Stellar oscillations. II The non-adiabatic case
arXiv:1510.01151 · doi:10.1051/eas/1573003
Abstract
A leap forward has been performed due to the space-borne missions, MOST, CoRoT and Kepler. They provided a wealth of observational data, and more precisely oscillation spectra, which have been (and are still) exploited to infer the internal structure of stars. While an adiabatic approach is often sufficient to get information on the stellar equilibrium structures it is not sufficient to get a full understanding of the physics of the oscillation. Indeed, it does not permit one to answer some fundamental questions about the oscillations, such as: What are the physical mechanisms responsible for the pulsations inside stars? What determines the amplitudes? To what extent the adiabatic approximation is valid? All these questions can only be addressed by considering the energy exchanges between the oscillations and the surrounding medium. This lecture therefore aims at considering the energetical aspects of stellar pulsations with particular emphasis on the driving and damping mechanisms. To this end, the full non-adiabatic equations are introduced and thoroughly discussed. Two types of pulsation are distinguished, namely the self-excited oscillations that result from an instability and the solar-like oscillations that result from a balance between driving and damping by turbulent convection. For each type, the main physical principles are presented and illustrated using recent observations obtained with the ultra-high precision photometry space-borne missions (MOST, CoRoT and Kepler). Finally, we consider in detail the physics of scaling relations, which relates the seismic global indices with the global stellar parameters and gave birth to the development of statistical (or ensemble) asteroseismology. Indeed, several of these relations rely on the same cause: the physics of non-adiabatic oscillations.
90 pages, 36 pages, lectures notes, Ecole Evry Schatzman 2014 : asteroseismology and next generation stellar models, 28 Sep-3 Oct 2014 Roscoff (France)
References in corpus (25)
- Pulsating White Dwarf Stars and Precision Asteroseismology
- Mixed modes in red giants: a window on stellar evolution
- Improvements to stellar structure models, based on a grid of 3D convection simulations. II. Calibrating the mixing-length formulation
- Excitation of solar-like oscillations across the HR diagram
- Statistical properties of a sample of periodically variable B-type supergiants - Evidence for opacity-driven gravity-mode oscillations
- Most Detects G- and P-Modes in the B Supergiant HD 163899 (B2Ib/II)
- Instability strips of SPB and beta Cephei stars: the effect of the updated OP opacities and of the metal mixture
- Intrinsic photometric characterisation of stellar oscillations and granulation. Solar reference values and CoRoT response functions
- Stochastic excitation of nonradial modes II. Are solar asymptotic gravity modes detectable?
- Evolution of blue supergiants and αCygni variables; Puzzling CNO surface abundances
- Challenges for asteroseismic analysis of Sun-like stars
- Stochastic excitation of non-radial modes I. High-angular-degree p modes
- Damping rates of solar-like oscillations across the HR diagram. Theoretical calculations confronted to CoRoT and Kepler observations
- A closure model with plumes I. The solar convection
- Modelling the excitation of acoustic modes in Alpha Cen A
- A Pulsation Search Among Young Brown Dwarfs and Very Low Mass Stars
- Pulsational instability in B-type supergiant stars
- The theoretical instability strip of M dwarf stars
- On the possible existence of short-period g-mode instabilities powered by nuclear burning shells in post-AGB H-deficient (PG1159-type) stars
- Pulsations as a Driver for LBV Variability
- M dwarf search for pulsations within Kepler GO program
- Pulsations of Pre-White Dwarfs with Hydrogen-dominated Atmospheres
- The Beta Cephei instability domain for the new solar composition and with new OP opacities
- Stability Analysis of Strange-Modes in Hot Massive Stars with Time-Dependent Convection
- Mode selection in pulsating stars
Cited by in corpus (23)
- Dipole modes with depressed amplitudes in red giants are mixed modes
- Asteroseismology of 36 \emph{Kepler} subgiants -- I. Oscillation frequencies, linewidths and amplitudes
- Amplitude and lifetime of radial modes in red giant star spectra observed by Kepler
- Probing the mid-layer structure of red giants I. Mixed-mode coupling factor as a seismic diagnosis
- Asteroseismic g-mode period spacings in strongly magnetic rotating stars
- A model of rotating convection in stellar and planetary interiors: II -- gravito-inertial wave generation
- Solar -mode damping rates: insight from a 3D hydrodynamical simulation
- On the energetics of a tidally oscillating convective flow
- Multi-cavity gravito-acoustic modes in stars: A general analytical resonance condition
- Modelling the asymmetries of the Sun's radial -mode line profiles
- Amplitudes of Solar Gravity Modes: A Review
- Two's a crowd? Characterising the effect of photometric contamination on the extraction of the global asteroseismic parameter in red-giant binaries
- A Possible Mechanism for Driving Oscillations in Hot Giant Planets
- Coupling between turbulence and solar-like oscillations: a combined Lagrangian PDF/SPH approach. I -- The stochastic wave equation
- Coupling between turbulence and solar-like oscillations: A combined Lagrangian PDF/SPH approach. II - Mode driving, damping and modal surface effect
- The efficiency of mixed modes for angular momentum transport
- The impact of rotation on the stochastic excitation of stellar acoustic modes in solar-like pulsators
- Discovery of new magnetic δ Scuti stars and impact of magnetism on pulsation excitation
- Velocity-intensity asymmetry reversal of solar radial p-modes
- Probing the internal magnetism of stars using asymptotic magneto-asteroseismology
- Asymptotic power spectra and visibilities of damped mixed modes
- Assessment of DKIST/VTF Capabilities for the Detection of Local Acoustic Source Wavefronts
- Is convective turbulence the only exciting mechanism of global p modes in the Sun?