2010
DOI: 10.1088/2041-8205/722/2/l142
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Observed Polarization of Brown Dwarfs Suggests Low Surface Gravity

Abstract: Light scattering by atmospheric dust particles is responsible for the polarization observed in some L dwarfs. Whether this polarization arises from an inhomogeneous distribution of dust across the disk or an oblate shape induced by rotation remains unclear. Here we argue that the latter case is plausible and, for many L dwarfs, the more likely one. Furthermore evolutionary models of mature field L dwarfs predict surface gravities ranging from about 200 to 2500 m s −2 (corresponding to masses of ∼ 15 to 70 M Ju… Show more

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Cited by 49 publications
(73 citation statements)
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References 35 publications
(69 reference statements)
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“…Dust is also present in the photospheres of dwarfs cooler than T eff = 2700 K (e.g., Tsuji et al 1996) as a result of the natural chemistry of low-temperature and high-gravity atmospheres that includes the condensation of refractory elements into liquid and solid particles. Based on a scenario of large rotation velocities (that induce oblate shapes) and/or inhomogeneous distributions of dusty clouds, Sengupta & Marley (2010) and Marley & Sengupta (2011) theoretically show that the net linear polarization of dusty dwarfs by single scattering processes can be as high as a few per cent at optical and near-infrared wavelengths. Miles-Páez et al (2013, and references therein) provided observational proof of linear polarization detections in ultracool dwarfs.…”
Section: Discussionmentioning
confidence: 99%
“…Dust is also present in the photospheres of dwarfs cooler than T eff = 2700 K (e.g., Tsuji et al 1996) as a result of the natural chemistry of low-temperature and high-gravity atmospheres that includes the condensation of refractory elements into liquid and solid particles. Based on a scenario of large rotation velocities (that induce oblate shapes) and/or inhomogeneous distributions of dusty clouds, Sengupta & Marley (2010) and Marley & Sengupta (2011) theoretically show that the net linear polarization of dusty dwarfs by single scattering processes can be as high as a few per cent at optical and near-infrared wavelengths. Miles-Páez et al (2013, and references therein) provided observational proof of linear polarization detections in ultracool dwarfs.…”
Section: Discussionmentioning
confidence: 99%
“…This may be explained by a true moderate rotation velocity (v sin i = 32.8 km s −1 ) or a low inclination angle of the spin axis (i.e., the object is seen near pole-on). To test the linear polarimetric predictions of low gravity (young), cool lowmass dwarfs made by Sengupta & Marley (2010) and , a larger number of observations is demanded.…”
Section: Linear Polarization Versus Spectral Typementioning
confidence: 99%
“…This result combined with convection and the presence of dust could give rise to intricated atmospheric dynamics, likely generating periodic and non-periodic photometric variability as seen in some late-M, L, and T dwarfs (Bailer-Jones & Mundt 2001;Martín et al 2001;Koen 2004;Buenzli et al 2012;Khandrika et al 2013). From a theoretical perspective, Sengupta & Krishan (2001), Sengupta (2003), Sengupta & Kwok (2005), Sengupta & Marley (2010), and de Kok et al (2011 predicted that ultracool dwarfs with atmospheric condensates and high v sin i's show measurable linear polarization degrees that are typically < ∼ 1% in the optical and near-infrared. Fast rotation induces photospheres into the form of an oblate ellipsoid, and this lack of symmetry leads to the incomplete cancellation of the polarization from different areas of the dwarfs surfaces.…”
Section: Introductionmentioning
confidence: 99%
“…Several numerical studies have been undertaken to investigate the effect of atmospheric asymmetries on the degree of polarization of self-luminous gas giants and brown dwarfs, showing typical values of linear polarization up to 1-2% in the optical and near-infrared. Sengupta & Marley (2010) argued that the Iband degree of polarization of field L dwarfs can be explained by rotationally-induced oblateness and a uniform cloud layer, suggesting low surface gravity (see also Sengupta & Kwok 2005). The same authors have extended their work to gas giant exoplanets and pointed out the potential of infrared polarization measurements of directly imaged planets for the study of their surface gravity and cloud inhomogeneities (Marley & Sengupta 2011).…”
Section: Introductionmentioning
confidence: 98%
“…Thermal radiation from a planetary atmosphere can also be polarized when it has been scattered. However, the disk-integrated polarization from the thermal photons will be negligible unless scattering occurs in an atmosphere that deviates from spherical symmetry (Sengupta & Marley 2010;Marley & Sengupta 2011;de Kok et al 2011). Therefore, a polarization measurement may provide information on the oblateness of an atmosphere or the presence of horizontal cloud variations (e.g., bands or patches).…”
Section: Introductionmentioning
confidence: 99%