Title: Fundamental Parameters of Eighty-Seven Stars from the Navy Precision Optical Interferometer Authors: Baines E.K., Armstrong J.T., Schmitt H.R., Zavala R.T., Benson J.A., Hutter D.J., Tycner C., van Belle G.T. Table: Interferometric Results ================================================================================ Byte-by-byte Description of file: ajaa9d8bt4_mrt.txt -------------------------------------------------------------------------------- Bytes Format Units Label Explanations -------------------------------------------------------------------------------- 1- 6 I6 --- Target Target, Henry Draper Catalogue identifier 8- 12 F5.3 mas {theta}-UD uniform disk angular size (1) 14- 18 I5 K Teff Surface temperature (2) 20- 23 F4.2 [cm/s2] logg Surface gravity (2) 25- 28 A4 --- Ref1 References for Teff, logg (2) 30- 33 F4.2 --- muL-i initial linear limb-darkening coefficient (3) 35- 39 F5.3 mas {theta}-LD-i initial limb-darkened angular size 41- 45 F5.3 mas e_{theta}-LD-i uncertainty in {theta}-LD-i 47- 50 F4.2 --- muL-f final linear limb-darkening coefficient (3) 52- 56 F5.3 mas {theta}-LD-f final limb-darkened angular size 58- 62 F5.3 mas e_{theta}-LD-f uncertainty in {theta}-LD-f 64- 67 F4.1 % sigLD Column limb-darkened relationship error 69- 73 F5.1 10+6/s MaxSF maximum spatial frequency for that star's diameter measurement, 10+6 cycles/s -------------------------------------------------------------------------------- Note (1): The Teff and log g come from the following sources -- 1 = Prugniel et al. (2007astro.ph..3658P); 2 = Lafrasse et al. (2010SPIE.7734E..4EL); 3 = Allende Prieto & Lambert (1999A&A...352..555A); 4 = Cox (2000asqu.book.....C) based on the star’s SIMBAD spectral type; 5 = Le Borgne et al. (2003A&A...402..433L); 6 = Houdashelt et al. (2000AJ....119.1448H); 7 = Katz et al. (2011A&A...525A..90K); 8 = Valdes et al. (2004ApJS..152..251V); 9 = Soubiran et al. (2016A&A...591A.118S); 10 = Milone et al. (2011MNRAS.414.1227M); 11 = Prugniel et al. (2011A&A...531A.165P); 12 = Borde et al. (2002A&A...393..183B); 13 = Hekker & Melendez (2007A&A...475.1003H); 14 = Hohle et al. (2010AN....331..349H). Note (2): The errors on the UD diameter are the same as those on the LD diameter. Note (3): The initial linear limb-darkening coefficient, muL-i, is based on the Teff and log g listed in the table, and the final linear limb-darkening coefficient, muL-f is based on the new Teff determination. See Section 3.2 for more details. -------------------------------------------------------------------------------- 432 2.032 6810 4.09 1 0.49 2.013 0.015 0.49 2.103 0.015 0.7 94.9 1013 4.041 3540 0.8 2 0.83 4.367 0.022 0.82 4.359 0.022 0.5 74.9 1522 3.380 4390 2.0 2 0.73 3.328 0.062 0.70 3.310 0.062 1.9 119.1 8512 2.625 4677 2.57 3 0.69 2.784 0.016 0.64 2.764 0.016 0.6 119.2 9927 3.389 4365 2.01 3 0.73 3.649 0.007 0.73 3.649 0.007 0.2 80.7 17709 3.648 4050 1.7 2 0.77 3.907 0.021 0.77 3.907 0.021 0.5 81.1 18925 3.651 5623 2.44 3 0.57 3.831 0.018 0.70 3.894 0.018 0.5 34.3 20644 3.476 4390 2.0 2 0.71 3.680 0.025 0.70 3.674 0.025 0.7 81.1 28305 2.439 4786 2.47 3 0.69 2.599 0.050 0.67 2.592 0.050 1.9 90.4 31964 2.129 7030 2.26 4 0.52 2.221 0.012 0.48 2.210 0.012 0.5 120.2 34085 2.526 11100 2.29 4 0.40 2.603 0.009 0.41 2.606 0.009 0.3 116.9 38944 4.055 3600 1.1 2 0.82 4.325 0.036 0.80 4.310 0.036 0.8 82.3 43232 2.958 4250 2.0 2 0.74 3.125 0.034 0.68 3.097 0.034 1.1 93.1 48329 4.468 4386 0.76 5 0.73 4.736 0.013 0.65 4.677 0.013 0.3 82.3 58207 2.262 4700 2.2 2 0.68 2.401 0.024 0.65 2.390 0.024 1.0 118.8 62345 2.226 4800 2.2 2 0.68 2.378 0.025 0.63 2.361 0.025 1.1 113.1 62509 7.570 4786 2.77 3 0.69 8.108 0.013 0.71 8.134 0.013 0.2 51.2 66141 2.558 4390 2.0 2 0.72 2.755 0.039 0.70 2.747 0.039 1.4 95.6 69267 4.784 4150 1.9 2 0.75 5.167 0.035 0.75 5.167 0.035 0.7 81.1 70272 3.974 4050 1.7 2 0.78 4.241 0.024 0.76 4.228 0.024 0.6 82.2 76294 2.988 4800 2.2 2 0.68 3.209 0.017 0.65 3.196 0.017 0.5 80.4 82308 3.909 4050 1.7 2 0.77 4.155 0.025 0.75 4.143 0.025 0.6 82.4 82328 1.598 6457 3.94 3 0.50 1.658 0.013 0.52 1.662 0.013 0.8 99.3 83618 3.236 4250 2.0 2 0.74 3.484 0.033 0.70 3.462 0.033 1.0 81.0 84441 2.469 5600 2.9 2 0.57 2.587 0.025 0.57 2.587 0.025 1.0 116.9 85503 2.693 4660 2.1 2 0.71 2.887 0.016 0.71 2.887 0.016 0.6 78.3 87901 1.626 10965 3.77 3 0.38 1.667 0.037 0.36 1.664 0.037 2.2 82.0 94264 2.460 4660 2.1 2 0.69 2.626 0.009 0.69 2.626 0.009 0.3 119.9 95689 6.352 4655 2.20 6 0.69 6.471 0.041 0.64 6.419 0.041 0.6 49.0 96833 3.890 4571 2.08 3 0.71 4.139 0.007 0.70 4.131 0.007 0.2 81.2 97778 5.721 3734 1.16 7 0.82 6.182 0.057 0.82 6.182 0.057 0.9 53.5 98262 4.282 4250 2.0 2 0.74 4.568 0.016 0.73 4.561 0.016 0.4 81.4 100029 5.852 3690 1.3 2 0.82 6.376 0.012 0.82 6.376 0.012 0.2 47.4 102212 5.212 3690 1.3 2 0.81 5.657 0.013 0.81 5.657 0.013 0.2 53.2 108381 2.034 4571 2.39 3 0.72 2.185 0.057 0.70 2.179 0.057 2.6 33.5 108907 4.959 3630 1.24 4 0.82 5.420 0.010 0.82 5.420 0.010 0.2 57.1 109358 1.077 5888 4.37 3 0.55 1.134 0.019 0.54 1.133 0.034 3.0 82.4 113226 3.170 5012 2.67 3 0.65 3.318 0.013 0.65 3.318 0.013 0.4 81.2 113996 2.863 4050 1.7 2 0.77 3.104 0.019 0.74 3.090 0.019 0.6 79.1 117675 5.102 3500 0.6 2 0.84 5.951 0.049 0.84 5.951 0.049 0.8 81.1 120136 0.783 6457 4.25 3 0.52 0.822 0.038 0.52 0.822 0.049 6.0 99.3 120315 0.937 11220 3.78 3 0.37 0.987 0.144 0.30 0.981 0.144 14.7 52.9 120477 4.372 4050 1.7 2 0.76 4.691 0.022 0.76 4.691 0.022 0.5 67.7 120933 5.460 3820 1.52 8 0.80 5.922 0.042 0.81 5.932 0.042 0.7 52.9 121130 6.161 3652 1.00 9 0.82 6.788 0.077 0.83 6.799 0.077 1.1 42.9 127665 3.663 4266 2.04 3 0.74 3.901 0.008 0.74 3.901 0.008 0.2 81.1 129712 5.119 3500 1.24 4 0.82 5.573 0.055 0.82 5.573 0.055 1.0 52.5 133124 2.821 4150 1.9 2 0.76 3.055 0.077 0.76 3.055 0.077 2.5 57.2 133208 2.359 4800 2.2 2 0.68 2.495 0.008 0.65 2.484 0.008 0.3 120.4 136726 2.018 4120 2.03 8 0.76 2.156 0.023 0.74 2.149 0.023 1.1 120.2 137759 3.367 4466 2.24 3 0.71 3.576 0.011 0.68 3.559 0.011 0.3 81.2 140573 4.521 4467 2.24 3 0.71 4.755 0.013 0.70 4.770 0.013 0.3 81.1 143107 2.780 4250 2.0 2 0.73 3.001 0.128 0.72 2.997 0.128 4.3 45.1 148387 3.261 5012 2.74 3 0.65 3.470 0.010 0.65 3.470 0.010 0.3 81.2 148856 3.280 5012 2.47 3 0.64 3.472 0.008 0.64 3.472 0.008 0.2 81.2 150997 2.353 4800 2.2 2 0.67 2.503 0.018 0.64 2.493 0.018 0.7 78.8 156283 4.674 4163 1.42 10 0.76 5.178 0.011 0.74 5.159 0.011 0.2 53.9 159561 1.778 8500 3.3 2 0.45 1.848 0.012 0.49 1.855 0.012 0.6 94.3 161096 4.228 4390 2.0 2 0.73 4.525 0.011 0.71 4.511 0.011 0.2 69.5 161797 1.808 5454 3.82 11 0.61 1.880 0.008 0.61 1.880 0.008 0.4 150.7 163917 2.651 4660 2.1 2 0.70 2.810 0.005 0.65 2.789 0.005 0.2 120.9 169414 2.804 4467 2.24 3 0.71 2.946 0.024 0.71 2.946 0.024 0.8 120.5 170693 1.952 4467 2.01 3 0.69 2.056 0.009 0.66 2.048 0.009 0.4 120.0 172167 3.198 9333 3.98 3 0.42 3.284 0.002 0.41 3.280 0.016 0.5 96.6 176524 1.705 4520 2.55 9 0.71 1.814 0.027 0.64 1.797 0.027 1.5 120.8 176678 2.297 4500 2.1 2 0.71 2.467 0.012 0.70 2.463 0.012 0.5 118.4 180610 1.526 4571 2.75 3 0.71 1.637 0.028 0.68 1.630 0.028 1.7 120.9 181276 2.028 4660 2.1 2 0.70 2.158 0.008 0.65 2.143 0.008 0.4 120.5 183439 4.111 3690 1.3 2 0.81 4.439 0.020 0.76 4.403 0.020 0.5 69.2 186791 6.667 4246 1.52 12 0.73 7.054 0.080 0.75 7.056 0.080 1.1 46.3 187642 3.270 7586 4.14 3 0.51 3.309 0.006 0.51 3.309 0.006 0.2 117.1 187929 1.724 5826 1.50 5 0.54 1.804 0.005 0.54 1.804 0.007 0.4 120.8 188310 1.570 4786 2.49 3 0.67 1.671 0.025 0.61 1.658 0.025 1.5 118.8 196094 4.087 4310 0.64 4 0.73 4.407 0.017 0.83 4.472 0.017 0.4 34.3 203504 2.179 4677 2.48 3 0.70 2.315 0.023 0.70 2.315 0.023 1.0 120.4 204867 2.584 5370 1.3 2 0.59 2.715 0.009 0.56 2.704 0.009 0.3 116.8 206952 1.715 4571 2.41 3 0.72 1.847 0.015 0.61 1.819 0.015 0.8 120.8 209750 2.903 5190 1.2 2 0.62 3.078 0.036 0.59 3.066 0.036 1.2 79.6 211388 3.127 4260 2.15 13 0.74 3.371 0.049 0.74 3.371 0.049 1.5 78.7 212496 1.801 4700 2.2 2 0.66 1.957 0.037 0.66 1.957 0.037 1.9 119.1 213311 5.375 3700 0.14 14;4 0.82 5.881 0.022 0.82 5.881 0.022 0.4 34.3 215182 3.270 5248 2.40 3 0.61 3.454 0.027 0.65 3.471 0.027 0.8 34.3 218329 3.918 3540 0.8 2 0.83 4.268 0.009 0.78 4.234 0.009 0.2 80.1 219215 4.776 3540 0.8 2 0.83 5.230 0.029 0.82 5.221 0.029 0.6 53.0 219449 2.087 4571 2.42 3 0.71 2.230 0.031 0.68 2.220 0.031 1.4 100.0 219615 2.358 5012 2.74 3 0.63 2.478 0.012 0.64 2.482 0.012 0.5 116.7 222404 3.041 4786 3.20 3 0.69 3.254 0.020 0.69 3.254 0.020 0.6 81.1