Open Access

This article has an erratum: [https://doi.org/10.1051/0004-6361/201834344e]


Table 3

Exoplanets from http://exoplanet.eu on 2018-03-07 classified non-resonant with the method detailed in this study.

Name jN a αmax max[Si]
(au) (″ yr−1) (×104)
HD 113538 b 1/2 1.24 233.0382 1.0 1815
HD 134987 c 2/2 5.80 4.0960 1.2 763
HD 163607 c 2/2 2.42 31.3391 1.2 626
HD 89744 c 1/2 0.44 5497.1869 1.2 6954
WASP-53 c 2/2 3.73 2.0657 1.3 221
HD 65216 b 2/2 1.30 242.7438 1.4 596
HD 85390 c 2/2 4.23 6.5843 1.4 726
HD 183263 b 1/2 1.51 104.8361 1.5 2031
HD 204313 b 2/3 3.17 9.2689 1.5 588
HD 27894 d 3/3 5.45 1.2133 1.6 268
HD 204313 d 3/3 3.93 8.4220 1.7 1343
HD 37605 c 2/2 3.81 5.8515 1.8 850
HD 45364 b 1/2 0.68 1672.3835 2.0 1165
HD 7449 b 1/2 2.30 53.9106 2.1 6921
GJ 676A b 3/4 1.81 25.8112 2.2 1731
TYC+1422-614-1 b 1/2 0.69 1363.7143 2.7 630
HD 155358 c 2/2 1.02 647.5095 2.8 754
HD 34445 g 6/6 6.36 3.2020 2.8 162
HD 47366 b 1/2 1.21 483.1022 2.8 1270
HD 73526 b 1/2 0.65 1619.2167 2.8 1647
HD 37124 d 3/3 2.81 30.8760 2.9 585
55 Cnc d 5/5 5.45 1.6778 3.0 34
24 Sex b 1/2 1.33 287.8167 3.0 702
HD 133131A c 2/2 4.36 9.3548 3.4 2688
HD 45364 c 2/2 0.90 965.6966 3.5 289
HD 102272 c 2/2 1.57 185.6220 3.9 3092
HD 108874 c 2/2 2.68 34.1534 3.9 885
HD 147873 c 2/2 1.36 222.9728 3.9 1300
HIP 67851 c 2/2 3.82 6.7632 4.0 234
HD 125612 d 3/3 4.20 3.0777 4.1 844
HD 147018 c 2/2 1.92 28.5927 4.2 357
HD 12661 c 2/2 2.56 32.4707 4.4 1213
HD 74156 c 2/2 3.82 4.3343 4.7 581
HD 11506 b 2/2 2.43 26.5808 5.0 462
HD 141399 e 4/4 5.00 7.2669 5.0 1144
HD 4732 c 2/2 4.60 7.1381 5.4 730
HD 38529 c 2/2 3.70 3.0111 5.7 86
WASP-81 c 2/2 2.43 4.6451 5.9 22
HD 154857 c 2/2 5.36 4.2372 6.6 898
nu Oph b 1/2 1.90 45.1541 6.7 1183
24 Sex c 2/2 2.08 124.2755 6.9 1300
Kepler-419 c 2/2 1.68 52.9030 7.0 1024
eta Cet b 1/2 1.27 317.3862 7.1 716
HD 159868 b 2/2 2.25 41.0373 7.4 159
HD 82943 c 1/3 0.75 391.5783 7.9 1902
mu Ara e 4/4 5.24 3.5196 8.2 405
HD 169830 c 2/2 3.60 8.7471 8.4 984
HD 92788 c 1/2 0.60 3698.5423 8.5 10293
HD 113538 c 2/2 2.44 27.9248 8.6 501
HD 33844 b 1/2 1.60 190.8341 8.8 725
Uranus 7/8 19.2 0.0682 9.9 1009
HD 47366 c 2/2 1.85 131.0535 10.5 967
HD 60532 b 1/2 0.77 565.4395 11.1 1291
HD 73526 c 2/2 1.03 406.9428 11.1 1309
HD 128311 b 1/2 1.10 265.4641 12.2 1563
HD 110014 b 2/2 2.31 28.8866 13.0 604
HD 75784 c 2/2 6.50 1.2344 16.4 515
HD 89744 b 2/2 0.88 375.7932 17.2 1771
HD 67087 c 2/2 3.86 6.1887 18.9 2256
HD 142 c 2/2 6.80 0.8689 20.2 317
HD 1605 c 2/2 3.52 9.5614 20.7 202
HD 33844 c 2/2 2.24 74.3551 22.5 687
47 UMa d 3/3 11.6 0.3274 23.4 569
GJ 317 c 2/2 30.0 0.0069 23.9 2182
ups And d 3/4 2.55 7.8848 23.7 768
HD 200964 b 1/2 1.60 162.1684 28.6 412
eta Cet c 2/2 1.93 77.3953 28.9 446
HD 7449 c 2/2 4.96 3.7979 29.7 2617
HD 87646A c 2/2 1.58 17.3656 31.5 619
HD 82943 b 2/3 1.19 96.0380 32.1 1498
ups And e 4/4 5.25 5.6512 33.1 6502
HD 200964 c 2/2 1.95 137.7501 33.7 771
HD 183263 c 2/2 4.25 4.5921 35.0 1163
HD 82943 d 3/3 2.15 86.0321 35.8 10947
Neptune 8/8 30.1 0.0156 43.4 810
HD 5319 b 1/2 1.75 130.8026 47.8 536
HD 202206 B 1/2 0.83 90.1987 49.0 1183
TYC+1422-614-1 c 2/2 1.39 72.4459 51.0 110
HD 168443 c 2/2 2.84 3.9323 53.8 401
HD 5319 c 2/2 2.07 107.4439 58.2 831
HD 30177 b 1/2 3.58 4.4350 63.2 941
HD 128311 c 2/2 1.76 43.9586 73.5 643
GJ 676 A c 4/4 6.60 0.5295 107.0 901
HIP 5158 c 2/2 7.70 0.2293 134.4 168
BD+202457 b 1/2 1.45 100.0644 148.1 682
NN Ser (AB) d 1/2 3.39 6.7742 155.6 902
HD 60532 c 2/2 1.58 39.3544 159.1 382
nu Oph c 2/2 6.10 1.2729 237.0 587
HD 30177 c 2/2 6.99 1.0682 262.5 1808
HD 92788 b 2/2 0.97 115.8082 272.2 266
BD+202457 c 2/2 2.01 51.6913 286.7 994
HIP 57050 c 2/2 0.91 24.6886 407.6 24
HD 202206 c 2/2 2.41 9.7781 452.1 3521
NN Ser (AB) c 2/2 5.38 0.8811 1196.6 237

Notes. The first column gives the name of the exoplanet; the second column gives the rank of the exoplanet (sorted by increasing semi-major axis) and the total number of planets in the system; the third column gives the semi-major axis value; the fourth column gives the maximum value of the precession constant estimated from Eq. (54); the fifth column gives the minimum ratio of the eigenfrequencies of the Lagrange-Laplace system and αmax in absolute value (γ parameter of Colombo’s top); the sixth column gives the maximum amplitude of the series decomposition obtained from the maximisation (Eq. (50)), allowing to obtain a maximum bound for the β parameter of Colombo’s top.

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