Astronomy and Astrophysics – Astronomy
Scientific paper
Aug 2004
adsabs.harvard.edu/cgi-bin/nph-data_query?bibcode=2004apj...611..621b&link_type=abstract
The Astrophysical Journal, Volume 611, Issue 1, pp. 621-622.
Astronomy and Astrophysics
Astronomy
2
Errata, Addenda
Scientific paper
Because of a numerical error in the conversion of mean angular radii to mean linear radii, Tables 4, 5, and 6 were in error in our original paper. The sense of the error is that the published radii and their uncertainties are 6.5% too large. No other quantity in the paper is changed. Corrected versions of the tables are included here.
After correction, the discussion in § 6.2 is modified as follows. A least-squares fit to our results, weighted by the variance in log and excluding SZ Tau and EU Tau as possible overtone pulsators, gives the fundamental-mode period-radius (PR) relation from 11 Cepheidslog=0.679(+/-0.050)(logP-1.2)+2.016(+/-0.065). (1)If we include SZ Tau and EU Tau in the PR relation with their equivalent fundamental-mode periods, we obtain for 13 Cepheidslog=0.693(+/-0.037)(logP-1.2)+2.014(+/-0.047). (2)We adopt this as our best estimate for the PR relation.
In Table 5 we have revised the first line, which leads to a very small change in the weighted mean solution. The weighted mean PR relation from Table 5 islog=0.690(+/-0.018)(logP-1.2)+1.978(+/-0.005). (3)
G. Bono et al. (ApJ, 592, 539 [2003]) have computed theoretical PR relations for first-overtone pulsators with and without convective overshoot. Table 6 compares our observed radii (from Table 4) for EU Tau and SZ Tau with those predictions and with the consensus fundamental-mode PR relation (eq. [3]). Our radii are more consistent with overtone pulsation than with fundamental-mode pulsation for both stars. However, these radii no longer permit a distinction between first-overtone pulsation with and without convective overshoot.
Barnes Thomas G. III
Berger James O.
Jefferys William H.
Mueller Peter J.
Orr Kent
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