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Table 4

Multi-frequency fit results for HD 99563, forcing the frequency solution to match νrot given in Handler et al. (2006).

Id Frequency Amplitude θ SNR
[μHz] [mmag] [rad]

ν1 ≡ νp 1557.6529 0.23(1) 4.35(4) 14.9
ν2 ≡ νp − 1 1553.678(2) 1.62(1) 2.619(6) 105.1
ν3 ≡ νp + 1 1561.628(6) 0.41(1) 3.73(2) 26.1
ν4 ≡ νp − 2 1549.70(4) 0.06(1) 3.0(2) 3.9
ν5 ≡ νp + 2 1565.60(3) 0.07(1) 0.1(1) 4.7
ν6 ≡ νp − 3 1545.73(2) 0.15(1) 0.87(6) 10.1
ν7 ≡ νp + 3 1569.58(2) 0.10(1) 0.6(1) 6.1
ν8 ≡ νp − 4 1541.8(1) 0.02(1) 4.8(6) 1.1
ν9 ≡ νp + 4 1573.6(2) 0.01(1) 3.7(8) 0.8
ν10 1561.671(3) 0.94(1) 5.32(1) 59.5
ν11 1553.38(1) 0.17(1) 3.80(6) 11.2
ν12 1554.08(1) 0.14(1) 5.95(6) 9.4
ν13 = νcand 1555.85(4) 0.06(1) 0.7(2) 3.9
2νp 3115.36(2) 0.13(1) 2.76(8) 9.3
2νp − 1 3107.46(3) 0.09(1) 0.4(1) 6.9
2νp − νrot 3119.38(4) 0.06(1) 2.8(2) 4.8
2νp + 1 3123.29(4) 0.06(1) 4.8(2) 4.3
νrot 3.9749

Notes. Frequencies which are not part of the multiplet or harmonics have been labelled in order of decreasing SNR. The labels do not necessarily correspond to the frequencies in Table 3. Phase θ is given according to the definition cos(2πνt − θ) with respect to the epoch HJD 2 454 523.29297.

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