Table 2: Angular diameters in mas and model numbers (in between brackets) associated with the different model parameters of the grid of synthetic spectra.
  ${T}_{\rm eff}$ [K]  
$\log~g$ 4160 4230 4300 4370 4440  
$\log~g = 1.20$ 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)  
$\log~g = 1.20$ 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)  
$\log~g = 1.20$ 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)  
$\log~g = 1.20$ 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)  
$\log~g = 1.20$ 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)  


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