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starry: Analytic Occultation Light Curves

  • Authors: Rodrigo Luger, Eric Agol, Daniel Foreman-Mackey, David P. Fleming, Jacob Lustig-Yaeger, and Russell Deitrick

2019 The Astronomical Journal 157 64.

  • Provider: AAS Journals

Caption: Figure 10.

Transit (top left) and secondary eclipse (top right) of a mildly eccentric, slightly inclined, quickly rotating hot Jupiter with a dipole map, computed with starry. Derivatives as a function of time for several of these parameters are plotted in orange below each light curve. Solid lines correspond to the analytic derivatives, and dots correspond to derivatives evaluated numerically using finite differences. From top to bottom, the curves correspond to derivatives with respect to time, planet radius, planet luminosity, orbital period, eccentricity, inclination, longitude of pericenter, rotational period, five of the planet surface map coefficients, and the linear and quadratic stellar limb-darkening coefficients (Python).

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