Table A.4: Stellar parameters relevant for the Hertzsprung-Russell Diagram of all objects. The objects are grouped by type and sorted by right ascension. For the objects in Taurus, a distance of  $140~{\rm pc}$ is assumed, for MBM12 $90~{\rm pc}$. The color excess that was used to calculate the extinction AV is given in the neighboring column. To get the real colors of the objects we used the spectral type - color conversion from Kenyon & Hartmann (1995) for early spectral types and Leggett (1992) for type M0 and later. The masses and ages are interpolated from pre main sequence models by D'Antona & Mazzitelli (1994). The apparent magnitudes in V for objects observed in Run I was determined by absolute photometry ourselves. For Run II objects we had to rely on VizieR (Ochsenbein et al. 2000) values - we averaged all available values. For more details see text.
Object name $\log L_{{\rm bol}}$ $\log T_{{\rm eff}}$ $T_{{\rm eff}}$ $M_{{\rm bol}}$ V AV Determination AV $M/M_{\odot}$ $\log {\rm Age}$
Classical TTS:                  
Lk ${\rm H}\alpha$263 -0.870 3.519 3300 6.91 14.90 0.62 E(V-R,I,J;R-I) 0.20 6.35
Lk ${\rm H}\alpha$262 -1.162 3.585 3850 7.65 14.83 1.16 E(V-R,I,J;R-I) 0.60 7.25
Lk ${\rm H}\alpha$264 -0.570 3.638 4350 6.17 13.74 2.08 E(V-I,J;R-I) 0.90 7.20
Weak-line TTS:                  
RX J0255.4+2005 -0.656 3.624 4205 6.38 12.23 0.26 E(V-I,J,H,K;R-I) 0.82 7.30
E0255.3+2018 -0.195 3.662 4590 5.23 11.84 1.29 E(V-J,H,K;R-I) 1.10 6.94
RX J0312.8-0414NW 0.054 3.780 6030 4.61 10.86 0.35 E(R-I) 1.12 7.60
RX J0312.8-0414SE -0.176 3.742 5520 5.18 11.62 0.46 E(R-I) 0.95 7.60
RX J0324.4+0231 -0.788 3.638 4350 6.71 12.69 0.0 E(R-I) 0.71 7.65
RX J0333.1+1036 -0.410 3.675 4730 5.77 12.15 0.15 E(R-I) 0.90 7.40
RX J0344.8+0359 -0.539 3.675 4730 6.09 12.74 0.42 E(R-I) 0.80 7.60
RX J0351.4+0953W -0.600 3.699 5000 6.24 12.64 0.30 E(R-I) 0.79 7.88
RX J0403.4+1725 0.000 3.675 4730 4.74 11.69 0.72 (Chavarría-K et al. 2000) 1.33 6.80
RX J0406.8+2541 0.518 3.597 3955 3.45 11.72 1.46 (Chavarría-K et al. 2000) 0.55 5.009
RX J0407.3+0113S -0.506 3.675 4730 5.97 13.85 1.73 E(R-I) 0.83 7.55
RX J0407.3+0113N -0.157 3.763 5800 5.13 12.80 1.73 E(R-I) 1.00 7.70
RX J0409.3+1716 -0.336 3.571 3720 5.58 13.30 0.56 (Chavarría-K et al. 2000) 0.50 6.16
RX J0434.3+0226 -0.362 3.662 45901 5.64 12.46 0.54 E(R-I) 0.76 7.20
RX J0439.4+3332A 0.158 3.638 4350 4.34 11.31 0.52 E(V-I) 0.90 6.07
RX J0445.5+1207 -0.399 3.609 4060 5.74 13.03 0.64 E(R-I) 0.80 6.70
RX J0450.0+0151 -0.218 3.675 4730 5.28 11.96 0.02 E(R-I) 1.02 7.20
RX J0452.8+1621 -0.158 3.662 4590 5.14 11.57 0.16 E(B-V) 1.13 6.88
RX J0528.9+1046 -0.658 3.675 47302 6.38 13.22 0.61 E(R-I) 0.74 7.80
RX J0529.3+1210 -0.602 3.597 39553 6.25 13.26 0.20 E(J-K),E(V-I) 0.54 6.90
RX J0530.7-0434 -0.015 3.675 4730 4.78 11.62 0.60 E(V-J,R-I) 1.32 6.80
Ke stars:                  
RX J0408.2+1956 -0.307 3.690 4900 5.51 13.04 1.38 E(R-I) 0.93 7.38
RX J0457.1+3142 -0.066 3.690 4900 4.91 11.80 0.74 $\varnothing$ Tau-Aur (Chavarría-K et al. 2000) 1.18 7.02
Zero Age Main Sequence:                  
RX J0407.9+1750 -0.060 3.662 4590 4.89 11.27 0.1 (Chavarría-K et al. 2000) 1.19 6.75
RX J0422.9+0141 0.107 3.792 62004 4.47 11.79 1.43 E(B-V) 1.11 7.60
RX J0444.7+0813 -0.318 3.675 4730 5.54 13.23 0.38 E(R-I) 0.96 7.25
RX J0447.9+2755 -0.445 3.720 5250 5.85 12.34 0.45 E(J-K) 0.85 7.80
RX J0455.8+1742 0.012 3.675 4730 4.71 11.29 0.35 E(V-J,V-H,V-K,V-R) 1.27 6.75
Unknown type:                  
GSC2.2 N3022313162 -0.848 3.829 6740 6.86 13.27 0.56 same as neighbor - -
1RXS J044534.0+120917 -0.763 3.720 5250 6.65 13.23 0.54 E(R-I), SpTy(K0) from V-K - -
IRAS 04451+2750 0.294 3.690 4900 4.00 11.70 1.55 E( all filters), SpTy(K2) by adjustment 1.53 6.50
1 Torres et al. (2002): $T_{\rm eff}^{\rm A}=$ 5050; 2 Torres et al. (2002) $T_{\rm eff}^{\rm A,B}=$ 4800, 4550; 3 Torres et al. (2002) $T_{\rm eff}^{\rm A}=$ 4350; 4 Torres et al. (2002) $T_{\rm eff}^{\rm A,B}=$ 4550, 6300.
9 Note that this age is not consistent with the Lithium-Test (classified as ZAMS). However, in lower resolution spectra by Martín & Magazzù (1999) the $W_{\lambda }({\rm Li})$ was given as 590 mÅ.

Source LaTeX | All tables | In the text