2010
DOI: 10.1016/j.pss.2010.04.002
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Brightness of Saturn's rings with decreasing solar elevation

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Cited by 26 publications
(24 citation statements)
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“…We thus account for the contribution of the rings to the continuum emission. The A-B-C ring system brightness temperatures are computed in the wavelength range of our observations by interpolating the observational results obtained in the infrared with Cassini/CIRS (Flandes et al 2010) and at 2 cm with the Very Large Array (van der Tak et al 1999), accounting for the brightness temperature roll-off seen around 200 µm by Spilker et al (2003Spilker et al ( , 2005. We use the solar elevation as seen from the rings given in Table 1, and the optical depths of the different rings from Altobelli et al (2014) and Guerlet et al (2014).…”
Section: Radiative-transfer Modelmentioning
confidence: 99%
“…We thus account for the contribution of the rings to the continuum emission. The A-B-C ring system brightness temperatures are computed in the wavelength range of our observations by interpolating the observational results obtained in the infrared with Cassini/CIRS (Flandes et al 2010) and at 2 cm with the Very Large Array (van der Tak et al 1999), accounting for the brightness temperature roll-off seen around 200 µm by Spilker et al (2003Spilker et al ( , 2005. We use the solar elevation as seen from the rings given in Table 1, and the optical depths of the different rings from Altobelli et al (2014) and Guerlet et al (2014).…”
Section: Radiative-transfer Modelmentioning
confidence: 99%
“…2. The temperatures of the rings were assumed to be 65 K for the A ring, 68 K for the B ring and 80 K for the C ring (e.g., Flandes et al 2010), with optical depths (τ) of 0.6, 2.0 and 0.1 for the A, B and C rings respectively (e.g., Colwell et al 2010). We used a simple formulation to estimate the ring emission spectrum (I em = B(T )(1 − exp(−τ/μ))), where B(T ) is the blackbody emission of each ring, and the parameter exp(−τ/μ) accounts for the viewing geometry (μ = sin(φ)) and optical depth (τ).…”
Section: Estimating Saturn's Ring Contributionmentioning
confidence: 99%
“…Because all Saturn's major moons are in relatively low inclination orbits with respect to Saturn's rotational equator, they can experience~29 year seasonal variations in concert with Saturn. Seasonal effects have been observed at Titan [Brown et al, 2010], at the rings [Horányi et al, 2009;Flandes et al, 2010], likely at Rhea and Dione [Teolis andWaite, 2011, 2012], and have been modeled the E ring [Juhász and Horányi, 2004]. If a critical atmospheric layer or a differentiated area near a moon's polar region is heated by insolation near one solstice or the other, some portion of its 28 M atmospheric population may experience changes (dissociation or photolysis, for example), attain escape velocity, and leave the moon.…”
Section: Discussion and Summarymentioning
confidence: 99%