2007
DOI: 10.1007/s10509-007-9577-6
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The Liège Oscillation code

Abstract: International audienceThe Liège Oscillation code can be used as a stand-alone program or as a library of subroutines that the user calls from a Fortran main program of his own to compute radial and nonradial adiabatic oscillations of stellar models. We describe the variables and the equations used by the program and the methods used to solve them. A brief account is given of the use and the output of the program

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Cited by 158 publications
(135 citation statements)
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“…For each main-sequence stellar model, we calculated the theoretical frequency spectrum of low-order p-and g-modes with a degree of the oscillation up to = 4 using a standard adiabatic code for non-rotating stellar models (Scuflaire et al 2008b). …”
Section: Numerical Tools and Model Input Physicsmentioning
confidence: 99%
“…For each main-sequence stellar model, we calculated the theoretical frequency spectrum of low-order p-and g-modes with a degree of the oscillation up to = 4 using a standard adiabatic code for non-rotating stellar models (Scuflaire et al 2008b). …”
Section: Numerical Tools and Model Input Physicsmentioning
confidence: 99%
“…The probability of catching the star beyond the TAMS, i.e., in the Hertzsprung gap, is so low that it is not necessary to consider hydrogen-shell burning models. For each of the MS models along the 27 500 tracks, a theoretical oscillation frequency spectrum ignoring the effects of rotation, ν n , was computed in the adiabatic approximation with the code LOSC (Scuflaire et al 2008b), covering the range of the low-order (typically up to n = 7) p and g modes of degree from = 0 up to = 4. Following Ausseloos et al (2004), we did not restrict the model parameters a priori by imposing limits derived from classical spectroscopy, because discrepancies between the seismically and spectroscopically derived fundamental parameters have been reported for a few massive stars in the literature, in particular for the gravity (e.g., Briquet et al 2007; for the β Cep star θ Oph and Briquet et al 2011; for the O9V-type pulsator HD 46202).…”
Section: Modelling Proceduresmentioning
confidence: 99%
“…19). Stellar models were computed with cles (Scuflaire et al 2008b), adiabatic frequencies with losc (Scuflaire et al 2008a), and the stability of modes of degree = 0, 1, 2 was investigated with the code mad (Dupret et al 2003). In the case of δ Sct and γ Doradus stars, the nonadiabatic computations included the interaction between convection and pulsation as described by Grigahcène et al (2005).…”
Section: Comparison With Theoretical Predictionsmentioning
confidence: 99%