Modal selection in stellar pulsators. II - Application to RR Lyrae models

Astronomy and Astrophysics – Astrophysics

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Lyra Constellation, Pulsars, Stellar Models, Stellar Oscillations, Variable Stars, Fourier Analysis, Temporal Distribution, Time Dependence

Scientific paper

The numerically produced dynamical evolution of several RR Lyrae models from various initial conditions is subjected to a time-dependent Fourier analysis. This generates the temporal behavior of the amplitudes and phases of the few long-lived transient modes in addition to those of the ultimately surviving mode. It is shown that the amplitude equation formalism of Bucher and Goupil (1985) gives a remarkably good description of the observed behavior of the models. It is concluded (1) that the essence of the dynamical behavior of the model is played in a low-dimensional subspace of phase space, (2) that the nonlinearities in the pulsation are so weak as to involve only the lowest essential nonlinearities, and (3) that the assumptions made by Buchler and Kovacs (1986) in their discussion of the modal selection problem are satisfied.

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