J/ApJS/168/297      Stellar parameters of nearby cool stars      (Takeda+, 2007)

Structure and evolution of nearby stars with planets. II. Physical properties of ∼1000 cool stars from the SPOCS catalog. Takeda G., Ford E.B., Sills A., Rasio F.A., Fischer D.A., Valenti J.A. <Astrophys. J. Suppl. Ser., 168, 297-318 (2007)> =2007ApJS..168..297T 2007ApJS..168..297T
ADC_Keywords: Stars, late-type ; Stars, nearby ; Effective temperatures ; Stars, masses ; Stars, diameters ; Planets Keywords: planetary systems - stars: fundamental parameters - stars: interiors Abstract: We derive detailed theoretical models for 1074 nearby stars from the SPOCS (Spectroscopic Properties of Cool Stars) Catalog. We provide a catalog of physical parameters for 1074 stars that are based on a uniform set of high-quality spectral observations, a uniform spectral reduction procedure, and a uniform set of stellar evolutionary models. File Summary: -------------------------------------------------------------------------------- FileName Lrecl Records Explanations -------------------------------------------------------------------------------- ReadMe 80 . This file table2.dat 138 1074 Theoretical stellar parameters -------------------------------------------------------------------------------- See also: J/ApJS/159/141 : Spectroscopic properties of cool stars. I. (Valenti+, 2005) J/A+A/329/943 : F + G solar neighbourhood stars new ages (Ng+ 1998) J/MNRAS/360/1345 : F- and G-type stars in solar neighbourhood (Karatas+, 2005) J/A+A/394/927 : Age-metallicity relation for nearby stars (Ibukiyama+, 2002) J/ApJ/640/1051 : 25pc sample of Sun-like stars (Grether+, 2006) J/A+A/352/555 : Fundamental parameters of stars (Allende Prieto+, 1999) Byte-by-byte Description of file: table2.dat -------------------------------------------------------------------------------- Bytes Format Units Label Explanations -------------------------------------------------------------------------------- 1- 10 A10 --- ID Stellar identification (BD or HD number) 12- 16 F5.3 solMass M ? Best-estimate stellar mass (1) 18- 22 F5.3 solMass e_M ? Lower bound 68.2% credible interval on M (1) 24- 28 F5.3 solMass E_M ? Upper bound 68.2% credible interval on M (1) 30- 34 F5.3 solMass M2 ? Second-best mass estimate (1)(2) 36- 39 F4.2 --- pM2 ? Probability of Mass2 relative to Mass 41- 45 F5.2 Gyr Age ? Best-estimate stellar age (1) 47- 51 F5.2 Gyr e_Age ? Lower bound 68.2% credible interval on Age (1) 53- 57 F5.2 Gyr E_Age ? Upper bound 68.2% credible interval on Age (1) 59- 63 F5.2 Gyr Age2 ? Second-best age estimate (1)(2) 65- 68 F4.2 --- pAge2 ? Probability of Age2 relative to Age 70- 74 F5.2 solRad Rad Best-estimate stellar radius (1) 76- 80 F5.2 solRad e_Rad Lower bound 68.2% credible interval on Rad (1) 82- 86 F5.2 solRad E_Rad Upper bound 68.2% credible interval on Rad (1) 88- 92 F5.3 solMass Mce ? Best-estimate stellar convective zone mass (1) 94- 98 F5.3 solMass e_Mce ? Lower bound 68.2% credible interval on Mce (1) 100-105 F6.3 solMass E_Mce ? Upper bound 68.2% credible interval on Mce (1) 107-111 F5.3 solRad Rce ? Best-estimate stellar convective zone depth (1)(3) 113-117 F5.3 solRad e_Rce ? Lower bound 68.2% credible interval on Rce (1) 119-123 F5.3 solRad E_Rce ? Upper bound 68.2% credible interval on Rce (1) 125-128 F4.2 [cm/s2] logg ?Log of the best-estimate surface gravity (1) 130-133 F4.2 [cm/s2] e_logg ?Lower bound 68.2% credible interval on logg (1) 135-138 F4.2 [cm/s2] E_logg ?Upper bound 68.2% credible interval on logg (1) -------------------------------------------------------------------------------- Note (1): Best-estimate parameters are computed from the mode values of the derived probability distribution functions (PDFs). The best-estimate parameter is left blank if the mode value of a PDF is outside the given parameter range; e.g., if a star has an estimated age of 0 or 14Gyr, the best-estimate age is not listed in the table. Similarly, the lower/upper bound of the credible interval is left blank if it lies outside the given parameter range. Note (2): Corresponding to the secondary maximum in the derived posterior probability distribution function (PDF). Note (3): Measured from the stellar surface. -------------------------------------------------------------------------------- History: From electronic version of the journal References: Ford et al., Paper I 1999ApJ...514..411F 1999ApJ...514..411F
(End) Greg Schwarz [AAS], Marianne Brouty [CDS] 19-Nov-2008
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