2004MNRAS.350..644B


Query : 2004MNRAS.350..644B

2004MNRAS.350..644B - Mon. Not. R. Astron. Soc., 350, 644-648 (2004/May-2)

A new white dwarf constraint on the rate of change of the gravitational constant.

BIESIADA M. and MALEC B.

Abstract (from CDS):

In this paper we derive a bound on the rate of change of the gravitational constant G based on observations of the pulsating white dwarf G117-B15A. This star is a ZZ Ceti pulsator which has been extensively studied with astroseismological techniques for the last three decades. The most recent determination of for the 215.2-s fundamental mode agrees very well with predictions of the best-fitting theoretical model. The rate of change of the oscillation period can be explained by two effects: the cooling (dominant factor) and change of gravitational binding energy (residual gravitational contraction). Since the white dwarfs are pulsating in g-modes, the frequencies of which are related to the Brunt-Väisälä frequency (explicitly dependent on G), observational determination of the change of the period (more precisely the difference between the observed and calculated) can be used to set an upper bound on the rate of change of G. In light of the current data concerning G117-B15A we derive the following bound:. We also demonstrate that a varying gravitational constant G does not modify the cooling of white dwarfs in a significant way, at least at the luminosities where white dwarfs are pulsationally unstable.

Abstract Copyright: 2004 RAS

Journal keyword(s): gravitation - stars: individual: G117-B15A - stars: oscillations - white dwarfs

Simbad objects: 4

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Number of rows : 4
N Identifier Otype ICRS (J2000)
RA
ICRS (J2000)
DEC
Mag U Mag B Mag V Mag R Mag I Sp type #ref
1850 - 2024
#notes
1 V* ZZ Cet WD* 01 36 13.6153974672 -11 20 32.632874601   14.328 14.16 14.4   DA4.0 291 0
2 V* RY LMi WD* 09 24 15.2482279632 +35 16 51.401570556   15.72   15.99   DA4 268 0
3 V* MY Aps WD* 14 33 07.6366196272 -81 20 14.128475593   13.49 13.35 13.65   DA4.1 139 0
4 PSR J1915+1606 Psr 19 15 27.99999 +16 06 27.4034     22.5     ~ 990 1

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