\begin{table}%T2
\par
\caption{\label{modelnumber}Angular diameters in mas and model numbers
  (in between brackets) associated with the different 
model parameters of the grid of synthetic spectra.}
%\centering
\par
\begin{tabular}{c|lr|lr|lr|lr|lr|r}\hline\hline
  & \multicolumn{10}{|c|}{\rule[-3mm]{0mm}{8mm} \Teff\ [K]}
& \\\cline{2-11}
\rule[-3mm]{0mm}{8mm}{\raisebox{1.5ex}[0pt]{$\log~g$}} & \multicolumn{2}{c|}{4160} &  \multicolumn{2}{c|}{4230} &  \multicolumn{2}{c|}{4300} &
 \multicolumn{2}{c|}{4370} &  \multicolumn{2}{c|}{4440} & \\
\hline
$\log~g = 1.20$ & 21.16 & (1)& 20.95 & (26) & 20.72 & (51) & 20.51 & (76) &
20.28 & (101) &  \\
$\log~g = 1.35$ & 21.20 & (6)& 20.99 & (31) & 20.76 & (56)&  20.54 & (81) &
20.31 & (106) &  \\
$\log~g = 1.50$  & 21.24 & (11)  & 21.02 & (36)  &  20.79 & (61) & 20.57 &
(86) & 20.34 & (111) & [Fe/H] = $-0.70$ \\
$\log~g = 1.65$ & 21.27 & (16) & 21.04 & (41) & 20.86 & (66) & 20.59 & (91)  &
20.36 & (116) & \\
$\log~g = 1.80$ & 21.29 & (21) & 21.06 & (46) & 20.99 & (71) & 20.61 & (96)  &
20.38 & (121) & \\
\cline{1-12}
 & & & & & &  & & & & &\\
\cline{1-12}
$\log~g = 1.20$ & 21.16 & (2) &  20.95 & (27) & 20.73 & (52)  & 20.51 & (77) &
20.29 & (102) &  \\
$\log~g = 1.35$ & 21.21 & (7) & 21.00 & (32)  & 20.76 & (57) & 20.54 & (82) &
20.31 & (107) &  \\
$\log~g = 1.50$  & 21.25 & (12)  & 21.02 & (37)  &  20.79 & (62) & 20.57 &
(87) & 20.36 & (112) & [Fe/H] = $-0.50$ \\
$\log~g = 1.65$ & 21.26 & (17)  & 21.04 & (42) & 20.82 & (67) & 20.59 & (92) &
20.37 & (117) & \\
$\log~g = 1.80$ & 21.28 & (22) & 21.06 & (47) & 20.83 & (72) & 20.61 & (97) &
20.41 & (122) & \\
\cline{1-12}
 & & & & & &  & & & & &\\
\cline{1-12}
$\log~g = 1.20$ & 21.17 & (3) &  20.96 & (28) & 20.74 & (53)  & 20.51 & (78) &
20.29 & (103) &  \\
$\log~g = 1.35$ & 21.21 & (8) & 21.00 & (33)  & 20.77 & (58) & 20.55 & (83) &
20.32 & (108) &  \\
$\log~g = 1.50$  & 21.24 & (13)  & 21.02 & (38)  &  20.79 & (63) & 20.57 &
(88) & 20.35 & (113) & [Fe/H] = $-0.30$  \\
$\log~g = 1.65$ & 21.26 & (18)  & 21.04 & (43) & 20.81 & (68) & 20.60 & (93) &
20.37 & (118) & \\
$\log~g = 1.80$ & 21.28 & (23) & 21.06 & (48) & 20.84 & (73) & 20.78 & (98) &
20.40 & (123) & \\
\cline{1-12}
 & & & & & & & & & & & \\
\cline{1-12}
$\log~g = 1.20$ & 21.17 & (4) &  20.96 & (29) & 20.74 & (54)  & 20.52 & (79) &
20.29 & (104) &  \\
$\log~g = 1.35$ & 21.21 & (9) & 21.00 & (34)  & 20.77 & (59) & 20.55 & (84) &
20.32 & (109) &  \\
$\log~g = 1.50$  & 21.24 & (14)  & 21.02 & (39)  &  20.79 & (64) & 20.58 &
(89) & 20.35 & (114) & [Fe/H] = $-0.15$  \\
$\log~g = 1.65$ & 21.26 & (19)  & 21.04 & (44) & 20.82 & (69) & 20.61 & (94) &
20.38 & (119) & \\
$\log~g = 1.80$ & 21.28 & (24) & 21.06 & (49)  & 20.84 & (74) & 20.63 & (99) &
20.41 & (124) & \\
\cline{1-12}
 & & & & & &  & & & & &\\
\cline{1-12}
$\log~g = 1.20$ & 21.17 & (5) & 20.96 & (30) & 20.74 & (55)  & 20.52 & (80) &
20.28 & (105) &   \\
$\log~g = 1.35$ & 21.21 & (10) & 21.00 & (35) & 20.77 & (60)  & 20.55 & (85) &
20.33 & (110) &   \\
$\log~g = 1.50$  &  21.23 & (15) & 21.02 & (40)  & 20.79 & (65)  & 20.58 &
(90) & 20.36 & (115) & [Fe/H] = $0.00$  \\
$\log~g = 1.65$ &  21.25 & (20) &  21.04 & (45) &  20.82 & (70) & 20.61 & (95)
& 20.38 & (120) &  \\
$\log~g = 1.80$ &  21.28 & (25) &  21.07 & (50) & 20.84 & (75) & 20.63 & (100)
& 20.41 & (125) &  \\
\hline
\end{tabular}
\end{table}