Open Access

Table C.1.

Input parameter set at ℓ = 328 (kpix = 14) obtained from the fitting the average power spectrum over one Carrington rotation to the model by the updated code.

nth peak

qi, n (i = 0, …6) q0, n [μHz] q1, n q2, n [μHz] q3, n [m/s] q4, n [m/s] q5, n [10−2] q6, n [10−2]
Parameter νn An Γn ux, n uy, n fc, n fs, n
Description Mode frequency Amplitude Width Horizontal velocity
Anisotropy terms
x-component y-component cos coeff. sin coeff.
n 0 1825.459 0.613 118.925 −1.243 −4.119 −5.261 1.882
1 2363.872 4.511 64.812 −6.037 −13.132 −3.101 3.441
2 2872.141 20.905 59.858 1.708 −5.376 −1.729 3.337
3 3341.476 31.187 76.269 −2.482 −6.713 9.289 −0.110
4 3770.138 13.130 96.789 −0.408 −4.347 6.617 7.176
5 4191.563 4.466 116.890 1.346 −3.593 4.760 7.599
6 4603.656 1.471 142.377 32.295 1.612 2.171 −10.467
7 4955.544 0.171 110.552 13.936 −27.390 37.613 26.478
8 5043.076 0.218 140.208 −2.420 9.940 −3.542 6.562

Background

qi, BG (i = 0, …3) q0, BG q1, BG q2, BG [10−2] q3, BG [10−2]
Parameter B0 b fc, bg fs, bg
Description Amplitude Power-law Anisotropy terms
index cos coeff. sin coeff.

1.651 0.915 19.670 1.576

Notes. See text for more details. These parameters are used to construct the limit spectrum for Monte-Carlo simulations in Sect. 3.

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