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Table 1

Identification, frequencies, Fourier amplitudes, and phases (T0 = HJD 2 454 236.7502) of the terms detected in the data of CoRoT 101155310  (22 270 datapoints).

ID Frequency Amplitude Phase ID Frequency Amplitude Phase f1/fi
 [d-1 [mag] [0, 2π]  [d-1 [mag] [0, 2π]

Main frequency and harmonics Additional terms identified as independent modes
f1   7.949172(1) 0.137632(26) 5.3775(2) f2 10.847014(015) 0.006224(26) 6.0785(0041) 0.733
2f1 15.898343 0.041859 2.3933 f3 10.479540(016) 0.005689(26) 5.8511(0045) 0.759
3f1 23.847515 0.014404 5.6197 f4 10.690302(030) 0.003076(26) 5.8388(0083) 0.744
4f1 31.796687 0.004433 2.4116 f5 9.532648(075) 0.001230(26) 3.1547(0208) 0.834
5f1 39.745859 0.002146 5.4146 f6 13.175878(147) 0.000629(26) 1.1226(0407) 0.603
6f1 47.695030 0.001150 2.2493 f7 9.796144(340) 0.000273(26) 5.7221(0937) 0.811
7f1 55.644203 0.000552 5.3327 f9 10.203291(385) 0.000241(26) 4.1313(1062) 0.779
8f1 63.593373 0.000317 2.3551 f8 8.232572(450) 0.000206(26) 0.2385(1242) 0.966
9f1 71.542544 0.000130 5.3127 f10 12.635143(455) 0.000204(26) 0.0702(1254) 0.629
10f1 79.491717 0.000100 2.6673 f11 13.224629(504) 0.000184(26) 3.3973(1391) 0.601
f12 9.325259(549) 0.000169(26) 5.2843(1514) 0.852
f13 8.354265(672) 0.000138(26) 1.0701(1854) 0.952
Modulation terms with fm= 0.1933 d-1 Linear combinations between f1  and f2
f1 − fm 7.755895 0.000194 0.1805 f1 + f2 18.796186 0.002261 2.2225
f1 + fm 8.142448 0.000145 1.9766 f2 − f1 2.897843 0.001524 3.6718
2f1 − fm 15.705067 0.000131 2.5886 2f1 + f2 26.745358 0.001323 5.5501
2f1 + fm 16.091183 0.000106 4.5329 2f1 − f2 5.051329 0.000814 5.5587
3f1 + f2 34.694529 0.000687 2.4496
Linear combinations between f1  and f3 3f1 − f2 13.000501 0.000219 2.8031
4f1 + f2 42.643701 0.000344 5.5241
f1 + f3 18.428712 0.002247 2.1349 5f1 + f2 50.592873 0.000213 2.6688
f3 − f1 2.530368 0.001398 3.4160 5f1 − f2 28.898844 0.000131 4.2861
2f1 + f3 26.377884 0.001104 5.3307 6f1 + f2 58.542046 0.000144 5.5907
2f1 − f3 5.418803 0.000781 5.8036
3f1 + f3 34.327056 0.000615 2.2546 Linear combinations between f1  and f5
3f1 − f3 13.367975 0.000169 2.7857
4f1 + f3 42.276226 0.000303 5.3800 f1 + f5 17.481819 0.000322 5.6402
5f1 + f3 50.225399 0.000199 2.2301 f5 − f1 1.583476 0.000145 0.5953
2f1 + f5 25.430991 0.000139 2.4076
Linear combinations between f1  and f4 Linear combinations between f1  and f6
2f4 21.380604 0.000164 2.8776 f1 + f6 21.125050 0.000217 3.6347
f1 + f4 18.639474 0.001137 2.0182 f6 − f1 5.226706 0.000141 4.2040
f4 − f1 2.741130 0.000813 3.4594 2f1 + f6 29.074221 0.000153 0.1586
2f1 + f4 26.588646 0.000620 5.3297 2f1 − f6 2.722466 0.000135 5.2315
2f1 − f4 5.208042 0.000479 5.6289
3f1 + f4 34.537817 0.000309 2.1560 Linear combinations between f2  and f3
3f1 − f4 13.157213 0.000127 2.6059
4f1 + f4 42.486989 0.000121 5.4129 f2 + f3 21.326554 0.000194 3.3195
5f1 + f4 50.436162 0.000105 2.3231

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