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LAMMPS data file from msi2lmp v3.8 for crambin-class1
642 atoms
652 bonds
1181 angles
1741 dihedrals
123 impropers
19 atom types
39 bond types
92 angle types
154 dihedral types
14 improper types
-4.516462326 24.921899796 xlo xhi
-1.933422685 22.266929626 ylo yhi
-7.921999931 21.079420090 zlo zhi
Masses
1 14.006700
2 1.007970
3 12.011150
4 1.007970
5 12.011150
6 15.999400
7 12.011150
8 15.999400
9 1.007970
10 12.011150
11 14.006700
12 12.011150
13 32.063999
14 12.011150
15 14.006700
16 12.011150
17 12.011150
18 12.011150
19 15.999400
Pair Coeffs
1 0.1669999743 3.5012320066
2 0.0000000000 0.0000000000
3 0.0389999952 3.8754094636
4 0.0380000011 2.4499714540
5 0.1479999981 3.6170487995
6 0.2280000124 2.8597848722
7 0.0389999952 3.8754094636
8 0.2280000124 2.8597848722
9 0.0000000000 0.0000000000
10 0.0389999952 3.8754094636
11 0.1669999743 3.5012320066
12 0.0389999952 3.8754094636
13 0.0429759086 3.3677544003
14 0.1479999981 3.6170487995
15 0.1669999743 3.5012320066
16 0.1479999981 3.6170487995
17 0.0389999952 3.8754094636
18 0.1479999981 3.6170487995
19 0.2280000124 2.8597848722
Bond Coeffs
1 356.5988 1.4700
2 457.4592 1.0260
3 283.0924 1.5200
4 322.7158 1.5260
5 340.6175 1.1050
6 615.3220 1.2300
7 388.0000 1.3200
8 322.7158 1.5260
9 384.0000 1.4200
10 340.6175 1.1050
11 540.6336 0.9600
12 340.6175 1.1050
13 377.5752 1.4600
14 483.4512 1.0260
15 322.7158 1.5260
16 228.0000 1.8000
17 340.6175 1.1050
18 180.0000 2.0000
19 377.5752 1.4600
20 322.7158 1.5260
21 384.0000 1.4200
22 322.7158 1.5260
23 322.7158 1.5260
24 322.7158 1.5260
25 388.0000 1.3200
26 388.0000 1.3200
27 457.4592 1.0260
28 283.0924 1.5200
29 388.0000 1.3200
30 283.0924 1.5100
31 480.0000 1.3400
32 363.4164 1.0800
33 377.5752 1.4600
34 283.0924 1.5200
35 340.6175 1.1050
36 400.0000 1.3700
37 384.0000 1.3700
38 283.0924 1.5200
39 540.0000 1.2500
Angle Coeffs
1 41.6000 110.0000
2 36.0000 105.5000
3 46.6000 110.5000
4 50.0000 109.5000
5 45.0000 109.5000
6 50.0000 109.5000
7 44.4000 110.0000
8 57.3000 109.5000
9 68.0000 120.0000
10 68.0000 120.0000
11 53.5000 114.1000
12 70.0000 109.5000
13 46.6000 110.5000
14 44.4000 110.0000
15 70.0000 109.5000
16 57.0000 109.5000
17 44.4000 110.0000
18 58.5000 106.0000
19 44.4000 110.0000
20 39.5000 106.4000
21 111.0000 118.0000
22 35.0000 122.0000
23 37.5000 115.0000
24 50.0000 109.5000
25 50.0000 109.5000
26 51.5000 109.5000
27 46.6000 110.5000
28 50.0000 109.5000
29 44.4000 110.0000
30 62.0000 109.0000
31 45.0000 109.0000
32 44.4000 110.0000
33 39.5000 106.4000
34 75.0000 109.5000
35 37.0000 120.0000
36 111.0000 118.0000
37 50.0000 109.5000
38 51.5000 109.5000
39 44.4000 110.0000
40 46.6000 110.5000
41 46.6000 110.5000
42 70.0000 109.5000
43 57.0000 109.5000
44 58.5000 106.0000
45 46.6000 110.5000
46 46.6000 110.5000
47 44.4000 110.0000
48 46.6000 110.5000
49 44.4000 110.0000
50 44.4000 110.0000
51 44.4000 110.0000
52 46.6000 110.5000
53 46.6000 110.5000
54 50.0000 109.5000
55 44.4000 110.0000
56 44.4000 110.0000
57 111.0000 118.0000
58 102.0000 120.0000
59 102.0000 120.0000
60 37.5000 115.0000
61 33.0000 125.0000
62 46.6000 110.5000
63 45.0000 109.5000
64 68.0000 120.0000
65 68.0000 120.0000
66 53.5000 114.1000
67 37.5000 115.0000
68 46.6000 110.5000
69 44.4000 110.0000
70 90.0000 120.0000
71 44.2000 120.0000
72 37.0000 120.0000
73 46.6000 110.5000
74 111.0000 118.0000
75 35.0000 122.0000
76 50.0000 109.5000
77 45.0000 109.5000
78 51.5000 109.5000
79 39.5000 106.4000
80 68.0000 120.0000
81 53.5000 114.1000
82 46.6000 110.5000
83 145.0000 123.0000
84 122.8000 110.0000
85 50.0000 112.0000
86 60.0000 120.0000
87 50.0000 109.0000
88 46.6000 110.5000
89 50.0000 109.5000
90 45.0000 109.5000
91 145.0000 123.0000
92 68.0000 120.0000
Dihedral Coeffs
1 0.0889 1 3
2 0.0889 1 3
3 0.0889 1 3
4 0.0000 1 0
5 0.0000 1 0
6 0.0000 1 0
7 0.0000 1 0
8 0.0000 1 0
9 0.0000 1 0
10 0.1581 1 3
11 0.1581 1 3
12 0.1581 1 3
13 0.1581 1 3
14 0.1581 1 3
15 0.1581 1 3
16 0.1581 1 3
17 0.1581 1 3
18 0.1581 1 3
19 3.8000 -1 2
20 1.8000 -1 2
21 3.2000 -1 2
22 1.2000 -1 2
23 0.1581 1 3
24 0.1581 1 3
25 0.1581 1 3
26 0.1300 1 3
27 0.1300 1 3
28 0.1300 1 3
29 0.0000 1 0
30 0.0000 1 0
31 0.0000 1 0
32 0.0000 1 0
33 0.0000 1 0
34 0.0000 1 0
35 0.0000 1 0
36 0.0000 1 0
37 0.1581 1 3
38 0.1581 1 3
39 0.1581 1 3
40 0.0000 1 0
41 0.0000 1 0
42 0.0000 1 0
43 0.0000 1 0
44 0.1581 1 3
45 0.1581 1 3
46 0.1581 1 3
47 0.1581 1 3
48 0.1581 1 3
49 0.1581 1 3
50 0.1400 1 3
51 0.1400 1 3
52 5.5000 1 2
53 3.8000 -1 2
54 3.2000 -1 2
55 0.0000 1 0
56 0.0000 1 0
57 0.0000 1 0
58 0.0000 1 0
59 0.0000 1 0
60 0.0000 1 0
61 0.0000 1 0
62 0.1581 1 3
63 0.1581 1 3
64 0.1581 1 3
65 0.1581 1 3
66 0.1581 1 3
67 0.1581 1 3
68 0.1581 1 3
69 0.1581 1 3
70 0.1581 1 3
71 0.1581 1 3
72 0.1581 1 3
73 0.1581 1 3
74 0.1300 1 3
75 0.1300 1 3
76 0.1581 1 3
77 0.1581 1 3
78 0.1581 1 3
79 0.1581 1 3
80 0.1581 1 3
81 0.1581 1 3
82 0.1581 1 3
83 0.1581 1 3
84 0.1581 1 3
85 0.1581 1 3
86 0.1581 1 3
87 0.1581 1 3
88 0.1581 1 3
89 0.0000 1 0
90 0.0000 1 0
91 0.0000 1 0
92 0.0000 1 0
93 0.1581 1 3
94 0.1581 1 3
95 0.1581 1 3
96 0.0000 1 0
97 0.0000 1 0
98 3.4000 -1 2
99 3.4000 -1 2
100 3.4000 -1 2
101 0.1581 1 3
102 0.1581 1 3
103 0.1581 1 3
104 0.0000 1 0
105 0.0000 1 0
106 0.0000 1 0
107 0.0000 1 0
108 1.5000 -1 2
109 1.5000 -1 2
110 0.1581 1 3
111 0.1581 1 3
112 0.1581 1 3
113 0.0000 1 2
114 0.0000 1 2
115 3.0000 -1 2
116 3.0000 -1 2
117 3.0000 -1 2
118 3.0000 -1 2
119 3.0000 -1 2
120 0.1581 1 3
121 0.1581 1 3
122 0.1581 1 3
123 0.1581 1 3
124 0.1581 1 3
125 3.8000 -1 2
126 3.2000 -1 2
127 0.0000 1 0
128 0.0000 1 0
129 0.0000 1 0
130 0.0000 1 0
131 0.0000 1 0
132 0.0000 1 0
133 0.0000 1 0
134 0.0000 1 0
135 3.2000 -1 2
136 1.2000 -1 2
137 0.1581 1 3
138 0.1581 1 3
139 0.0000 1 0
140 0.0000 1 0
141 0.0000 1 0
142 2.2500 -1 2
143 2.2500 -1 2
144 3.0000 -1 2
145 3.0000 -1 2
146 0.7500 -1 2
147 0.0000 1 0
148 0.0000 1 0
149 0.0000 1 0
150 0.0000 1 0
151 0.0000 1 0
152 0.0000 1 0
153 0.1581 1 3
154 0.1581 1 3
Improper Coeffs
1 10.0000 -1 2
2 0.0500 -1 2
3 0.0500 -1 2
4 10.0000 -1 2
5 0.0500 -1 2
6 10.0000 -1 2
7 0.0500 -1 2
8 0.3700 -1 2
9 0.3700 -1 2
10 0.0500 -1 2
11 10.0000 -1 2
12 11.6000 -1 2
13 0.0000 -1 2
14 11.6000 -1 2
Atoms
1 1 1 -0.500000 17.047000885 14.098999977 3.625000000
2 1 2 0.360000 16.238992691 14.681707382 3.886676073
3 1 2 0.360000 17.917675018 14.581335068 3.889913321
4 1 2 0.360000 17.039421082 13.939416885 2.607465982
5 1 3 0.320000 16.966999054 12.784000397 4.337999821
6 1 4 0.100000 16.972635269 11.928232193 3.662923098
7 1 5 0.380000 15.685000420 12.755000114 5.132999897
8 1 6 -0.380000 15.267999649 13.824999809 5.593999863
9 1 7 -0.070000 18.170000076 12.703000069 5.336999893
10 1 4 0.100000 18.120826721 13.621001244 5.922624588
11 1 8 -0.380000 19.333999634 12.829000473 4.462999821
12 1 9 0.350000 19.691650391 13.794054985 4.503693104
13 1 10 -0.300000 18.149999619 11.545999527 6.303999901
14 1 4 0.100000 19.007284164 11.616475105 6.973474979
15 1 4 0.100000 17.230155945 11.575787544 6.888035774
16 1 4 0.100000 18.198083878 10.608263016 5.750428200
17 2 11 -0.500000 15.114999771 11.555000305 5.264999866
18 2 2 0.280000 15.528337479 10.717791557 4.830105782
19 2 3 0.120000 13.855999947 11.468999863 6.065999985
20 2 4 0.100000 13.508913994 12.491562843 6.214313030
21 2 5 0.380000 14.163999557 10.784999847 7.379000187
22 2 6 -0.380000 14.993000031 9.862000465 7.442999840
23 2 7 -0.070000 12.732000351 10.711000443 5.261000156
24 2 4 0.100000 11.753349304 10.621357918 5.732493877
25 2 8 -0.380000 13.307999611 9.439000130 4.926000118
26 2 9 0.350000 12.585855484 8.833214760 4.510751247
27 2 10 -0.300000 12.484000206 11.442000389 3.894999981
28 2 4 0.100000 11.803796768 10.849267006 3.283370495
29 2 4 0.100000 12.044157028 12.421771049 4.081242085
30 2 4 0.100000 13.431519508 11.563512802 3.370076180
31 3 11 -0.500000 13.487999916 11.241000175 8.416999817
32 3 2 0.280000 12.810626030 12.002311707 8.267102242
33 3 3 0.120000 13.659999847 10.706999779 9.786999702
34 3 4 0.100000 14.238283157 9.783084869 9.778588295
35 3 5 0.380000 12.269000053 10.430999756 10.322999954
36 3 6 -0.380000 11.392999649 11.307999611 10.185000420
37 3 12 -0.300000 14.368000031 11.748000145 10.690999985
38 3 4 0.100000 13.670405388 12.570071220 10.851186752
39 3 4 0.100000 14.606354713 11.254445076 11.633172989
40 3 13 0.100000 15.885000229 12.425999641 10.015999794
41 4 11 -0.500000 12.019000053 9.272000313 10.928000450
42 4 2 0.280000 12.770128250 8.579818726 11.060630798
43 4 3 0.120000 10.645999908 8.991000175 11.407999992
44 4 4 0.100000 10.045209885 9.855814934 11.126492500
45 4 5 0.380000 10.654000282 8.793000221 12.918999672
46 4 6 -0.380000 11.659000397 8.295999527 13.491000175
47 4 12 -0.300000 10.057000160 7.751999855 10.682000160
48 4 4 0.100000 10.731808662 6.925758839 10.905740738
49 4 4 0.100000 9.122684479 7.521792412 11.194015503
50 4 13 0.100000 9.836999893 8.017999649 8.904000282
51 5 11 -0.420000 9.560999870 9.107999802 13.562999725
52 5 3 0.060000 9.447999954 9.034000397 15.012000084
53 5 4 0.100000 10.341467857 9.534400940 15.385380745
54 5 12 0.060000 8.366000175 9.803999901 12.958000183
55 5 4 0.100000 8.002507210 9.270477295 12.079748154
56 5 4 0.100000 8.616027832 10.819077492 12.649448395
57 5 5 0.380000 9.288000107 7.670000076 15.605999947
58 5 6 -0.380000 9.489999771 7.519000053 16.819000244
59 5 12 -0.200000 8.229999542 9.956999779 15.345000267
60 5 4 0.100000 7.714309216 9.644173622 16.252912521
61 5 4 0.100000 8.527364731 10.997467041 15.475772858
62 5 12 -0.200000 7.337999821 9.786000252 14.114000320
63 5 4 0.100000 6.782078266 8.848659515 14.135046959
64 5 4 0.100000 6.614880562 10.595389366 14.013560295
65 6 11 -0.500000 8.875000000 6.685999870 14.795999527
66 6 2 0.280000 8.693690300 6.898229599 13.804543495
67 6 3 0.120000 8.673000336 5.314000130 15.279000282
68 6 4 0.100000 9.487320900 5.098019123 15.970617294
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