Table 3: List of the five lowest values of the discriminant $\Sigma$ (in km s^-1) for the mode identification of f₁ by the MM. i is the inclination angle, expressed in degrees. The amplitude(s) of the radial part of the pulsation velocity $A_{\rm p}$ ( $A'_{\rm p}$ ), the projected rotational velocity $v\sin~i$ and the intrinsic LP width $\sigma$ are all expressed in km s^-1.
$(\ell ,m)$ $\Sigma$ A_p i $v\sin~i$ $\sigma$

$\bf {(2,-1)}$ 9.72 24.04 70 96 4.5

$\bf {(1,-1)}$ 10.73 14.36 51 96 4

(1,0) 12.29 8.10 13 95 5.5

(0,0) 13.37 11.33 14 95 5.5

(2,0) 13.97 10.24 13 94 10

**Table 3:** List of the five lowest values of the discriminant $\Sigma$ (in km s^-1) for the mode identification of f₁ by the MM. i is the inclination angle, expressed in degrees. The amplitude(s) of the radial part of the pulsation velocity $A_{\rm p}$ ( $A'_{\rm p}$ ), the projected rotational velocity $v\sin~i$ and the intrinsic LP width $\sigma$ are all expressed in km s^-1.
$(\ell ,m)$	$\Sigma$	A_p	i	$v\sin~i$	$\sigma$
$\bf {(2,-1)}$	9.72	24.04	70	96	4.5
$\bf {(1,-1)}$	10.73	14.36	51	96	4
(1,0)	12.29	8.10	13	95	5.5
(0,0)	13.37	11.33	14	95	5.5
(2,0)	13.97	10.24	13	94	10

Source LaTeX | All tables | In the text

	1 Introduction
	2 Physical parameters of the system
	3 Disentangled versus non-disentangled spectra
	4 Frequency analysis
	5 Interpretation of the line-profile variability
	6 Summary and discussion
	References