The Sutton-Chen family of potentials can be used to model a variety of transition metal clusters.
The 12-6 potential models silver and rhodium, the 9-6 potential
nickel and copper, and the 10-8 potential gold and platinum.
For these three potentials we have attempted to find the global minima of all clusters with
up to 80 atoms have been found.
The work described on the above pages can be found in the following paper:
If you can improve on any of the results given in these pages email us,
and I will update the database.
Sutton-Chen 12-6 Clusters: Table of Global Minima
Global minima for Sutton-Chen 12-6 clusters
with N<80.
For each minimum the energy and point group are given and a structural
assignment made if possible.
The structural categories are:
icosahedral with an anti-Mackay (aM) or a Mackay overlayer (M);
decahedral with n atoms along the decahedral axis (dn);
close-packed fcc (f), hcp (h), or
involving a mixture of stacking sequences and twin planes (c); and
clusters involving disclination lines (dis).
Click on a label to access the points file for the structure in Cartesian coordinates.
The unit of distance is the latttice constant, a.
The first line contains the values of the parameters in the Sutton-Chen potential e, c, a, n and m.

Alternatively, click here to access a tar file containing all the points.
N |
Energy/e |
PG |
|
|
N |
Energy/e |
PG |
|
3 |
-1704.6905 |
D3h |
|
|
42 |
-39301.6696 |
Cs |
M |
4 |
-2601.8447 |
Td |
|
|
43 |
-40341.8543 |
Cs |
M |
5 |
-3461.3452 |
D3h |
|
|
44 |
-41310.9157 |
C1 |
M |
6 |
-4378.8875 |
Oh |
|
|
45 |
-42345.0912 |
Cs |
d4 |
7 |
-5271.2947 |
D5h |
|
|
46 |
-43436.2827 |
C2v |
M |
8 |
-6129.7564 |
D2d |
|
|
47 |
-44405.1884 |
C1 |
M |
9 |
-7048.7552 |
C2v |
|
|
48 |
-45470.1069 |
C2v |
d4 |
10 |
-7972.0971 |
C3v |
|
|
49 |
-46521.2131 |
C3v |
M |
11 |
-8889.9627 |
C2v |
|
|
50 |
-47518.6719 |
D3h |
c |
12 |
-9871.2458 |
C5v |
|
|
51 |
-48522.4267 |
C2v |
M |
13 |
-10968.5082 |
Ih |
M |
|
52 |
-49616.1377 |
C3v |
M |
14 |
-11798.8479 |
C3v |
aM |
|
53 |
-50706.4665 |
C2v |
M |
15 |
-12742.9841 |
C2v |
aM |
|
54 |
-51796.0777 |
C5v |
M |
16 |
-13672.6475 |
Cs |
aM |
|
55 |
-52884.6806 |
Ih |
M |
17 |
-14606.3231 |
C2 |
aM |
|
56 |
-53756.6516 |
C3v |
M |
18 |
-15535.3810 |
Cs |
aM |
|
57 |
-54700.1733 |
Cs |
aM |
19 |
-16595.0561 |
D5h |
aM |
|
58 |
-55753.8515 |
C3v |
aM |
20 |
-17510.9209 |
C2v |
aM |
|
59 |
-56751.4572 |
Td |
c |
21 |
-18433.0300 |
C1 |
aM |
|
60 |
-57763.6760 |
Cs |
aM |
22 |
-19422.7209 |
Cs |
|
|
61 |
-58809.0448 |
C2v |
aM |
23 |
-20383.3977 |
D3h |
|
|
62 |
-59765.2180 |
C2v |
aM |
24 |
-21315.4208 |
C2v |
h |
|
63 |
-60822.3826 |
Cs |
d5 |
25 |
-22339.6319 |
C3v |
d3 |
|
64 |
-61925.6244 |
C2v |
d5 |
26 |
-23337.2211 |
D3h |
h |
|
65 |
-62903.7387 |
C2v |
d5 |
27 |
-24284.3891 |
Cs |
h |
|
66 |
-63959.3105 |
Cs |
d5 |
28 |
-25276.9501 |
C3v |
M |
|
67 |
-65011.2767 |
C2v |
d5 |
29 |
-26263.2779 |
C2v |
d4 |
|
68 |
-65980.5983 |
C3v |
c |
30 |
-27253.8536 |
C2v |
d3 |
|
69 |
-67020.4042 |
C1 |
d5 |
31 |
-28274.4371 |
C2v |
d4 |
|
70 |
-68114.9462 |
Cs |
d5 |
32 |
-29265.3320 |
C2v |
M |
|
71 |
-69216.6518 |
C2v |
d5 |
33 |
-30274.9603 |
C2v |
d4 |
|
72 |
-70171.4663 |
C1 |
d5 |
34 |
-31231.7697 |
C2v |
c |
|
73 |
-71225.8547 |
C2v |
d5 |
35 |
-32280.3945 |
C2v |
d4 |
|
74 |
-72318.7243 |
C5v |
d5 |
36 |
-33253.9352 |
Cs |
M |
|
75 |
-73421.0521 |
D5h |
d5 |
37 |
-34302.6067 |
C3v |
c |
|
76 |
-74375.6975 |
Cs |
d5 |
38 |
-35419.9804 |
Oh |
f |
|
77 |
-75430.9852 |
C2v |
d5 |
39 |
-36364.8587 |
C4v |
f |
|
78 |
-76385.4318 |
C1 |
d5 |
40 |
-37324.3708 |
Cs |
M |
|
79 |
-77456.0255 |
D3h |
c |
41 |
-38316.5698 |
Cs |
c |
|
80 |
-78414.6271 |
Cs |
c |