1LAMMPS data file. msi2lmp v3.9.7 / 24 Oct 2015 / CGCMM for naphthalene-class1
2
3     18 atoms
4     19 bonds
5     30 angles
6     44 dihedrals
7     10 impropers
8
9   2 atom types
10   2 bond types
11   2 angle types
12   3 dihedral types
13   2 improper types
14
15     0.064669444    20.064669444 xlo xhi
16   -20.061369444    -0.061369444 ylo yhi
17   -20.006684444    -0.006684444 zlo zhi
18
19Masses
20
21   1   1.007970 # h
22   2  12.011150 # cp
23
24Pair Coeffs # lj/cut/coul/long
25
26   1   0.0380000011   2.4499714540 # h
27   2   0.1479999981   3.6170487995 # cp
28
29Bond Coeffs # harmonic
30
31   1   363.4164     1.0800 # h-cp
32   2   480.0000     1.3400 # cp-cp
33
34Angle Coeffs # harmonic
35
36   1    37.0000   120.0000 # h-cp-cp
37   2    90.0000   120.0000 # cp-cp-cp
38
39Dihedral Coeffs # harmonic
40
41  1     3.0000  -1   2 # h-cp-cp-cp
42  2     3.0000  -1   2 # h-cp-cp-h
43  3     3.0000  -1   2 # cp-cp-cp-cp
44
45Improper Coeffs # cvff
46
47    1     0.3700  -1   2 # h-cp-cp-cp
48    2     0.3700  -1   2 # cp-cp-cp-cp
49
50Atoms # full
51
52      1      1   1  0.132000     6.500000000    -9.500000000   -10.000000000   0   0   0 # h
53      2      1   2 -0.128000     7.599900000    -9.500000000   -10.000000000   0   0   0 # cp
54      3      1   2 -0.127000     8.288980000    -8.262840000   -10.000000000   0   0   0 # cp
55      4      1   2 -0.117000     9.661860000    -8.228710000   -10.001500000   0   0   0 # cp
56      5      1   2 -0.037000    10.406020000    -9.440000000   -10.006040000   0   0   0 # cp
57      6      1   2 -0.036000     9.719960000   -10.680950000   -10.004000000   0   0   0 # cp
58      7      1   2 -0.117000     8.297670000   -10.682850000   -10.001160000   0   0   0 # cp
59      8      1   1  0.131000     7.705780000    -7.329930000    -9.996380000   0   0   0 # h
60      9      1   1  0.133000    10.206130000    -7.272850000   -10.002830000   0   0   0 # h
61     10      1   1  0.132000     7.770540000   -11.648530000   -10.000400000   0   0   0 # h
62     11      1   2 -0.119000    11.828680000    -9.441740000   -10.010130000   0   0   0 # cp
63     12      1   2 -0.127000    12.527620000   -10.622850000   -10.015250000   0   0   0 # cp
64     13      1   2 -0.127000    11.844840000   -11.863540000   -10.015940000   0   0   0 # cp
65     14      1   2 -0.118000    10.470950000   -11.888220000   -10.009030000   0   0   0 # cp
66     15      1   1  0.132000    12.355170000    -8.475370000   -10.009670000   0   0   0 # h
67     16      1   1  0.131000    13.627550000   -10.611020000   -10.018380000   0   0   0 # h
68     17      1   1  0.133000    12.414260000   -12.804680000   -10.020060000   0   0   0 # h
69     18      1   1  0.131000     9.938140000   -12.850570000   -10.009550000   0   0   0 # h
70
71Bonds
72
73     1   1      1      2
74     2   2      2      3
75     3   2      2      7
76     4   2      3      4
77     5   1      8      3
78     6   2      4      5
79     7   1      9      4
80     8   2      5      6
81     9   2      5     11
82    10   2      6      7
83    11   2      6     14
84    12   1     10      7
85    13   2     11     12
86    14   1     15     11
87    15   2     12     13
88    16   1     16     12
89    17   2     13     14
90    18   1     17     13
91    19   1     18     14
92
93Angles
94
95     1   1      1      2      3
96     2   1      1      2      7
97     3   2      3      2      7
98     4   2      2      3      4
99     5   1      8      3      2
100     6   1      8      3      4
101     7   2      3      4      5
102     8   1      9      4      3
103     9   1      9      4      5
104    10   2      4      5      6
105    11   2      4      5     11
106    12   2      6      5     11
107    13   2      5      6      7
108    14   2      5      6     14
109    15   2      7      6     14
110    16   2      2      7      6
111    17   1     10      7      2
112    18   1     10      7      6
113    19   2      5     11     12
114    20   1     15     11      5
115    21   1     15     11     12
116    22   2     11     12     13
117    23   1     16     12     11
118    24   1     16     12     13
119    25   2     12     13     14
120    26   1     17     13     12
121    27   1     17     13     14
122    28   2      6     14     13
123    29   1     18     14      6
124    30   1     18     14     13
125
126Dihedrals
127
128     1   1      1      2      3      4
129     2   2      1      2      3      8
130     3   3      7      2      3      4
131     4   1      8      3      2      7
132     5   1      1      2      7      6
133     6   2      1      2      7     10
134     7   3      3      2      7      6
135     8   1     10      7      2      3
136     9   3      2      3      4      5
137    10   1      9      4      3      2
138    11   1      8      3      4      5
139    12   2      8      3      4      9
140    13   3      3      4      5      6
141    14   3      3      4      5     11
142    15   1      9      4      5      6
143    16   1      9      4      5     11
144    17   3      4      5      6      7
145    18   3      4      5      6     14
146    19   3     11      5      6      7
147    20   3     11      5      6     14
148    21   3      4      5     11     12
149    22   1     15     11      5      4
150    23   3      6      5     11     12
151    24   1     15     11      5      6
152    25   3      5      6      7      2
153    26   1     10      7      6      5
154    27   3     14      6      7      2
155    28   1     10      7      6     14
156    29   3      5      6     14     13
157    30   1     18     14      6      5
158    31   3      7      6     14     13
159    32   1     18     14      6      7
160    33   3      5     11     12     13
161    34   1     16     12     11      5
162    35   1     15     11     12     13
163    36   2     15     11     12     16
164    37   3     11     12     13     14
165    38   1     17     13     12     11
166    39   1     16     12     13     14
167    40   2     16     12     13     17
168    41   3     12     13     14      6
169    42   1     18     14     13     12
170    43   1     17     13     14      6
171    44   2     17     13     14     18
172
173Impropers
174
175     1   1      1      2      3      7
176     2   1      8      3      4      2
177     3   1      9      4      5      3
178     4   2      4      5      6     11
179     5   2      5      6      7     14
180     6   1     10      7      6      2
181     7   1     15     11     12      5
182     8   1     16     12     13     11
183     9   1     17     13     14     12
184    10   1     18     14     13      6
185
186