would require considering large aggregates.…”
Section: Modellingmentioning
confidence: 99%
“…Wilck & Mann (1996) calculated the β values of dust particles by using a core-mantle spherical particle model composed of silicate and amorphous carbon with different porosities and suggested that cometary dust particles have β max =1-1.8. Transparent materials such as silicates and water ice tend to have small β maximum values (i.e., β max <1), whereas that of absorbing particles such as carbon is β max >1 (see e.g., Kimura et al 2016). The β max value determined in our measurement, 1.6 ± 0.2, is consistent with that in the porous absorbing particles model (Wilck & Mann 1996) and silicate-core, organic-coated grains model for dust aggregates (Kimura et al 2003).…”
Section: Maximum Radiation Pressure Force and Constraint On Dust Physmentioning
confidence: 99%