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Table 1
Transit timing of Kepler-1b - Kepler-9c, measured by both methods.
| Number | T0-Barycenter method(MJD-2 454 900) | T0(MJD-2 454 900) | ||||
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| 1.1 | 65.645006 ± 0.000054 | 65.645036 ± 0.000073 | ||||
| 1.2 | 68.115621 ± 0.000051 | 68.115649 ± 0.000051 | ||||
| 1.3 | 70.586201 ± 0.000051 | 70.586262 ± 0.000079 | ||||
| 1.4 | 73.056852 ± 0.000055 | 73.056875 ± 0.000186 | ||||
| 1.5 | 75.527497 ± 0.000051 | 75.527488 ± 0.000098 | ||||
| 1.6 | 77.998120 ± 0.000054 | 77.998101 ± 0.000103 | ||||
| 1.7 | 80.468596 ± 0.000052 | 80.468714 ± 0.000071 | ||||
| 1.8 | 82.939301 ± 0.000051 | 82.939327 ± 0.000080 | ||||
| 1.9 | 85.409937 ± 0.000050 | 85.409940 ± 0.000074 | ||||
| 1.10 | 87.880533 ± 0.000051 | 87.880553 ± 0.000054 | ||||
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| 2.1 | 65.381504 ± 0.000085 | 65.381496 ± 0.000185 | ||||
| 2.2 | 67.586213 ± 0.000087 | 67.586232 ± 0.000238 | ||||
| 2.3 | 69.791026 ± 0.000090 | 69.790967 ± 0.000178 | ||||
| 2.4 | 71.995973 ± 0.000088 | 71.995703 ± 0.000178 | ||||
| 2.5 | 74.200488 ± 0.000113 | 74.200438 ± 0.000181 | ||||
| 2.7 | 78.610067 ± 0.000089 | 78.609909 ± 0.000210 | ||||
| 2.8 | 80.814614 ± 0.000086 | 80.814644 ± 0.000172 | ||||
| 2.9 | 83.019473 ± 0.000086 | 83.019380 ± 0.000210 | ||||
| 2.11 | 87.428970 ± 0.000086 | 87.428851 ± 0.000199 | ||||
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| 3.1 | 67.591623 ± 0.000181 | 67.587958 ± 0.000558 | ||||
| 3.2 | 72.476370 ± 0.000096 | 72.475763 ± 0.000343 | ||||
| 3.3 | 77.363887 ± 0.000111 | 77.363568 ± 0.000564 | ||||
| 3.4 | 82.250995 ± 0.000114 | 82.251373 ± 0.000555 | ||||
| 3.5 | 87.139357 ± 0.000103 | 87.139178 ± 0.000515 | ||||
| 3.6 | 92.026855 ± 0.000108 | 92.026983 ± 0.000491 | ||||
| 3.7 | 96.914806 ± 0.000094 | 96.914788 ± 0.000482 | ||||
| 3.9 | 106.690806 ± 0.000096 | 106.690398 ± 0.000368 | ||||
| 3.10 | 111.577701 ± 0.000096 | 111.578203 ± 0.000488 | ||||
| 3.11 | 121.353559 ± 0.000097 | 121.353813 ± 0.000448 | ||||
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| 4.1 | 104.816415 ± 0.002636 | 104.815900 ± 0.002940 | ||||
| 4.2 | 108.029416 ± 0.002417 | 108.029584 ± 0.002460 | ||||
| 4.3 | 111.244774 ± 0.002342 | 111.243268 ± 0.003001 | ||||
| 4.5 | 117.672537 ± 0.002587 | 117.670635 ± 0.002792 | ||||
| 4.6 | 120.884243 ± 0.002438 | 120.884319 ± 0.002080 | ||||
| 4.7 | 124.098430 ± 0.002747 | 124.098003 ± 0.002296 | ||||
| 4.8 | 127.309430 ± 0.002302 | 127.311687 ± 0.002627 | ||||
| 4.9 | 130.527792 ± 0.002522 | 130.525370 ± 0.003034 | ||||
| 4.11 | 136.953717 ± 0.001792 | 136.952738 ± 0.002374 | ||||
| 4.12 | 140.167899 ± 0.001699 | 140.166422 ± 0.002767 | ||||
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| 5.1 | 66.545846 ± 0.000776 | 66.546068 ± 0.000494 | ||||
| 5.2 | 70.094334 ± 0.000582 | 70.094536 ± 0.000520 | ||||
| 5.3 | 73.643932 ± 0.000517 | 73.643005 ± 0.000564 | ||||
| 5.4 | 77.191271 ± 0.000503 | 77.191473 ± 0.000434 | ||||
| 5.5 | 80.739494 ± 0.000514 | 80.739942 ± 0.000579 | ||||
| 5.6 | 84.288634 ± 0.000449 | 84.288410 ± 0.000543 | ||||
| 5.7 | 87.836005 ± 0.000510 | 87.836878 ± 0.000526 | ||||
| 5.8 | 91.385478 ± 0.000587 | 91.385347 ± 0.000495 | ||||
| 5.9 | 94.933849 ± 0.000492 | 94.933815 ± 0.000447 | ||||
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| 6.1 | 67.430812 ± 0.000408 | 67.424550 ± 0.000441 | ||||
| 6.2 | 70.659594 ± 0.000359 | 70.659250 ± 0.000499 | ||||
| 6.3 | 73.894048 ± 0.000406 | 73.893951 ± 0.000421 | ||||
| 6.4 | 77.128802 ± 0.000352 | 77.128650 ± 0.000468 | ||||
| 6.5 | 80.363963 ± 0.000403 | 80.363351 ± 0.000453 | ||||
| 6.6 | 83.597843 ± 0.000355 | 83.598052 ± 0.000443 | ||||
| 6.7 | 86.832717 ± 0.000359 | 86.832752 ± 0.000568 | ||||
| 6.8 | 90.067911 ± 0.000355 | 90.067452 ± 0.000489 | ||||
| 6.9 | 93.302393 ± 0.000410 | 93.302153 ± 0.000495 | ||||
| 6.10 | 96.536655 ± 0.000356 | 96.536853 ± 0.000456 | ||||
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| 7.1 | 67.276389 ± 0.000429 | 67.276027 ± 0.000374 | ||||
| 7.2 | 72.161758 ± 0.000406 | 72.161517 ± 0.000459 | ||||
| 7.3 | 77.047387 ± 0.000407 | 77.047008 ± 0.000382 | ||||
| 7.4 | 81.932553 ± 0.000332 | 81.932498 ± 0.000316 | ||||
| 7.5 | 86.817611 ± 0.000410 | 86.817988 ± 0.000455 | ||||
| 7.6 | 91.703986 ± 0.000412 | 91.703478 ± 0.000538 | ||||
| 7.7 | 96.588905 ± 0.000367 | 96.588969 ± 0.002094 | ||||
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| 8.1 | 64.685860 ± 0.000691 | 64.686046 ± 0.000472 | ||||
| 8.2 | 68.208387 ± 0.000598 | 68.208545 ± 0.000345 | ||||
| 8.3 | 71.731198 ± 0.000581 | 71.731044 ± 0.000385 | ||||
| 8.4 | 75.253391 ± 0.000578 | 75.253544 ± 0.000447 | ||||
| 8.5 | 78.776414 ± 0.000555 | 78.776043 ± 0.000628 | ||||
| 8.7 | 85.821393 ± 0.000695 | 85.821041 ± 0.000602 | ||||
| 8.8 | 89.343196 ± 0.000618 | 89.343540 ± 0.000630 | ||||
| 8.9 | 92.866237 ± 0.000492 | 92.866039 ± 0.000644 | ||||
| 8.10 | 96.388414 ± 0.000731 | 96.388538 ± 0.000712 | ||||
|
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| 9b.1 | 77.2484 ± 0.00086 | 77.24875 ± 0.00087 | ||||
| 9b.2 | 96.48276 ± 0.00099 | 96.4824 ± 0.00092 | ||||
| 9b.3 | 134.95455 ± 0.00122 | 134.95437 ± 0.00077 | ||||
| 9b.4 | 154.18997 ± 0.00094 | 154.19058 ± 0.00077 | ||||
| 9b.5 | 173.44199 ± 0.00116 | 173.43412 ± 0.00107 | ||||
| 9b.6 | 211.92629 ± 0.00082 | 211.92589 ± 0.00074 | ||||
| 9b.7 | 231.17112 ± 0.00082 | 231.17167 ± 0.00071 | ||||
| 9b.8 | 250.42960 ± 0.00074 | 250.42951 ± 0.00071 | ||||
| 9b.9 | 269.68043 ± 0.00071 | 269.68103 ± 0.00068 | ||||
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| 9c.1 | 69.30489 ± 0.00091 | 69.30577 ± 0.00127 | ||||
| 9c.2 | 108.33019 ± 0.00133 | 108.33086 ± 0.00111 | ||||
| 9c.3 | 147.33572 ± 0.00107 | 147.3356 ± 0.00105 | ||||
| 9c.4 | 186.31434 ± 0.00120 | 186.31251 ± 0.00107 | ||||
| 9c.5 | 225.26218 ± 0.00103 | 225.26284 ± 0.00096 | ||||
| 9c.6 | 264.18192 ± 0.00099 | 264.18168 ± 0.00100 | ||||
Notes. The first column is the number of transit, the second column lists mid-transits found by the barycenter method (MJD-2 454 900), and the third column lists mid-transits reported in Holman et al. (2010); Ford et al. (2011).
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