A Smörgåsbord of Skyrmions: index, 1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16
13a ε1.0939 ± 0.0001
b0.9999
r2.4740
VD(3455.2,9592.6,10354.2)
UD(467.5,486.7,480.4)
17.6%symD2h
Symmetric graphene.
13b ε1.0943 ± 0.0001
b0.9999
r2.7873
VD(2829.5,13561.7,13566.0)
UD(494.9,477.3,477.8)
4.40%symC1h
The 6a-Skyrmion attached to the 7a-Skyrmion.
13c ε1.0947 ± 0.0001
b0.9999
r2.4318
VD(3706.6,8909.8,9992.8)
UD(493.5,480.5,463.2)
24.7%symC1h
Symmetric graphene.
13d ε1.0954 ± 0.0001
b0.9999
r2.3809
VD(5837.8,6132.1,9705.5)
UD(525.9,472.3,473.4)
19.9%symC1h
Three cubes with a single Skyrmion added between two of them, or a 9e-Skyrmion attached to the cube.
13e ε1.0955 ± 0.0001
b0.9999
r2.3772
VD(5956.4,5976.3,9683.3)
UD(521.9,471.4,477.1)
0.04%symC1h
Asymmetric graphene with two cubes attached.
13f ε1.0959 ± 0.0001
b0.9999
r2.3624
VD(5695.4,6134.5,9474.7)
UD(518.4,481.2,468.2)
0.04%symC1h
Similar to the 13e-Skyrmion but the asymmetric graphene is rotated by 180°.
13g ε1.0961 ± 0.0001
b0.9999
r2.6349
VD(3538.8,11254.2,11892.3)
UD(487.9,483.4,482.1)
4.42%symC1h
A 6a-Skyrmion loosely attached to a 7a-Skyrmion.
13h ε1.0963 ± 0.0001
b0.9999
r2.3433
VD(4804.3,6844.7,9328.6)
UD(499.1,471.7,481.2)
1.12%symC2v
Symmetric graphene.
13i ε1.0966 ± 0.0001
b0.9999
r2.6954
VD(3579.3,11602.2,12868.7)
UD(479.3,493.9,499.3)
4.82%symC1h
The 6a-Skyrmion attached to the tetrahedron and then to the cube.
13j ε1.0966 ± 0.0001
b0.9999
r2.9560
VD(2374.7,15709.9,15866.5)
UD(473.5,500.6,497.9)
0.05%symC1h
The 8a-Skyrmion capped with a tetrahedron.
13k ε1.0967 ± 0.0001
b0.9999
r2.3172
VD(5515.7,5916.1,8935.4)
UD(486.5,475.5,504.7)
1.12%symC1h [R. Battye and P. Sutcliffe, Phys. Rev. C73, 055205 (2006)]
Asymmetric graphene.
13l ε1.0968 ± 0.0001
b0.9999
r2.3288
VD(4928.0,6622.9,9044.0)
UD(502.6,486.0,476.3)
0.02%sym∅
Asymmetric graphene.
13m ε1.0970 ± 0.0001
b0.9999
r2.4879
VD(4317.3,8831.1,10655.9)
UD(496.4,487.4,479.5)
8.43%symC1h
The cube attached to symmetric graphene.
13n ε1.0970 ± 0.0001
b0.9999
r2.8060
VD(3313.7,13024.6,14120.3)
UD(473.3,504.5,498.2)
0.87%symC2v
Two cubes connected by a 5a-Skyrmion hinge.
13o ε1.0970 ± 0.0001
b0.9999
r2.6301
VD(3329.3,11183.2,12188.4)
UD(494.7,475.9,482.0)
7.96%sym∅
A deformed 9-fullerene with cube attached.
13p ε1.0970 ± 0.0001
b0.9999
r2.6395
VD(3282.6,11341.2,12259.9)
UD(474.8,490.4,486.7)
0.11%symC1h
A deformed 9-fullerene with cube attached, but with the cube rotated by 45° compared with the 13o-Skyrmion.
13q ε1.0971 ± 0.0001
b0.9999
r2.8714
VD(2858.6,14217.0,14870.9)
UD(507.4,481.3,485.9)
0.04%symC1h
A bent chain, or the 6a-Skyrmion attached to the tetrahedron attached to the cube.
13r ε1.0971 ± 0.0001
b0.9999
r2.4741
VD(4400.3,8556.9,10556.3)
UD(505.5,485.3,478.0)
0.07%sym∅
The cube attached to asymmetric graphene.
13s ε1.0972 ± 0.0001
b0.9999
r2.5674
VD(3527.2,10384.9,11475.8)
UD(500.2,475.7,481.0)
0.85%sym∅
The tetrahedron attached to symmetric graphene.
13t ε1.0973 ± 0.0001
b0.9999
r2.4621
VD(4257.2,8797.4,10259.4)
UD(510.2,475.6,468.2)
0.27%symC1h
The cube and the 2-torus attached to the 7a-Skyrmion.
13u ε1.0974 ± 0.0001
b0.9999
r2.4584
VD(4540.8,8403.0,10327.0)
UD(473.2,494.4,490.7)
0.85%symC1h
The same as the 13t-Skyrmion, but with the cube rotated by 45°.
13v ε1.0978 ± 0.0001
b0.9999
r2.7779
VD(2703.7,13428.5,13774.9)
UD(476.3,494.9,497.5)
0.22%symC1h
A chain consisting of a 2-, 2-, 3-, 2-, 2- and 2-torus.
13w ε1.0979 ± 0.0001
b0.9999
r2.7742
VD(2710.3,13432.7,13700.7)
UD(511.2,480.0,474.0)
0.09%symC1h
Similar to the 13v-Skyrmion but the two rightmost tori are in a different orientation.
13x ε1.0982 ± 0.0001
b0.9999
r2.5870
VD(3310.7,10734.7,11838.0)
UD(472.5,493.6,502.6)
0.34%symC1h
The cube attached to symmetric graphene.
13y ε1.0982 ± 0.0001
b0.9999
r2.5692
VD(3437.2,10517.2,11500.1)
UD(498.6,484.4,470.9)
0.02%symC1h
The tetrahedron attached to symmetric graphene.
13z ε1.0984 ± 0.0001
b0.9999
r2.4667
VD(4071.2,9252.4,10055.7)
UD(493.2,477.7,475.8)
0.04%symC1h
The cube attached to symmetric graphene.
13aa ε1.0985 ± 0.0001
b0.9999
r2.5544
VD(4787.9,8997.6,11339.6)
UD(474.2,497.0,511.9)
0.43%sym∅
The 8a-Skyrmion attached to the 5a-Skyrmion out of the plane.
13ab ε1.0987 ± 0.0001
b0.9999
r2.7355
VD(3655.8,11925.6,13419.3)
UD(476.1,512.0,494.3)
0.02%symC1h
The 8a-Skyrmion attached to the 5a-Skyrmion in a plane.
13ac ε1.0988 ± 0.0001
b0.9999
r2.3364
VD(4592.3,7136.2,9062.1)
UD(495.1,477.0,483.5)
0.02%symC1h
Symmetric graphene.
13ad ε1.0990 ± 0.0001
b0.9999
r2.5128
VD(6141.8,7242.5,10991.6)
UD(517.2,497.0,478.5)
0.61%symC1h
Three cubes joined by a single Skyrmion in the center, with approximate C3v symmetry.
13ae ε1.0990 ± 0.0001
b0.9999
r2.4651
VD(4262.5,8675.4,10396.4)
UD(507.8,475.4,487.5)
0.13%sym∅
The cube attached to asymmetric graphene.
13af ε1.0991 ± 0.0001
b0.9999
r2.6940
VD(3307.4,12050.0,12779.7)
UD(502.0,478.3,483.8)
0.02%sym∅
A conglomerate of Skyrmion clusters.
13ag ε1.0995 ± 0.0001
b0.9999
r2.2553
VD(5129.8,6326.4,7739.8)
UD(487.8,503.7,497.7)
0.38%symC1h
There are many distinct toroidal faces, suggesting that this is folded graphene.
13ah ε1.0998 ± 0.0001
b0.9999
r2.4188
VD(6235.6,6245.8,10033.4)
UD(471.7,498.5,498.7)
0.02%symC3
Three cubes joined by a single Skyrmion in the center, with C3 symmetry.
13ai ε1.1002 ± 0.0001
b0.9999
r2.1937
VD(5410.0,5843.0,6880.7)
UD(506.3,492.6,483.5)
0.04%sym∅
A 3-dimensional shell with a single Skyrmion inside.
13aj ε1.1038 ± 0.0001
b0.9999
r2.1875
VD(4949.7,6077.5,6738.1)
UD(539.4,509.9,488.4)
0.02%symC1h
A 2-torus and three single Skyrmions attached to two cubes in a 3-dimensional arrangement.