Table 3
Aliases of the significant peaks found in the RVs given the sampling period tabulated.
| Sampling periods (d) | Alias order | Present periods (d) | |||
|---|---|---|---|---|---|
| 15.6 | 90.3 | 165 | 388 | ||
| (f = 0.06410 d−1) | (f = 0.01107 d−1) | (f = 0.00602 d−1) | (f = 0.00258 d−1) | ||
| m = 1 | 14.8† | 67.7† | 102.8 | 159.2* | |
| 270 | m = −1 | 16.6 | 135.7 | 431.0* | 887.8 |
| (fs = 0.00370 d−1) | m = 2 | 14.0† | 54.1† | 74.5 | 100.2 |
| m = −2 | 17.6 | 272.7 | 722.9 | 207.0 | |
| m=1 | 15.0 | 72.4† | 114.1† | 188.1 | |
| 365 | m = −1 | 16.3 | 120.0 | 304.5† | 6157.4 |
| (fs = 0.00274 d−1) | m = 2 | 14.4†* | 60.4* | 86.9 | 124.1 |
| m = −2 | 17.1 | 178.7 | 1836.1 | 344.6 | |
| m = 1 | 15.3† | 82.1† | 140.1 | 271.0 | |
| 899 | m = −1 | 15.9† | 100.4 | 203.6 | 682.6 |
| (fs = 0.00111 d−1) | m = 2 | 15.1 | 75.2†* | 121.2 | 208.3 |
| m = −2 | 16.2 | 113.0 | 263.2 | 2835.9 | |
Notes. The periods of the aliases are computed using Palias = 1/falias, where falias = f + m · fs following f as the frequency of the true signal, m as the alias order, and fs as the sampling frequency. Aliases that are significant (FAP > 10%) are bolded, whereas those that are present but not significant are indicated with a dagger†. Ones marked with an asterisk signify peaks that are close to, but not exactly, the center of the expected alias.
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