J/ApJS/210/21        Refractive indices of grain materials        (Cuzzi+, 2014)

Utilitarian opacity model for aggregate particles in protoplanetary nebulae and exoplanet atmospheres. Cuzzi J.N., Estrada P.R., Davis S.S. <Astrophys. J. Suppl. Ser., 210, 21 (2014)> =2014ApJS..210...21C 2014ApJS..210...21C
ADC_Keywords: Interstellar medium ; Models Keywords: opacity; planets and satellites: atmospheres; protoplanetary disks; radiative transfer Abstract: As small solid grains grow into larger ones in protoplanetary nebulae, or in the cloudy atmospheres of exoplanets, they generally form porous aggregates rather than solid spheres. A number of previous studies have used highly sophisticated schemes to calculate opacity models for irregular, porous particles with sizes much smaller than a wavelength. However, mere growth itself can affect the opacity of the medium in far more significant ways than the detailed compositional and/or structural differences between grain constituents once aggregate particle sizes exceed the relevant wavelengths. This physics is not new; our goal here is to provide a model that provides physical insight and is simple to use in the increasing number of protoplanetary nebula evolution and exoplanet atmosphere models appearing in recent years, yet quantitatively captures the main radiative properties of mixtures of particles of arbitrary size, porosity, and composition. The model is a simple combination of effective medium theory with small-particle closed-form expressions, combined with suitably chosen transitions to geometric optics behavior. Calculations of wavelength-dependent emission and Rosseland mean opacity are shown and compared with Mie theory. The model's fidelity is very good in all comparisons we have made except in cases involving pure metal particles or monochromatic opacities for solid particles with sizes comparable to the wavelength. Description: For ease of comparison with previously published results, we adopt refractive indices, material abundances, and stability regimes for the condensible constituents as published by Pollack et al. (1994ApJ...421..615P 1994ApJ...421..615P). File Summary: -------------------------------------------------------------------------------- FileName Lrecl Records Explanations -------------------------------------------------------------------------------- ReadMe 80 . This file fig3.dat 120 100 Real and imaginary indices as used in our code -------------------------------------------------------------------------------- See also: J/A+A/540/A2 : Refractive index of hydrocarbon solids (Jones, 2012) J/A+A/483/661 : Refractive index for silicon carbide (SiC) (Pitman+, 2008) Byte-by-byte Description of file: fig3.dat -------------------------------------------------------------------------------- Bytes Format Units Label Explanations -------------------------------------------------------------------------------- 1- 10 E10.4 cm lambda [5e-5/1] Wavelength 0.5µm≤λ<1cm) 12- 21 E10.4 --- rIce [1.3/1.8] Real index for water ice 23- 32 E10.4 --- iIce Imaginary index for water ice 34- 43 E10.4 --- rPyro [1.6/2.1] Real index for pyroxene 45- 54 E10.4 --- iPyro Imaginary index for pyroxene 56- 65 E10.4 --- rTro [2.5/64.7] Real index for troilite 67- 76 E10.4 --- iTro Imaginary index for troilite 78- 87 E10.4 --- rFe [3.1/2413] Real index for iron 89- 98 E10.4 --- iFe Imaginary index for iron 100-109 E10.4 --- rOrgan [1.6/2.3] Real index for organics 111-120 E10.4 --- iOrgan Imaginary index for organics -------------------------------------------------------------------------------- History: From electronic version of the journal
(End) Greg Schwarz [AAS], Emmanuelle Perret [CDS] 01-Apr-2014
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