Mathematics – Probability
Scientific paper
Dec 1995
adsabs.harvard.edu/cgi-bin/nph-data_query?bibcode=1995aas...187.7019b&link_type=abstract
American Astronomical Society, 187th AAS Meeting, #70.19; Bulletin of the American Astronomical Society, Vol. 27, p.1382
Mathematics
Probability
Scientific paper
The probability per unit time of detecting planets by searching for transits is proportional to r(-3/2) , where r is the orbital semimajor axis. Thus transits of inner planets are highly favored over outer planets. However the probability of recognizing a transit in the presence of noise is a function of the energy of a single transit (defined as the square of the amplitude multiplied by the duration), the number of transits, and the characteristics of the noise. Because the transit duration increases as r(1/2) , the effective search space can encompass a wide range of orbital distances. An examination of the interplay of these factors in finding planets in the presence of realistic stellar noise and a sketch of mission capable of finding planets over a wide range of planetary orbital distances is presented. We find that missions to find hundreds of planets at least as big as Mars with orbital distances from near the Roche limit to many AU appear feasible with sufficiently powerful onboard processors.
Borucki William. J.
Cullers D. K.
Dunham Edward
Jenkins Jennifer
Koch Daniel
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