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Table 2.

Simulated BD photometric transit statistics as a function of period bin.

5-yr nominal (Pdistr = Ma & Ge)
10-yr extended (Pdistr = Ma & Ge)
Period bin ≥1 transit (S/N > 3)
≥3 transits (S/N > 3)
≥1 transit (S/N > 3)
≥3 transits (S/N > 3)
[day]
1–1826 7800 250 2.5 12 000 690 4.5 7800 190 4.0 9300 350 5.9
1–2 300 15 4.1 330 22 5.3 300 15 7.9 310 16 8.4
2–4 640 25 3.1 840 49 4.6 640 22 5.5 680 28 6.5
4–8 1500 43 2.2 2700 140 3.9 1500 36 3.8 1800 57 5
8–16 4100 97 1.9 9700 460 3.8 4000 68 2.7 5600 150 4.2
16–32 9500 200 1.6 37 000 1600 3.5 9400 120 2.1 19 000 460 3.8
32–64 21 000 440 1.6 82 000 3900 3.8 22 000 250 1.8 58 000 1300 3.6
64–128 56 000 1100 1.6 200 000 9000 3.6 56 000 630 1.8 160 000 3800 3.8
128–256 140 000 2700 1.6 500 000 21 000 3.3 150 000 1500 1.5 1 100 000 28 000 3.8

256–512 590 000 12 000 1.6 3 600 000 180 000 4.0 340 000 3700 1.7 1 200 000 27 000 3.6
512–1024 540 000 11 000 1.5 4 200 000 210 000 4.0 1 000 000 10 000 1.5 4 000 000 100 000 4.0
1024–1826 1 400 000 32 000 1.8 5 000 000 190 000 3.0 1 900 000 18 000 1.5 10 000 000 190 000 3.0

Notes. Photometric transit statistics as a function of period for the ‘all-magnitudes’ simulation using Pdistr = Ma & Ge (irrespective of astrometric and radial velocity detectability and sky orientation). Only sources with ≥3 transits and S/N > 3 are considered in the final analyses of this paper (Table 1). Here, is the fraction of selected transiting observations with respect to the total number of observations, and is the fraction of sources with selected transiting observations, both for randomly oriented systems. For sources that have selected transiting observations, is the mean number of transits per source. E.g. see the top row on the left: for a nominal mission with all simulated orbital periods (between 1 to 1826 days): 1 in 7800 observations is a transit, and 1 in 250 sources has transiting observations with on average 2.5 transits per source. The following rows provide numbers in specific period ranges showing that transits become increasingly less likely for longer orbital periods. The numbers in the bottom three period bins are particularly poorly defined because of their low occurrence rates in the simulated data.

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