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A&A 450, 1231-1237 (2006)
DOI: 10.1051/0004-6361:20054445
Equations for the analysis of the light curves of extra-solar planetary transits
A. GiménezResearch and Scientific Support Department, European Space Agency, ESTEC, Keplerlaan 1, 2200 AG Noordwijk ZH, The Netherlands
e-mail: agimenez@rssd.esa.int
(Received 31 October 2005 / Accepted 29 December 2005 )
Abstract
Easy to use analytical formulae are presented for the
computation the of light curves of extra-solar planetary transits.
The equations are a function of the fractional radii of the planet
and the parent star, the inclination of the orbit, and the
limb-darkening coefficients of the star. Light curves can be
solved for these parameters depending on the precision of the
available observations. When the radial velocity curve is also
available, as is normally the case to ensure the nature of the
system, the masses, radii, and average density of both the star
and the planet can be determined. The equations are valid for any
degree of limb darkening, as well as for any type of transit. The
cases of eccentric orbits, third light, or a non-zero relative
luminosity of the planet can be easily taken into account. The
basic assumption is that the projections of both the star and the
planet on the plane of the sky are well represented by circular
discs. The effects in case this assumption is not valid are also
discussed. Practical applications are shown, beginning with the
light curve of the photometrically discovered planet OGLE-TR-113,
obtained with a ground-based telescope. As a second example,
results are shown from the study of the light curve obtained for
the transit of the giant planet in HD 209458 with the
Hubble Space Telescope. Procedures to get the best fit
parameters are briefly discussed.
Key words: techniques: photometric -- stars: binaries: eclipsing -- stars: planetary systems
SIMBAD Objects
© ESO 2006
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