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Table 3.

Results of the long-term activity cycle analysis obtained in this work.

Name log R HK Mathematical equation: $ \log R\prime_{\mathrm{HK}} $ Index Model Per1 [days] Per2 [days]
GJ 617A –4.85 S GLS 1831.67 ± 838.75
S LinGLS 1752.03 ± 767.40
Hα GLS 1918.93 ± 920.57
Hα LinGLS 1752.07 ± 767.43

GJ 411 –5.42 S GLS 688.02 ± 118.34 386.60 ± 37.36
S LinGLS 665.47 ± 110.70 2136.48 ± 1141.13
Hα GLS not fit
Hα LinGLS 1623.70 ± 659.10

Notes. Columns list: (1) stellar name; (2) mean log R HK Mathematical equation: $ \log R\prime_{\mathrm{HK}} $ value, computed from the mean SOPHIE S-index using the calibration of Boisse et al. (2010) for the V − K color and the coefficients of Astudillo-Defru et al. (2017); (3) activity index used in the analysis (S or Hα); (4) model applied to the data (GLS or LinGLS); and (5)–(6) detected periods in days. Uncertainties correspond to the half width at half maximum of the corresponding peak in the periodogram.

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