2015
DOI: 10.1016/j.icarus.2015.03.010
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Microphysical modeling of Titan’s detached haze layer in a 3D GCM

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Cited by 31 publications
(54 citation statements)
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References 26 publications
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“…D f  = 3 represents a spherical (nonfractal or classical Mie) particle, while D f  = 1 represents a string of linearly chained monomers. Titan's fractal aggregates are thought to have a fractal dimension of about 2 on average for the aerosol population (Rannou et al , 1997; Larson et al , 2015). Note that the “effective geometric radius” we refer to above is used only to conceptualize the size of a fractal particle and does not indicate that we use Mie scattering for our fractal particles; with the exception of sub-monomer-sized particles ( R  < 0.05 μm) which remain spherical and thus Mie, we use the mean field approximation for fractal scattering physics for all particles (Botet et al , 1997).…”
Section: Models and Methodsmentioning
confidence: 99%
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“…D f  = 3 represents a spherical (nonfractal or classical Mie) particle, while D f  = 1 represents a string of linearly chained monomers. Titan's fractal aggregates are thought to have a fractal dimension of about 2 on average for the aerosol population (Rannou et al , 1997; Larson et al , 2015). Note that the “effective geometric radius” we refer to above is used only to conceptualize the size of a fractal particle and does not indicate that we use Mie scattering for our fractal particles; with the exception of sub-monomer-sized particles ( R  < 0.05 μm) which remain spherical and thus Mie, we use the mean field approximation for fractal scattering physics for all particles (Botet et al , 1997).…”
Section: Models and Methodsmentioning
confidence: 99%
“…Additional information about fractal particles and their geometry can be found in the works of, for example, Köylü et al (1995) and Brasil et al (1999). The mean field approximation we use for fractal scattering has been validated against scattering by silica fractal aggregates (Botet et al , 1997) and Titan's hazes (Rannou et al , 1997; Larson et al , 2015). …”
Section: Models and Methodsmentioning
confidence: 99%
“…The larger particles are too large to have formed at higher altitudes and therefore must have been transported from a reservoir of larger particles deeper in the atmosphere [ Cours et al , ]. Larson et al [] find that the location of the detached haze layer represents the location where the upward velocity from dynamics equals the fall velocity due to gravity and thus represents the maximum combination of particles from above and below. They find that it varies seasonally because of seasonal changes in the vertical wind speeds and that it is relatively uniform with latitude because meridional motions are much faster than vertical motions.…”
Section: Seasonal Changementioning
confidence: 99%
“…It appears that the overturning Hadley cell determines the altitude and affects the strength of the haze layer. A more thorough description of the movement of the detached haze layer is explored in Larson et al (2014).…”
Section: Aerosol Latitudinal Distribution and Seasonal Cyclementioning
confidence: 99%