Jupiter as an Exoplanet: Insights from Cassini Phase Curves
Kevin Heng, Liming Li

TL;DR
This study analyzes Cassini phase curves of Jupiter using advanced atmospheric models to infer properties of cloud particles, demonstrating the potential to extract detailed atmospheric information from exoplanet phase curves.
Contribution
It introduces a Bayesian fitting method with double Henyey-Greenstein law to derive aerosol properties from phase curves, applicable to exoplanet observations.
Findings
Aerosols are large, irregular, polydisperse particles causing strong forward scattering.
Single-scattering albedos are near unity, indicating significant multiple scattering.
Narrow backscattering lobes suggest coherent backscattering effects.
Abstract
Due to its proximity to Earth, Jupiter of the Solar System serves as a unique case study for gas-giant exoplanets. In the current study, we perform fits of ab initio, reflective, semi-infinite, homogeneous model atmospheres to 61 phase curves from 0.40 to 1.00 m, obtained from the Cassini spacecraft, within a Bayesian framework. We reproduce the previous finding that atmospheric models using classic reflection laws (Lambertian, Rayleigh, single Henyey-Greenstein) provide poor fits to the data. Using the double Henyey-Greenstein reflection law, we extract posterior distributions of the single-scattering albedo and scattering asymmetry factors and tabulate their median values and uncertainties. We infer that the aerosols in the Jovian atmosphere are large, irregular, polydisperse particles that produce strong forward scattering together with a narrow backscattering lobe. The…
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