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Table 4

Results of NLTE fitting, with the code GENFITT, of the Balmer lines on disentangled spectra of SZ Cam.

Line Teff1 log g1 vsini1 ri1 Teff2 log g2 vsini2 ri2 Teff3 log g3 vsini3 ri3
(K) [cgs] (km s-1) (K) [cgs] (km s-1) (K) [cgs] (km s-1)

NLTE not constrained by orbital solution
Hα 30 310 3.612 144.1 0.444 28 260 3.867 117.9 0.301 26 635 4.223 89.9 0.255 0.745
 ± 190  ± 0.013 2.8  ± 0.012  ± 200  ± 0.019 3.1  ± 0.014  ± 216  ± 0.031 3.7  ± 0.014
Hβ 30 360 3.598 143.2 0.442 28 420 3.793 117.1 0.304 26 946 4.208 89.7 0.254 0.868
 ± 190  ± 0.016 3.6  ± 0.017  ± 220  ± 0.028 3.3  ± 0.015  ± 229  ± 0.036 4.5  ± 0.017
Hγ 30 400 3.586 142.9 0.396 28 190 3.856 116.5 0.292 26 854 4.212 88.7 0.312 1.204
 ± 250  ± 0.036 4.2  ± 0.058  ± 300  ± 0.032 4.2  ± 0.053  ± 268  ± 0.054 5.4  ± 0.024
NLTE constrained with log g1 and log g2 from orbital solution
Hα 30 225 3.714 143.5 0.431 28 295 3.820 117.6 0.308 26 589 4.239 89.8 0.261 0.814
 ± 205 fixed  ± 2.9  ± 0.015  ± 210 fixed  ± 3.0  ± 0.016  ± 220  ± 0.035  ± 3.8  ± 0.015
Hβ 30 195 3.714 142.9 0.433 28 355 3.820 116.9 0.309 26 895 4.224 89.4 0.258 0.984
 ± 220 fixed  ± 3.4  ± 0.018  ± 225 fixed  ± 3.4  ± 0.017  ± 235  ± 0.041  ± 4.6  ± 0.019
Hγ 30 209 3.714 142.1 0.422 28 265 3.820 115.2 0.305 26 930 4.194 88.6 0.273 1.324
 ± 270 fixed  ± 3.9  ± 0.042  ± 315 fixed  ± 4.1  ± 0.047  ± 276  ± 0.059  ± 5.2  ± 0.032

Notes. The last column gives the reduced χ2. ri1, ri2 and ri3 are the relative intensities of the three components to the given line (ri1+ri2+ ri3 = 1.0).

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