ID longitude [°] latitude [°] 750 nm albedo 415/750 950/750 slope [°] D [km] h [m] V [km^3] f Dc [km] class name














Effusive domes near Cauchy [4,10]












C1 37.48 7.11 0.0863 0.6508 1.0588 0.35 8.1 25 0.7 0.50 2.6 A Cauchy 5 [2]
C2 38.32 7.23 0.0909 0.6377 1.0567 1.17 12.2 125 7.4 0.50 2.6 C1 Cauchy Omega [1], Cauchy 1 [2]
C3 36.73 7.58 0.0919 0.6318 1.0608 1.28 17.0 190 12.0 0.28
C1 Cauchy Tau [1], Cauchy 2 [2]
C4 36.78 8.85 0.0820 0.6621 1.0547 0.43 13.3 50 3.2 0.46 2.2 A
C5 33.02 10.56 0.0902 0.6452 1.0489 1.03 11.1 100 5.4 0.56
C1
C6 31.97 10.76 0.0842 0.6558 1.0685 0.74 7.7 50 1.0 0.43
A
C8 30.72 14.40 0.0975 0.6346 1.0465 2.50 12.5 270 17.0 0.51
C2
C13 39.32 13.50 0.0867 0.6396 1.0686 1.00 11.0 95 5.0 0.55
A-C2














Effusive domes of the Northern Tranquillitatis Alignment [7]












NTA1 35.05 14.73 0.0999 0.5995 1.0520 0.34 17.1 50 3.9 0.34
A-C1-C2
NTA2 35.30 14.36 0.0942 0.6197 1.0488 0.70 5.7 35 0.6 0.68
A-E2
NTA3 36.13 14.01 0.1047 0.6152 0.9971 0.62 9.2 50 2.0 0.59 2.7 B2-C1
NTA4 36.47 13.68 0.1052 0.6103 0.9916 0.62 8.3 45 0.8 0.34 2.2 B2-C1
NTA5 36.72 13.57 0.0985 0.6046 1.0366 0.50 5.7 25 0.4 0.54
A-E2
NTA6 37.49 13.07 0.0942 0.6124 1.0570 0.49 7.0 30 0.6 0.47
A-E2
D 35.57 14.31 0.0937 0.6270 1.0482 1.31 6.1 70 1.1 0.54
A-C2-E2 Diana [1]
C7, G 35.86 14.23 0.0980 0.6161 1.0362 2.00 8.0 140 4.7 0.67
C2 Grace [1]














Effusive domes near Arago [4, 10]












A1 21.96 7.66 0.0863 0.6703 1.0577 0.88 5.6 45 0.3 0.29
A
A2 21.70 7.56 0.0886 0.6621 1.0565 1.50 25.4 330 67.0 0.40
D Arago Alpha [1], Arago 2 [2]
A3 20.07 6.24 0.0912 0.6738 1.0578 1.30 23.6 270 39.9 0.34
D Arago Beta [1], Arago 1 [2]
A4 21.27 8.65 0.0806 0.6681 1.0762 0.66 11.1 65 3.2 0.50
A Arago 3 [2]
A5 20.96 8.88 0.0816 0.6719 1.0731 0.59 8.4 45 1.4 0.58
A Arago 4 [2]
A6 20.79 9.22 0.0805 0.6791 1.0751 0.58 9.5 50 1.8 0.50
A Arago 5 [2]
A7 24.15 11.29 0.0804 0.6794 1.0604 0.82 6.2 45 0.6 0.44
A














Effusive domes near Hortensius [4]












H1 -28.41 7.18 0.1308 0.6203 1.0278 1.89 8.5 140 3.4 0.44 2.6 B2 Hortensius 1 [2]
H2 -28.01 7.12 0.1281 0.6225 1.0131 3.45 7.6 230 6.3 0.60 1.9 B1 Hortensius 2 [2]
H3 -27.78 7.59 0.1174 0.6105 1.0197 2.05 12.3 220 17.0 0.65 1.7 B1 Hortensius 3 [2]
H4 -27.51 7.47 0.1209 0.6154 1.0303 3.21 6.8 190 5.0 0.73 1.9 B1 Hortensius Sigma [1], Hortensius 4 [2]
H5 -27.54 7.87 0.1183 0.6066 1.0287 5.39 8.5 400 18.0 0.81 1.6 B1 Hortensius 5 [2]
H6 -27.34 7.82 0.1237 0.6118 1.0213 3.57 12.5 390 32.0 0.66
B1 Hortensius 6 [2]
H7 -25.17 6.07 0.1463 0.6149 1.0156 1.47 7.8 100 2.4 0.51 2.4 B2














Effusive domes near Milichius/Tobias Mayer [4, 8]












M1 -31.58 12.76 0.1090 0.6060 1.0444 0.86 13.4 100 8.2 0.58 2.4 C1 Tobias Mayer 1 [2]
M2 -30.05 12.79 0.1267 0.5837 1.0284 1.80 20.1 320 50.0 0.49 3.7 C1 Tobias Mayer 4 [2]
M3 -30.43 13.78 0.1063 0.5923 1.0538 1.40 15.6 190 12.0 0.34 3.1 C1 Tobias Mayer 3 [2]
M4 -27.39 12.04 0.1383 0.5980 1.0246 1.27 15.3 170 21.0 0.69 4.0 B2 Tobias Mayer 6 [2]
M5 -31.01 13.24 0.1181 0.5978 1.0184 0.60 15.3 80 6.8 0.46
C1 Tobias Mayer 2 [2]
M6 -32.74 11.48 0.1024 0.6068 1.0272 1.34 19.7 230 33.0 0.47 2.9 C1
M7 -30.96 13.75 0.1168 0.6151 1.0233 0.99 5.2 45 0.4 0.39 1.8 E2
M8 -29.40 14.00 0.1214 0.5951 1.0428 3.46 4.3 130 1.2 0.65 1.8 E1
M9 -29.40 14.00 0.1214 0.5951 1.0428 3.15 4.0 110 0.9 0.64 0.9 E1
M10 -31.70 14.06 0.1227 0.5976 1.0329 0.84 19.0 140 21.0 0.54 3.4 C1 Tobias Mayer 7 [2]
M11 -31.08 14.77 0.1186 0.5908 1.0297 2.80 6.0 150 2.3 0.54
B1
M12 -31.20 10.08 0.1156 0.6116 1.0117 2.72 9.7 230 11.0 0.63 3.3 B1 Milichius Pi [1], Milichius 1 [2]
M15 -25.17 6.07 0.1411 0.5920 1.0389 0.60 21.0 110 17.0 0.45
C1














Effusive domes near Doppelmayer [6]












Do1 -41.92 -30.08 0.1452 0.5841 1.0737 2.80 16.9 410 34.0 0.37
C1-B1 Doppelmayer 1 [3, 6]
Do2 -43.42 -30.66 0.1256 0.5856 1.0577 1.45 12.6 160 2.8 0.28
C1 Doppelmayer 2 [3, 6]














Effusive domes in Mare Undarum [9]












Co1 70.30 7.05 0.1167 0.5746 1.0943 1.77 9.7 150 9.5 0.85
B2-C1 Condorcet 1 [3, 9]
Co2 70.30 6.72 0.1141 0.5709 1.0929 1.45 10.3 130 7.4 0.68
B2 Condorcet 2 [3, 9]
Co3 70.64 6.78 0.1257 0.5783 1.0619 1.13 11.2 110 5.3 0.49
C1 Condorcet 3 [3, 9]
Co4 70.93 6.67 0.1163 0.5697 1.0779 2.78 11.1 270 15.3 0.58
B1 Condorcet 4 [3, 9]














Effusive domes on the Rümker plateau [7]












R1 -58.80 41.50 0.1057 0.5630 1.0471 2.73 8.4 200 5.7 0.51
B1
R2 -58.00 41.30 0.1157 0.5662 1.0504 1.64 9.1 130 4.3 0.51
B2
R3 -58.30 40.30 0.1097 0.5650 1.0226 3.02 9.1 240 7.6 0.48
B1
R4 -58.00 40.10 0.1118 0.5648 1.0303 2.67 7.3 170 3.7 0.52
B1
R5 -57.30 41.00 0.1191 0.5726 1.0301 1.46 5.5 70 0.9 0.55
E1
R6 -58.70 40.60 0.1061 0.5664 1.0291 1.66 6.9 100 2.2 0.58
B2














Effusive domes near Birt [13]












B1 -9.66 -20.73 0.0985 0.5935 1.0216 1.22 16.0 170 17.3 0.51
C1 Birt 1 [13]
B2 -9.98 -20.39 0.0978 0.5961 1.0398 1.03 7.8 70 1.3 0.39
C1-C2 Birt 2 [13]














Isolated effusive domes [4, 5, 10, 14, 15]












Y1 49.96 14.82 0.1588 0.5912 1.0654 1.31 9.6 110 4.8 0.60 2.3 B2 Yerkes 1 [3]
Ve1 57.83 -15.74 0.1410 0.5913 1.0628 0.55 16.8 80 7.2 0.41 2.6 C1 Vendelinus 1 [3]
Ve2 59.00 -17.75 0.1589 0.6038 1.0567 0.25 13.5 30 2.1 0.50 3.0 C1 Vendelinus 2 [3]
K1 -24.18 -26.84 0.1169 0.6298 1.0464 1.35 13.6 160 13.0 0.55 3.6 C1 Kies Pi [1]
He1 -50.00 20.21 0.1085 0.6245 0.9753 2.50 14.4 230 21.0 0.56
B1 Herodotus Omega [1], Aristarchus 1 [2]
L5 -28.66 47.17 0.1205 0.5533 1.0290 1.60 9.0 125 3.7 0.46
B2 Laplace 5 [3]
Hy3 8.26 10.52 0.0934 0.6244 1.0858 0.86 9.3 70 2.2 0.47
A Hyginus 3 [3]
Pe1 60.40 -26.80 0.1826 0.6059 1.0534 1.40 19.8 240 18.8 0.51 3.0 C1 Petavius 1 [3, 5]
Ca1 27.08 10.10 0.0955 0.6402 1.0264 0.59 8.6 45 0.7 0.27
A Carrel 1 [11]
Me10 50.42 -2.50 0.1004 0.6138 1.0404 1.12 7.5 80 2.8 0.79
C2-C1 Messier 10 [3]
Me13 43.47 -1.95 0.1047 0.6007 1.0458 1.26 7.7 85


C2-C1 Messier 13 [3]




























Intrusive domes [4, 10, 12]












C9 34.66 7.06 0.0860 0.6503 1.0657 0.13 13.3 15 0.5 0.23
In3
C10 35.19 10.00 0.0902 0.6414 1.0582 0.30 19.2 50 10.0 0.72
In3 Sinas 6 [3]
C11 36.75 11.06 0.0853 0.6656 1.0566 0.70 12.2 75 6.4 0.73
In2 Cauchy 12 [3]
C12 37.20 12.37 0.0904 0.6165 1.0681 0.45 6.3 25 0.5 0.61
In2 ?, effusive ?
M13 -31.53 11.68 0.1024 0.6119 1.0377 0.41 27.8 100 15.0 0.25
In1 Milichius 21 [3]
M14 -32.13 12.76 0.1056 0.6094 1.0374 0.27 14.8 35 1.7 0.28
In3 Tobias Mayer 27
V1 10.20 30.70 0.1195 0.5967 1.0134 0.55 30.0 130 42.0 0.46
In1 Valentine [1], Linne 2 [3]
V2 10.26 31.89 0.1116 0.5921 1.0343 0.62 11.0 80 1.9 0.34
In2
Ga1 -14.84 -0.75 0.1129 0.6067 1.0303 0.57 30.0 140 50.0 0.51
In1 Gambart 22 [3]
L6 -29.16 47.08 0.1204 0.5578 1.0433 0.52 10.0 45 1.5 0.42
In2 Laplace 6 [3]
Pa1 -47.88 -26.63 0.1382 0.6054 1.0224 0.50 13.5 60 4.3 0.5 (est.)
In2 Palmieri 1 [12]
Du3 71.30 5.54 0.1376 0.5848 1.0648 0.88 11.7 90 3.0 0.31
In2 ? Dubiago 3 [3, 9]




























Highland domes [4]












G1 -40.38 36.43 0.1720 0.5648 1.0679 8.30 19.0 1320 187.0 0.5 (est.)
G Gruithuisen Gamma [1]
G2 -39.42 36.11 0.1552 0.5506 1.0583 6.90 27.0 1630 378.0 0.5 (est.)
G Gruithuisen Delta [1]
G3 -40.86 36.92 0.1492 0.5604 1.0647 9.10 7.5 1020 23.0 0.5 (est.)
G Northwest Dome [1]




























Cones [4]












SC1 27.60 18.60 0.0882 0.6645 1.0362 3.54 2.3 72 0.2 0.52
cone Osiris [1], Serenitatis 1
SC2 27.50 18.90 0.0872 0.6609 1.0389 4.00 1.7 60 0.1 0.52
cone Isis [1], Serenitatis 2
MC1 -31.70 10.70 0.0976 0.6167 1.0426 3.90 1.8 61 0.1 0.52
cone










































[1] Inofficial traditional name












[2] Head and Gifford (1980), Moon Planets 22












[3] Kapral and Garfinkle (2005)












[4] Wöhler et al. (2006), Icarus 183(2)












[5] Lena et al. (2006), JRASC 100(1)












[6] Lena et al. (2007a), PSS 55












[7] Wöhler et al. (2007a), LPSC XXXVIII












[8] Wöhler et al. (2007b), Icarus 189












[9] Lena et al. (2008), PSS 56












[10] Lena and Wöhler (2008), LPSC XXXIX












[11] Pau et al. (2008), LPSC XXXIX












[12] Lena et al. (2008a), ST 10












[13] Lena et al. (2008b), ST 10












[14] Lena et al. (2007b), ST 3












[15] Lena et al. (2007c), ST 3