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51 Commits

Author SHA1 Message Date
d11363c7eb Merge pull request #220 from rbberger/fix-doc-makefile
Allow building non-html doc targets without Python3 and virtualenv
2016-10-13 17:00:23 -06:00
5aefb2a882 Merge pull request #219 from akohlmey/python-no-double-load
do not require the LAMMPS shared library when loading the python wrapper from inside LAMMPS
2016-10-13 16:58:35 -06:00
40f2310a2a Merge pull request #218 from timattox/USER-DPD_fix_rx_init_bugfix
USER-DPD fix_rx initialization bugfix
2016-10-13 16:56:19 -06:00
2c8a7a318a bug fix for fix GCMC w/ fix shake, enhance of fix wall/gran/region with restarting 2016-10-13 16:55:53 -06:00
95cca1bd9f Allow building other targets without Python3 and virtualenv 2016-10-13 11:40:44 -04:00
0b426dadc1 do not require the LAMMPS shared library when loading the python wrapper from inside LAMMPS
Thanks to Giacomo Fiorin for figuring this out with NAMD/Colvars.
This requires linking with -Xlinker -export-dynamic or equivalent,
which is the default when using python-config to provide linker flags.
We will fall back to loading the DSO in case the initial load fails.
2016-10-12 18:36:38 -04:00
fcb5271026 USER-DPD: Initialize the dpdThetaLocal array consistently in fix_rx 2016-10-12 15:56:45 -04:00
4958e114ba USER-DPD bugfix: Properly initialize the local temperature averaging array. 2016-10-12 15:46:46 -04:00
63e71cd45b patch to add DPD-VV 2016-10-12 07:35:47 -06:00
4a5d9eaae2 Merge pull request #217 from akohlmey/small-fixes
Collected small changes and bugfixes
2016-10-12 07:32:08 -06:00
4e3a55047f Merge pull request #215 from timattox/USER-DPD_bugfix_for_dtsqrt
USER-DPD Bugfix: reset_dt() is not called when I thought it should be called.
2016-10-12 07:30:10 -06:00
f8a26dd158 update Timer::force_timeout() to trigger at next loop iteration 2016-10-12 07:26:03 -04:00
c24bf512f3 update #include statements for system includes 2016-10-12 00:00:53 -04:00
6b4ab0a390 update .gitignore 2016-10-12 00:00:21 -04:00
adc98e07df whitespace cleanup in USER-DPD 2016-10-11 23:58:36 -04:00
39a22039e9 correct broken link 2016-10-11 23:57:40 -04:00
b75860048b updates for recent changes to the manual 2016-10-11 23:50:45 -04:00
0eb7fbf34d tweaks to new USER-DPD docs 2016-10-11 15:43:59 -06:00
2f07a627a2 Forgot to remove my call to reset_dt() 2016-10-11 16:30:41 -04:00
559637f4bc USER-DPD Bugfix: reset_dt() is not called when I thought it should be called.
Move the calculation of dtsqrt inside FixShardlow::initial_integrate()
2016-10-11 16:11:29 -04:00
fbf7df14b5 Merge pull request #212 from timattox/USER-DPD_fix_eos_atom_style_checks
USER-DPD: Add atom_style compatibility checks in fix_eos_*.cpp files.
2016-10-11 13:40:00 -06:00
6f1162927a Merge pull request #207 from timattox/USER-DPD_new_VV_for_DPD
USER-DPD: add support for using VV with DPD
2016-10-11 13:39:25 -06:00
803dc57bfa Merge pull request #214 from akohlmey/make-no-lib-no-mpiio
make no-lib should also remove MPIIO and USER-LB packages
2016-10-11 12:42:53 -06:00
3e8e2911cc Merge pull request #213 from akohlmey/improper-virial-bugfixes
Improper virial bugfixes
2016-10-11 12:42:08 -06:00
04f5eadcf1 added LAST option to dump_modify thresh, more restart info printed out to screen 2016-10-11 12:39:52 -06:00
b00b40bccd make no-lib should also remove MPIIO and USER-LB packages 2016-10-11 08:03:59 -04:00
ef079ae4eb bugfix for AngleAngle term in CLASS2 impropers by Ivan A. Strelnikov, ICP RAS
this closes #56
2016-10-10 23:56:36 -04:00
bb0bfd508b Merge branch 'master' into improper-virial-bugfixes 2016-10-10 23:55:36 -04:00
e70d530c46 Merge pull request #203 from rbberger/txt2rst-external-link-fix
txt2rst external link fix
2016-10-10 13:59:27 -06:00
ed8cc82713 Merge pull request #211 from akohlmey/add-respa-to-fix-flow-gauss
Add respa support to fix flow/gauss
2016-10-10 13:59:01 -06:00
27dac02466 Merge pull request #209 from akohlmey/static-double-deallocation-workaround
workaround for double free issue when using USER-COLVARS with with lammps python wrapper and python package
2016-10-10 13:58:16 -06:00
467bcad0a0 Merge pull request #204 from rbberger/fix-user-omp
Migrate changes from GRANULAR to USER-OMP
2016-10-10 13:57:37 -06:00
a2b0840064 USER-DPD: Add atom_style compatibility checks in fix_eos_*.cpp files. 2016-10-10 13:40:33 -04:00
144e6a8091 whitespace cleanup 2016-10-10 09:40:09 -04:00
72ac073412 edited documentation
(cherry picked from commit eff14c74b0)
2016-10-10 09:38:54 -04:00
49c45ab03b edited documentation
(cherry picked from commit fd560889c3)
2016-10-10 09:38:53 -04:00
c2cd439944 first draft of documentation for respa
(cherry picked from commit d7dcbcfbd9)
2016-10-10 09:38:53 -04:00
e96ebb29bc adjusted default respa level to be outermost
(cherry picked from commit 7fc4d46a41)
2016-10-10 09:38:53 -04:00
3ce178d43f now understand how respa works in lammps
(cherry picked from commit c829027e83)
2016-10-10 09:38:52 -04:00
23781d6ec9 added respa to fix_flow_gauss, not fully understood yet
(cherry picked from commit 8d9737b04d)
2016-10-10 09:38:52 -04:00
fca6d721c0 completed synchronization with non-threaded version 2016-10-10 09:16:21 -04:00
dd192ca7ea whitespace cleanup 2016-10-10 09:15:42 -04:00
683689c808 revert to previous style conventions for size_t constants 2016-10-08 11:00:23 -04:00
e01e90eb96 workaround for double free issue when using USER-COLVARS with lammps code loaded as shared library into a standalone executable 2016-10-08 10:45:22 -04:00
9507a786f0 USER-DPD: whitespace and indentation fixes 2016-10-07 15:59:47 -04:00
9789f047d7 USER-DPD: update the USER/dpd examples and their reference outputs 2016-10-07 15:55:35 -04:00
e27ed6c94a USER-DPD: Added support to use VV integrator with USER-DPD if desired.
Includes documentation and examples.
NOTE: VV requires very small timesteps under isoenergetic conditions.
Consider using fix_shardlow instead, since this VV support is
primarily for comparison purposes.
2016-10-07 15:03:30 -04:00
615a2da044 Migrate changes from GRANULAR to USER-OMP 2016-10-06 21:48:06 -04:00
7f3a7c5cbe Fix broken link 2016-10-06 20:33:24 -04:00
e78b4267b7 Fix issue with external links containing anchors 2016-10-06 20:29:07 -04:00
887981cfaa bugfix for virial tally for improper style umbrella from Steven Vandenbrande (U Gent)
this closes #182

(cherry picked from commit 4921dc18a0)
2016-10-06 17:20:22 -04:00
157 changed files with 43125 additions and 1046 deletions

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LAMMPS (15 Feb 2016)
LAMMPS (6 Oct 2016)
# FENE beadspring benchmark
units lj
@ -43,25 +43,25 @@ Neighbor list info ...
master list distance cutoff = 1.52
ghost atom cutoff = 1.52
binsize = 0.76 -> bins = 45 45 45
Memory usage per processor = 11.5189 Mbytes
Memory usage per processor = 12.0423 Mbytes
Step Temp E_pair E_mol TotEng Press
0 0.97029772 0.44484087 20.494523 22.394765 4.6721833
100 0.9729966 0.4361122 20.507698 22.40326 4.6548819
Loop time of 0.978585 on 1 procs for 100 steps with 32000 atoms
Loop time of 0.977647 on 1 procs for 100 steps with 32000 atoms
Performance: 105948.895 tau/day, 102.188 timesteps/s
100.0% CPU use with 1 MPI tasks x no OpenMP threads
Performance: 106050.541 tau/day, 102.286 timesteps/s
99.9% CPU use with 1 MPI tasks x no OpenMP threads
MPI task timing breakdown:
Section | min time | avg time | max time |%varavg| %total
---------------------------------------------------------------
Pair | 0.19562 | 0.19562 | 0.19562 | 0.0 | 19.99
Bond | 0.087475 | 0.087475 | 0.087475 | 0.0 | 8.94
Neigh | 0.44861 | 0.44861 | 0.44861 | 0.0 | 45.84
Comm | 0.032932 | 0.032932 | 0.032932 | 0.0 | 3.37
Output | 0.00010395 | 0.00010395 | 0.00010395 | 0.0 | 0.01
Modify | 0.19413 | 0.19413 | 0.19413 | 0.0 | 19.84
Other | | 0.01972 | | | 2.02
Pair | 0.19421 | 0.19421 | 0.19421 | 0.0 | 19.86
Bond | 0.08741 | 0.08741 | 0.08741 | 0.0 | 8.94
Neigh | 0.45791 | 0.45791 | 0.45791 | 0.0 | 46.84
Comm | 0.032649 | 0.032649 | 0.032649 | 0.0 | 3.34
Output | 0.00012207 | 0.00012207 | 0.00012207 | 0.0 | 0.01
Modify | 0.18071 | 0.18071 | 0.18071 | 0.0 | 18.48
Other | | 0.02464 | | | 2.52
Nlocal: 32000 ave 32000 max 32000 min
Histogram: 1 0 0 0 0 0 0 0 0 0

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@ -1,4 +1,4 @@
LAMMPS (15 Feb 2016)
LAMMPS (6 Oct 2016)
# FENE beadspring benchmark
units lj
@ -43,25 +43,25 @@ Neighbor list info ...
master list distance cutoff = 1.52
ghost atom cutoff = 1.52
binsize = 0.76 -> bins = 45 45 45
Memory usage per processor = 3.91518 Mbytes
Memory usage per processor = 4.14663 Mbytes
Step Temp E_pair E_mol TotEng Press
0 0.97029772 0.44484087 20.494523 22.394765 4.6721833
100 0.97145835 0.43803883 20.502691 22.397872 4.626988
Loop time of 0.271187 on 4 procs for 100 steps with 32000 atoms
Loop time of 0.269205 on 4 procs for 100 steps with 32000 atoms
Performance: 382319.453 tau/day, 368.749 timesteps/s
99.6% CPU use with 4 MPI tasks x no OpenMP threads
Performance: 385133.446 tau/day, 371.464 timesteps/s
99.8% CPU use with 4 MPI tasks x no OpenMP threads
MPI task timing breakdown:
Section | min time | avg time | max time |%varavg| %total
---------------------------------------------------------------
Pair | 0.048621 | 0.050076 | 0.051229 | 0.4 | 18.47
Bond | 0.022254 | 0.022942 | 0.023567 | 0.3 | 8.46
Neigh | 0.11873 | 0.11881 | 0.11887 | 0.0 | 43.81
Comm | 0.019066 | 0.021357 | 0.024297 | 1.3 | 7.88
Output | 5.0068e-05 | 5.5015e-05 | 6.1035e-05 | 0.1 | 0.02
Modify | 0.048737 | 0.050198 | 0.051231 | 0.4 | 18.51
Other | | 0.007751 | | | 2.86
Pair | 0.049383 | 0.049756 | 0.049988 | 0.1 | 18.48
Bond | 0.022701 | 0.022813 | 0.022872 | 0.0 | 8.47
Neigh | 0.11982 | 0.12002 | 0.12018 | 0.0 | 44.58
Comm | 0.020274 | 0.021077 | 0.022348 | 0.5 | 7.83
Output | 5.3167e-05 | 5.6148e-05 | 6.3181e-05 | 0.1 | 0.02
Modify | 0.046276 | 0.046809 | 0.047016 | 0.1 | 17.39
Other | | 0.008669 | | | 3.22
Nlocal: 8000 ave 8030 max 7974 min
Histogram: 1 0 0 1 0 1 0 0 0 1

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@ -1,4 +1,4 @@
LAMMPS (15 Feb 2016)
LAMMPS (6 Oct 2016)
# FENE beadspring benchmark
variable x index 1
@ -59,25 +59,25 @@ Neighbor list info ...
master list distance cutoff = 1.52
ghost atom cutoff = 1.52
binsize = 0.76 -> bins = 89 89 45
Memory usage per processor = 12.8735 Mbytes
Memory usage per processor = 13.2993 Mbytes
Step Temp E_pair E_mol TotEng Press
0 0.97027498 0.44484087 20.494523 22.394765 4.6721833
100 0.97682955 0.44239968 20.500229 22.407862 4.6527025
Loop time of 1.20889 on 4 procs for 100 steps with 128000 atoms
Loop time of 1.14845 on 4 procs for 100 steps with 128000 atoms
Performance: 85764.410 tau/day, 82.720 timesteps/s
99.8% CPU use with 4 MPI tasks x no OpenMP threads
Performance: 90277.919 tau/day, 87.074 timesteps/s
99.9% CPU use with 4 MPI tasks x no OpenMP threads
MPI task timing breakdown:
Section | min time | avg time | max time |%varavg| %total
---------------------------------------------------------------
Pair | 0.21738 | 0.23306 | 0.23926 | 1.9 | 19.28
Bond | 0.094536 | 0.10196 | 0.10534 | 1.4 | 8.43
Neigh | 0.52311 | 0.52392 | 0.52519 | 0.1 | 43.34
Comm | 0.090161 | 0.10022 | 0.12557 | 4.7 | 8.29
Output | 0.00012207 | 0.00017327 | 0.00019598 | 0.2 | 0.01
Modify | 0.19662 | 0.20262 | 0.20672 | 0.8 | 16.76
Other | | 0.04694 | | | 3.88
Pair | 0.2203 | 0.22207 | 0.22386 | 0.3 | 19.34
Bond | 0.094861 | 0.095302 | 0.095988 | 0.1 | 8.30
Neigh | 0.52127 | 0.5216 | 0.52189 | 0.0 | 45.42
Comm | 0.079585 | 0.082159 | 0.084366 | 0.7 | 7.15
Output | 0.00013304 | 0.00015306 | 0.00018501 | 0.2 | 0.01
Modify | 0.18351 | 0.18419 | 0.1856 | 0.2 | 16.04
Other | | 0.04298 | | | 3.74
Nlocal: 32000 ave 32015 max 31983 min
Histogram: 1 0 1 0 0 0 0 0 1 1

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@ -1,4 +1,4 @@
LAMMPS (15 Feb 2016)
LAMMPS (6 Oct 2016)
# LAMMPS benchmark of granular flow
# chute flow of 32000 atoms with frozen base at 26 degrees
@ -47,24 +47,24 @@ Neighbor list info ...
master list distance cutoff = 1.1
ghost atom cutoff = 1.1
binsize = 0.55 -> bins = 73 37 68
Memory usage per processor = 15.567 Mbytes
Step Atoms KinEng 1 Volume
Memory usage per processor = 16.0904 Mbytes
Step Atoms KinEng c_1 Volume
0 32000 784139.13 1601.1263 29833.783
100 32000 784292.08 1571.0968 29834.707
Loop time of 0.550482 on 1 procs for 100 steps with 32000 atoms
Loop time of 0.534174 on 1 procs for 100 steps with 32000 atoms
Performance: 1569.534 tau/day, 181.659 timesteps/s
100.1% CPU use with 1 MPI tasks x no OpenMP threads
Performance: 1617.451 tau/day, 187.205 timesteps/s
99.8% CPU use with 1 MPI tasks x no OpenMP threads
MPI task timing breakdown:
Section | min time | avg time | max time |%varavg| %total
---------------------------------------------------------------
Pair | 0.33849 | 0.33849 | 0.33849 | 0.0 | 61.49
Neigh | 0.040353 | 0.040353 | 0.040353 | 0.0 | 7.33
Comm | 0.018023 | 0.018023 | 0.018023 | 0.0 | 3.27
Output | 0.00020385 | 0.00020385 | 0.00020385 | 0.0 | 0.04
Modify | 0.13155 | 0.13155 | 0.13155 | 0.0 | 23.90
Other | | 0.02186 | | | 3.97
Pair | 0.33346 | 0.33346 | 0.33346 | 0.0 | 62.43
Neigh | 0.043902 | 0.043902 | 0.043902 | 0.0 | 8.22
Comm | 0.018391 | 0.018391 | 0.018391 | 0.0 | 3.44
Output | 0.00022411 | 0.00022411 | 0.00022411 | 0.0 | 0.04
Modify | 0.11666 | 0.11666 | 0.11666 | 0.0 | 21.84
Other | | 0.02153 | | | 4.03
Nlocal: 32000 ave 32000 max 32000 min
Histogram: 1 0 0 0 0 0 0 0 0 0

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@ -1,4 +1,4 @@
LAMMPS (15 Feb 2016)
LAMMPS (6 Oct 2016)
# LAMMPS benchmark of granular flow
# chute flow of 32000 atoms with frozen base at 26 degrees
@ -47,24 +47,24 @@ Neighbor list info ...
master list distance cutoff = 1.1
ghost atom cutoff = 1.1
binsize = 0.55 -> bins = 73 37 68
Memory usage per processor = 6.81783 Mbytes
Step Atoms KinEng 1 Volume
Memory usage per processor = 7.04927 Mbytes
Step Atoms KinEng c_1 Volume
0 32000 784139.13 1601.1263 29833.783
100 32000 784292.08 1571.0968 29834.707
Loop time of 0.13141 on 4 procs for 100 steps with 32000 atoms
Loop time of 0.171815 on 4 procs for 100 steps with 32000 atoms
Performance: 6574.833 tau/day, 760.976 timesteps/s
99.3% CPU use with 4 MPI tasks x no OpenMP threads
Performance: 5028.653 tau/day, 582.020 timesteps/s
99.7% CPU use with 4 MPI tasks x no OpenMP threads
MPI task timing breakdown:
Section | min time | avg time | max time |%varavg| %total
---------------------------------------------------------------
Pair | 0.062505 | 0.067 | 0.07152 | 1.5 | 50.99
Neigh | 0.010041 | 0.0101 | 0.010178 | 0.1 | 7.69
Comm | 0.012347 | 0.012895 | 0.013444 | 0.5 | 9.81
Output | 6.3896e-05 | 0.00010294 | 0.00014091 | 0.3 | 0.08
Modify | 0.031802 | 0.032348 | 0.032897 | 0.3 | 24.62
Other | | 0.008965 | | | 6.82
Pair | 0.093691 | 0.096898 | 0.10005 | 0.8 | 56.40
Neigh | 0.011976 | 0.012059 | 0.012146 | 0.1 | 7.02
Comm | 0.016384 | 0.017418 | 0.018465 | 0.8 | 10.14
Output | 7.7963e-05 | 0.00010747 | 0.00013304 | 0.2 | 0.06
Modify | 0.031744 | 0.031943 | 0.032167 | 0.1 | 18.59
Other | | 0.01339 | | | 7.79
Nlocal: 8000 ave 8008 max 7992 min
Histogram: 2 0 0 0 0 0 0 0 0 2

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@ -1,4 +1,4 @@
LAMMPS (15 Feb 2016)
LAMMPS (6 Oct 2016)
# LAMMPS benchmark of granular flow
# chute flow of 32000 atoms with frozen base at 26 degrees
@ -57,24 +57,24 @@ Neighbor list info ...
master list distance cutoff = 1.1
ghost atom cutoff = 1.1
binsize = 0.55 -> bins = 146 73 68
Memory usage per processor = 15.7007 Mbytes
Step Atoms KinEng 1 Volume
Memory usage per processor = 16.1265 Mbytes
Step Atoms KinEng c_1 Volume
0 128000 3136556.5 6404.5051 119335.13
100 128000 3137168.3 6284.3873 119338.83
Loop time of 0.906913 on 4 procs for 100 steps with 128000 atoms
Loop time of 0.832365 on 4 procs for 100 steps with 128000 atoms
Performance: 952.683 tau/day, 110.264 timesteps/s
99.7% CPU use with 4 MPI tasks x no OpenMP threads
Performance: 1038.006 tau/day, 120.140 timesteps/s
99.8% CPU use with 4 MPI tasks x no OpenMP threads
MPI task timing breakdown:
Section | min time | avg time | max time |%varavg| %total
---------------------------------------------------------------
Pair | 0.51454 | 0.53094 | 0.55381 | 2.0 | 58.54
Neigh | 0.042597 | 0.043726 | 0.045801 | 0.6 | 4.82
Comm | 0.063027 | 0.064657 | 0.067367 | 0.7 | 7.13
Output | 0.00024891 | 0.00059718 | 0.00086498 | 1.0 | 0.07
Modify | 0.16508 | 0.17656 | 0.1925 | 2.6 | 19.47
Other | | 0.09043 | | | 9.97
Pair | 0.5178 | 0.52208 | 0.52793 | 0.5 | 62.72
Neigh | 0.047003 | 0.047113 | 0.047224 | 0.0 | 5.66
Comm | 0.05233 | 0.052988 | 0.053722 | 0.2 | 6.37
Output | 0.00024986 | 0.00032717 | 0.00036693 | 0.3 | 0.04
Modify | 0.15517 | 0.15627 | 0.15808 | 0.3 | 18.77
Other | | 0.0536 | | | 6.44
Nlocal: 32000 ave 32000 max 32000 min
Histogram: 4 0 0 0 0 0 0 0 0 0
@ -87,4 +87,4 @@ Total # of neighbors = 460532
Ave neighs/atom = 3.59791
Neighbor list builds = 2
Dangerous builds = 0
Total wall time: 0:00:01
Total wall time: 0:00:00

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LAMMPS (15 Feb 2016)
LAMMPS (6 Oct 2016)
# bulk Cu lattice
variable x index 1
@ -49,25 +49,25 @@ Neighbor list info ...
master list distance cutoff = 5.95
ghost atom cutoff = 5.95
binsize = 2.975 -> bins = 25 25 25
Memory usage per processor = 10.2238 Mbytes
Memory usage per processor = 11.2238 Mbytes
Step Temp E_pair E_mol TotEng Press
0 1600 -113280 0 -106662.09 18703.573
50 781.69049 -109873.35 0 -106640.13 52273.088
100 801.832 -109957.3 0 -106640.77 51322.821
Loop time of 5.90097 on 1 procs for 100 steps with 32000 atoms
Loop time of 5.96529 on 1 procs for 100 steps with 32000 atoms
Performance: 7.321 ns/day, 3.278 hours/ns, 16.946 timesteps/s
Performance: 7.242 ns/day, 3.314 hours/ns, 16.764 timesteps/s
99.9% CPU use with 1 MPI tasks x no OpenMP threads
MPI task timing breakdown:
Section | min time | avg time | max time |%varavg| %total
---------------------------------------------------------------
Pair | 5.2121 | 5.2121 | 5.2121 | 0.0 | 88.33
Neigh | 0.58212 | 0.58212 | 0.58212 | 0.0 | 9.86
Comm | 0.030392 | 0.030392 | 0.030392 | 0.0 | 0.52
Output | 0.00023389 | 0.00023389 | 0.00023389 | 0.0 | 0.00
Modify | 0.060871 | 0.060871 | 0.060871 | 0.0 | 1.03
Other | | 0.01527 | | | 0.26
Pair | 5.2743 | 5.2743 | 5.2743 | 0.0 | 88.42
Neigh | 0.59212 | 0.59212 | 0.59212 | 0.0 | 9.93
Comm | 0.030399 | 0.030399 | 0.030399 | 0.0 | 0.51
Output | 0.00026202 | 0.00026202 | 0.00026202 | 0.0 | 0.00
Modify | 0.050487 | 0.050487 | 0.050487 | 0.0 | 0.85
Other | | 0.01776 | | | 0.30
Nlocal: 32000 ave 32000 max 32000 min
Histogram: 1 0 0 0 0 0 0 0 0 0

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@ -1,4 +1,4 @@
LAMMPS (15 Feb 2016)
LAMMPS (6 Oct 2016)
# bulk Cu lattice
variable x index 1
@ -49,25 +49,25 @@ Neighbor list info ...
master list distance cutoff = 5.95
ghost atom cutoff = 5.95
binsize = 2.975 -> bins = 25 25 25
Memory usage per processor = 5.09629 Mbytes
Memory usage per processor = 5.59629 Mbytes
Step Temp E_pair E_mol TotEng Press
0 1600 -113280 0 -106662.09 18703.573
50 781.69049 -109873.35 0 -106640.13 52273.088
100 801.832 -109957.3 0 -106640.77 51322.821
Loop time of 1.58019 on 4 procs for 100 steps with 32000 atoms
Loop time of 1.64562 on 4 procs for 100 steps with 32000 atoms
Performance: 27.338 ns/day, 0.878 hours/ns, 63.284 timesteps/s
Performance: 26.252 ns/day, 0.914 hours/ns, 60.767 timesteps/s
99.8% CPU use with 4 MPI tasks x no OpenMP threads
MPI task timing breakdown:
Section | min time | avg time | max time |%varavg| %total
---------------------------------------------------------------
Pair | 1.3617 | 1.366 | 1.3723 | 0.4 | 86.45
Neigh | 0.15123 | 0.15232 | 0.15374 | 0.2 | 9.64
Comm | 0.033429 | 0.041275 | 0.047066 | 2.7 | 2.61
Output | 0.00011301 | 0.0001573 | 0.000211 | 0.3 | 0.01
Modify | 0.014694 | 0.015085 | 0.015421 | 0.2 | 0.95
Other | | 0.005342 | | | 0.34
Pair | 1.408 | 1.4175 | 1.4341 | 0.9 | 86.14
Neigh | 0.15512 | 0.15722 | 0.16112 | 0.6 | 9.55
Comm | 0.029105 | 0.049986 | 0.061822 | 5.8 | 3.04
Output | 0.00010991 | 0.00011539 | 0.00012302 | 0.0 | 0.01
Modify | 0.013383 | 0.013573 | 0.013883 | 0.2 | 0.82
Other | | 0.007264 | | | 0.44
Nlocal: 8000 ave 8008 max 7993 min
Histogram: 2 0 0 0 0 0 0 0 1 1

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LAMMPS (15 Feb 2016)
LAMMPS (6 Oct 2016)
# bulk Cu lattice
variable x index 1
@ -49,25 +49,25 @@ Neighbor list info ...
master list distance cutoff = 5.95
ghost atom cutoff = 5.95
binsize = 2.975 -> bins = 49 49 25
Memory usage per processor = 10.1402 Mbytes
Memory usage per processor = 11.1402 Mbytes
Step Temp E_pair E_mol TotEng Press
0 1600 -453120 0 -426647.73 18704.012
50 779.50001 -439457.02 0 -426560.06 52355.276
100 797.97828 -439764.76 0 -426562.07 51474.74
Loop time of 6.46849 on 4 procs for 100 steps with 128000 atoms
Loop time of 6.60121 on 4 procs for 100 steps with 128000 atoms
Performance: 6.679 ns/day, 3.594 hours/ns, 15.460 timesteps/s
Performance: 6.544 ns/day, 3.667 hours/ns, 15.149 timesteps/s
99.9% CPU use with 4 MPI tasks x no OpenMP threads
MPI task timing breakdown:
Section | min time | avg time | max time |%varavg| %total
---------------------------------------------------------------
Pair | 5.581 | 5.5997 | 5.6265 | 0.8 | 86.57
Neigh | 0.65287 | 0.658 | 0.66374 | 0.5 | 10.17
Comm | 0.075706 | 0.11015 | 0.13655 | 7.2 | 1.70
Output | 0.00026488 | 0.00028312 | 0.00029302 | 0.1 | 0.00
Modify | 0.069607 | 0.072407 | 0.074555 | 0.7 | 1.12
Other | | 0.02794 | | | 0.43
Pair | 5.6676 | 5.7011 | 5.7469 | 1.3 | 86.36
Neigh | 0.66423 | 0.67119 | 0.68082 | 0.7 | 10.17
Comm | 0.079367 | 0.13668 | 0.1791 | 10.5 | 2.07
Output | 0.00026989 | 0.00028622 | 0.00031209 | 0.1 | 0.00
Modify | 0.060046 | 0.062203 | 0.065009 | 0.9 | 0.94
Other | | 0.02974 | | | 0.45
Nlocal: 32000 ave 32092 max 31914 min
Histogram: 1 0 0 1 0 1 0 0 0 1

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@ -1,4 +1,4 @@
LAMMPS (15 Feb 2016)
LAMMPS (6 Oct 2016)
# 3d Lennard-Jones melt
variable x index 1
@ -50,20 +50,20 @@ Memory usage per processor = 8.21387 Mbytes
Step Temp E_pair E_mol TotEng Press
0 1.44 -6.7733681 0 -4.6134356 -5.0197073
100 0.7574531 -5.7585055 0 -4.6223613 0.20726105
Loop time of 2.26309 on 1 procs for 100 steps with 32000 atoms
Loop time of 2.26185 on 1 procs for 100 steps with 32000 atoms
Performance: 19088.920 tau/day, 44.187 timesteps/s
Performance: 19099.377 tau/day, 44.212 timesteps/s
99.9% CPU use with 1 MPI tasks x no OpenMP threads
MPI task timing breakdown:
Section | min time | avg time | max time |%varavg| %total
---------------------------------------------------------------
Pair | 1.9341 | 1.9341 | 1.9341 | 0.0 | 85.46
Neigh | 0.2442 | 0.2442 | 0.2442 | 0.0 | 10.79
Comm | 0.024158 | 0.024158 | 0.024158 | 0.0 | 1.07
Output | 0.00011611 | 0.00011611 | 0.00011611 | 0.0 | 0.01
Modify | 0.053222 | 0.053222 | 0.053222 | 0.0 | 2.35
Other | | 0.007258 | | | 0.32
Pair | 1.9328 | 1.9328 | 1.9328 | 0.0 | 85.45
Neigh | 0.2558 | 0.2558 | 0.2558 | 0.0 | 11.31
Comm | 0.024061 | 0.024061 | 0.024061 | 0.0 | 1.06
Output | 0.00012612 | 0.00012612 | 0.00012612 | 0.0 | 0.01
Modify | 0.040887 | 0.040887 | 0.040887 | 0.0 | 1.81
Other | | 0.008214 | | | 0.36
Nlocal: 32000 ave 32000 max 32000 min
Histogram: 1 0 0 0 0 0 0 0 0 0

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@ -1,4 +1,4 @@
LAMMPS (15 Feb 2016)
LAMMPS (6 Oct 2016)
# 3d Lennard-Jones melt
variable x index 1
@ -50,20 +50,20 @@ Memory usage per processor = 4.09506 Mbytes
Step Temp E_pair E_mol TotEng Press
0 1.44 -6.7733681 0 -4.6134356 -5.0197073
100 0.7574531 -5.7585055 0 -4.6223613 0.20726105
Loop time of 0.640733 on 4 procs for 100 steps with 32000 atoms
Loop time of 0.635957 on 4 procs for 100 steps with 32000 atoms
Performance: 67422.779 tau/day, 156.071 timesteps/s
99.7% CPU use with 4 MPI tasks x no OpenMP threads
Performance: 67929.172 tau/day, 157.243 timesteps/s
99.9% CPU use with 4 MPI tasks x no OpenMP threads
MPI task timing breakdown:
Section | min time | avg time | max time |%varavg| %total
---------------------------------------------------------------
Pair | 0.49487 | 0.51733 | 0.5322 | 1.9 | 80.74
Neigh | 0.061131 | 0.063685 | 0.065433 | 0.6 | 9.94
Comm | 0.02457 | 0.042349 | 0.069598 | 8.1 | 6.61
Output | 5.9843e-05 | 6.3181e-05 | 6.6996e-05 | 0.0 | 0.01
Modify | 0.012961 | 0.013863 | 0.014491 | 0.5 | 2.16
Other | | 0.003448 | | | 0.54
Pair | 0.51335 | 0.51822 | 0.52569 | 0.7 | 81.49
Neigh | 0.063695 | 0.064309 | 0.065397 | 0.3 | 10.11
Comm | 0.027525 | 0.03629 | 0.041959 | 3.1 | 5.71
Output | 6.3896e-05 | 6.6698e-05 | 7.081e-05 | 0.0 | 0.01
Modify | 0.012472 | 0.01254 | 0.012618 | 0.1 | 1.97
Other | | 0.004529 | | | 0.71
Nlocal: 8000 ave 8037 max 7964 min
Histogram: 2 0 0 0 0 0 0 0 1 1

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@ -1,4 +1,4 @@
LAMMPS (15 Feb 2016)
LAMMPS (6 Oct 2016)
# 3d Lennard-Jones melt
variable x index 1
@ -50,20 +50,20 @@ Memory usage per processor = 8.13678 Mbytes
Step Temp E_pair E_mol TotEng Press
0 1.44 -6.7733681 0 -4.6133849 -5.0196788
100 0.75841891 -5.759957 0 -4.6223375 0.20008866
Loop time of 2.57914 on 4 procs for 100 steps with 128000 atoms
Loop time of 2.55762 on 4 procs for 100 steps with 128000 atoms
Performance: 16749.768 tau/day, 38.773 timesteps/s
Performance: 16890.677 tau/day, 39.099 timesteps/s
99.8% CPU use with 4 MPI tasks x no OpenMP threads
MPI task timing breakdown:
Section | min time | avg time | max time |%varavg| %total
---------------------------------------------------------------
Pair | 2.042 | 2.1092 | 2.1668 | 3.1 | 81.78
Neigh | 0.23982 | 0.24551 | 0.25233 | 1.0 | 9.52
Comm | 0.067088 | 0.13887 | 0.22681 | 15.7 | 5.38
Output | 0.00013185 | 0.00021666 | 0.00027108 | 0.4 | 0.01
Modify | 0.060348 | 0.071269 | 0.077063 | 2.5 | 2.76
Other | | 0.01403 | | | 0.54
Pair | 2.0583 | 2.0988 | 2.1594 | 2.6 | 82.06
Neigh | 0.24411 | 0.24838 | 0.25585 | 0.9 | 9.71
Comm | 0.066397 | 0.13872 | 0.1863 | 11.9 | 5.42
Output | 0.00012994 | 0.00021023 | 0.00025702 | 0.3 | 0.01
Modify | 0.055533 | 0.058343 | 0.061791 | 1.2 | 2.28
Other | | 0.0132 | | | 0.52
Nlocal: 32000 ave 32060 max 31939 min
Histogram: 1 0 1 0 0 0 0 1 0 1

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@ -1,4 +1,4 @@
LAMMPS (15 Feb 2016)
LAMMPS (6 Oct 2016)
# Rhodopsin model
units real
@ -56,6 +56,7 @@ timestep 2.0
run 100
PPPM initialization ...
WARNING: Using 12-bit tables for long-range coulomb (../kspace.cpp:316)
G vector (1/distance) = 0.248835
grid = 25 32 32
stencil order = 5
@ -70,41 +71,41 @@ Neighbor list info ...
master list distance cutoff = 12
ghost atom cutoff = 12
binsize = 6 -> bins = 10 13 13
Memory usage per processor = 91.7487 Mbytes
Memory usage per processor = 93.2721 Mbytes
---------------- Step 0 ----- CPU = 0.0000 (sec) ----------------
TotEng = -25356.2064 KinEng = 21444.8313 Temp = 299.0397
PotEng = -46801.0377 E_bond = 2537.9940 E_angle = 10921.3742
E_dihed = 5211.7865 E_impro = 213.5116 E_vdwl = -2307.8634
E_coul = 207025.8927 E_long = -270403.7333 Press = -142.6035
E_coul = 207025.8927 E_long = -270403.7333 Press = -149.3301
Volume = 307995.0335
---------------- Step 50 ----- CPU = 17.6362 (sec) ----------------
TotEng = -25330.0828 KinEng = 21501.0029 Temp = 299.8230
PotEng = -46831.0857 E_bond = 2471.7004 E_angle = 10836.4975
E_dihed = 5239.6299 E_impro = 227.1218 E_vdwl = -1993.2754
E_coul = 206797.6331 E_long = -270410.3930 Press = 237.6701
Volume = 308031.5639
---------------- Step 100 ----- CPU = 35.9089 (sec) ----------------
TotEng = -25290.7593 KinEng = 21592.0117 Temp = 301.0920
PotEng = -46882.7709 E_bond = 2567.9807 E_angle = 10781.9408
E_dihed = 5198.7432 E_impro = 216.7834 E_vdwl = -1902.4783
E_coul = 206659.2326 E_long = -270404.9733 Press = 6.9960
Volume = 308133.9888
Loop time of 35.9089 on 1 procs for 100 steps with 32000 atoms
---------------- Step 50 ----- CPU = 17.2007 (sec) ----------------
TotEng = -25330.0321 KinEng = 21501.0036 Temp = 299.8230
PotEng = -46831.0357 E_bond = 2471.7033 E_angle = 10836.5108
E_dihed = 5239.6316 E_impro = 227.1219 E_vdwl = -1993.2763
E_coul = 206797.6655 E_long = -270410.3927 Press = 237.6866
Volume = 308031.5640
---------------- Step 100 ----- CPU = 35.0315 (sec) ----------------
TotEng = -25290.7387 KinEng = 21591.9096 Temp = 301.0906
PotEng = -46882.6484 E_bond = 2567.9789 E_angle = 10781.9556
E_dihed = 5198.7493 E_impro = 216.7863 E_vdwl = -1902.6458
E_coul = 206659.5006 E_long = -270404.9733 Press = 6.7898
Volume = 308133.9933
Loop time of 35.0316 on 1 procs for 100 steps with 32000 atoms
Performance: 0.481 ns/day, 49.874 hours/ns, 2.785 timesteps/s
Performance: 0.493 ns/day, 48.655 hours/ns, 2.855 timesteps/s
99.9% CPU use with 1 MPI tasks x no OpenMP threads
MPI task timing breakdown:
Section | min time | avg time | max time |%varavg| %total
---------------------------------------------------------------
Pair | 25.731 | 25.731 | 25.731 | 0.0 | 71.66
Bond | 1.2771 | 1.2771 | 1.2771 | 0.0 | 3.56
Kspace | 3.2094 | 3.2094 | 3.2094 | 0.0 | 8.94
Neigh | 4.4538 | 4.4538 | 4.4538 | 0.0 | 12.40
Comm | 0.068507 | 0.068507 | 0.068507 | 0.0 | 0.19
Output | 0.00025916 | 0.00025916 | 0.00025916 | 0.0 | 0.00
Modify | 1.1417 | 1.1417 | 1.1417 | 0.0 | 3.18
Other | | 0.027 | | | 0.08
Pair | 25.021 | 25.021 | 25.021 | 0.0 | 71.42
Bond | 1.2834 | 1.2834 | 1.2834 | 0.0 | 3.66
Kspace | 3.2116 | 3.2116 | 3.2116 | 0.0 | 9.17
Neigh | 4.2767 | 4.2767 | 4.2767 | 0.0 | 12.21
Comm | 0.069283 | 0.069283 | 0.069283 | 0.0 | 0.20
Output | 0.00028205 | 0.00028205 | 0.00028205 | 0.0 | 0.00
Modify | 1.14 | 1.14 | 1.14 | 0.0 | 3.25
Other | | 0.02938 | | | 0.08
Nlocal: 32000 ave 32000 max 32000 min
Histogram: 1 0 0 0 0 0 0 0 0 0
@ -113,9 +114,9 @@ Histogram: 1 0 0 0 0 0 0 0 0 0
Neighs: 1.20281e+07 ave 1.20281e+07 max 1.20281e+07 min
Histogram: 1 0 0 0 0 0 0 0 0 0
Total # of neighbors = 12028107
Total # of neighbors = 12028098
Ave neighs/atom = 375.878
Ave special neighs/atom = 7.43187
Neighbor list builds = 11
Dangerous builds = 0
Total wall time: 0:00:37
Total wall time: 0:00:36

View File

@ -1,4 +1,4 @@
LAMMPS (15 Feb 2016)
LAMMPS (6 Oct 2016)
# Rhodopsin model
units real
@ -56,6 +56,7 @@ timestep 2.0
run 100
PPPM initialization ...
WARNING: Using 12-bit tables for long-range coulomb (../kspace.cpp:316)
G vector (1/distance) = 0.248835
grid = 25 32 32
stencil order = 5
@ -70,52 +71,52 @@ Neighbor list info ...
master list distance cutoff = 12
ghost atom cutoff = 12
binsize = 6 -> bins = 10 13 13
Memory usage per processor = 36.629 Mbytes
Memory usage per processor = 37.3604 Mbytes
---------------- Step 0 ----- CPU = 0.0000 (sec) ----------------
TotEng = -25356.2064 KinEng = 21444.8313 Temp = 299.0397
PotEng = -46801.0377 E_bond = 2537.9940 E_angle = 10921.3742
E_dihed = 5211.7865 E_impro = 213.5116 E_vdwl = -2307.8634
E_coul = 207025.8927 E_long = -270403.7333 Press = -142.6035
E_coul = 207025.8927 E_long = -270403.7333 Press = -149.3301
Volume = 307995.0335
---------------- Step 50 ----- CPU = 4.7461 (sec) ----------------
TotEng = -25330.0828 KinEng = 21501.0029 Temp = 299.8230
PotEng = -46831.0857 E_bond = 2471.7004 E_angle = 10836.4975
E_dihed = 5239.6299 E_impro = 227.1218 E_vdwl = -1993.2754
E_coul = 206797.6331 E_long = -270410.3930 Press = 237.6701
Volume = 308031.5639
---------------- Step 100 ----- CPU = 9.6332 (sec) ----------------
TotEng = -25290.7591 KinEng = 21592.0117 Temp = 301.0920
PotEng = -46882.7708 E_bond = 2567.9807 E_angle = 10781.9408
E_dihed = 5198.7432 E_impro = 216.7834 E_vdwl = -1902.4783
E_coul = 206659.2327 E_long = -270404.9733 Press = 6.9960
Volume = 308133.9888
Loop time of 9.63322 on 4 procs for 100 steps with 32000 atoms
---------------- Step 50 ----- CPU = 4.6056 (sec) ----------------
TotEng = -25330.0321 KinEng = 21501.0036 Temp = 299.8230
PotEng = -46831.0357 E_bond = 2471.7033 E_angle = 10836.5108
E_dihed = 5239.6316 E_impro = 227.1219 E_vdwl = -1993.2763
E_coul = 206797.6655 E_long = -270410.3927 Press = 237.6866
Volume = 308031.5640
---------------- Step 100 ----- CPU = 9.3910 (sec) ----------------
TotEng = -25290.7386 KinEng = 21591.9096 Temp = 301.0906
PotEng = -46882.6482 E_bond = 2567.9789 E_angle = 10781.9556
E_dihed = 5198.7493 E_impro = 216.7863 E_vdwl = -1902.6458
E_coul = 206659.5007 E_long = -270404.9733 Press = 6.7898
Volume = 308133.9933
Loop time of 9.39107 on 4 procs for 100 steps with 32000 atoms
Performance: 1.794 ns/day, 13.379 hours/ns, 10.381 timesteps/s
99.9% CPU use with 4 MPI tasks x no OpenMP threads
Performance: 1.840 ns/day, 13.043 hours/ns, 10.648 timesteps/s
99.8% CPU use with 4 MPI tasks x no OpenMP threads
MPI task timing breakdown:
Section | min time | avg time | max time |%varavg| %total
---------------------------------------------------------------
Pair | 6.4364 | 6.5993 | 6.7208 | 4.7 | 68.51
Bond | 0.30755 | 0.32435 | 0.35704 | 3.4 | 3.37
Kspace | 0.92248 | 1.0782 | 1.2597 | 13.0 | 11.19
Neigh | 1.1669 | 1.1672 | 1.1675 | 0.0 | 12.12
Comm | 0.094674 | 0.098065 | 0.10543 | 1.4 | 1.02
Output | 0.00015521 | 0.00016224 | 0.00018215 | 0.1 | 0.00
Modify | 0.32982 | 0.34654 | 0.35365 | 1.6 | 3.60
Other | | 0.01943 | | | 0.20
Pair | 6.2189 | 6.3266 | 6.6072 | 6.5 | 67.37
Bond | 0.30793 | 0.32122 | 0.3414 | 2.4 | 3.42
Kspace | 0.87994 | 1.1644 | 1.2855 | 15.3 | 12.40
Neigh | 1.1358 | 1.136 | 1.1362 | 0.0 | 12.10
Comm | 0.08292 | 0.084935 | 0.087077 | 0.5 | 0.90
Output | 0.00015712 | 0.00016558 | 0.00018501 | 0.1 | 0.00
Modify | 0.33717 | 0.34246 | 0.34794 | 0.7 | 3.65
Other | | 0.01526 | | | 0.16
Nlocal: 8000 ave 8143 max 7933 min
Histogram: 1 2 0 0 0 0 0 0 0 1
Nghost: 22733.5 ave 22769 max 22693 min
Histogram: 1 0 0 0 0 2 0 0 0 1
Neighs: 3.00703e+06 ave 3.0975e+06 max 2.96493e+06 min
Neighs: 3.00702e+06 ave 3.0975e+06 max 2.96492e+06 min
Histogram: 1 2 0 0 0 0 0 0 0 1
Total # of neighbors = 12028107
Total # of neighbors = 12028098
Ave neighs/atom = 375.878
Ave special neighs/atom = 7.43187
Neighbor list builds = 11
Dangerous builds = 0
Total wall time: 0:00:10
Total wall time: 0:00:09

View File

@ -1,4 +1,4 @@
LAMMPS (15 Feb 2016)
LAMMPS (6 Oct 2016)
# Rhodopsin model
variable x index 1
@ -77,6 +77,7 @@ timestep 2.0
run 100
PPPM initialization ...
WARNING: Using 12-bit tables for long-range coulomb (../kspace.cpp:316)
G vector (1/distance) = 0.248593
grid = 48 60 36
stencil order = 5
@ -91,52 +92,52 @@ Neighbor list info ...
master list distance cutoff = 12
ghost atom cutoff = 12
binsize = 6 -> bins = 19 26 13
Memory usage per processor = 95.5339 Mbytes
Memory usage per processor = 96.9597 Mbytes
---------------- Step 0 ----- CPU = 0.0000 (sec) ----------------
TotEng = -101425.4887 KinEng = 85779.3251 Temp = 299.0304
PotEng = -187204.8138 E_bond = 10151.9760 E_angle = 43685.4968
E_dihed = 20847.1460 E_impro = 854.0463 E_vdwl = -9231.4537
E_coul = 827053.5824 E_long = -1080565.6077 Press = -142.3092
E_coul = 827053.5824 E_long = -1080565.6077 Press = -149.0358
Volume = 1231980.1340
---------------- Step 50 ----- CPU = 18.7806 (sec) ----------------
TotEng = -101320.2677 KinEng = 86003.4837 Temp = 299.8118
PotEng = -187323.7514 E_bond = 9887.1072 E_angle = 43346.7922
E_dihed = 20958.7032 E_impro = 908.4715 E_vdwl = -7973.4457
E_coul = 826141.3831 E_long = -1080592.7629 Press = 238.0161
Volume = 1232126.1855
---------------- Step 100 ----- CPU = 38.3684 (sec) ----------------
TotEng = -101158.1849 KinEng = 86355.6149 Temp = 301.0393
PotEng = -187513.7998 E_bond = 10272.0693 E_angle = 43128.6454
E_dihed = 20793.9759 E_impro = 867.0826 E_vdwl = -7586.7186
E_coul = 825583.7122 E_long = -1080572.5667 Press = 15.2151
Volume = 1232535.8423
Loop time of 38.3684 on 4 procs for 100 steps with 128000 atoms
---------------- Step 50 ----- CPU = 18.1689 (sec) ----------------
TotEng = -101320.0211 KinEng = 86003.4933 Temp = 299.8118
PotEng = -187323.5144 E_bond = 9887.1189 E_angle = 43346.8448
E_dihed = 20958.7108 E_impro = 908.4721 E_vdwl = -7973.4486
E_coul = 826141.5493 E_long = -1080592.7617 Press = 238.0404
Volume = 1232126.1814
---------------- Step 100 ----- CPU = 37.2027 (sec) ----------------
TotEng = -101157.9546 KinEng = 86355.7413 Temp = 301.0398
PotEng = -187513.6959 E_bond = 10272.0456 E_angle = 43128.7018
E_dihed = 20794.0107 E_impro = 867.0928 E_vdwl = -7587.2409
E_coul = 825584.2416 E_long = -1080572.5474 Press = 15.1729
Volume = 1232535.8440
Loop time of 37.2028 on 4 procs for 100 steps with 128000 atoms
Performance: 0.450 ns/day, 53.289 hours/ns, 2.606 timesteps/s
Performance: 0.464 ns/day, 51.671 hours/ns, 2.688 timesteps/s
99.9% CPU use with 4 MPI tasks x no OpenMP threads
MPI task timing breakdown:
Section | min time | avg time | max time |%varavg| %total
---------------------------------------------------------------
Pair | 26.205 | 26.538 | 26.911 | 5.0 | 69.17
Bond | 1.298 | 1.3125 | 1.3277 | 1.0 | 3.42
Kspace | 3.7099 | 4.0992 | 4.4422 | 13.3 | 10.68
Neigh | 4.6137 | 4.6144 | 4.615 | 0.0 | 12.03
Comm | 0.21398 | 0.21992 | 0.22886 | 1.2 | 0.57
Output | 0.00030518 | 0.00031543 | 0.00033307 | 0.1 | 0.00
Modify | 1.5066 | 1.5232 | 1.5388 | 1.0 | 3.97
Other | | 0.06051 | | | 0.16
Pair | 25.431 | 25.738 | 25.984 | 4.0 | 69.18
Bond | 1.2966 | 1.3131 | 1.3226 | 0.9 | 3.53
Kspace | 3.7563 | 4.0123 | 4.3127 | 10.0 | 10.79
Neigh | 4.3778 | 4.378 | 4.3782 | 0.0 | 11.77
Comm | 0.1903 | 0.19549 | 0.20485 | 1.3 | 0.53
Output | 0.00031805 | 0.00037521 | 0.00039601 | 0.2 | 0.00
Modify | 1.4861 | 1.5051 | 1.5122 | 0.9 | 4.05
Other | | 0.05992 | | | 0.16
Nlocal: 32000 ave 32000 max 32000 min
Histogram: 4 0 0 0 0 0 0 0 0 0
Nghost: 47957 ave 47957 max 47957 min
Histogram: 4 0 0 0 0 0 0 0 0 0
Neighs: 1.20281e+07 ave 1.20572e+07 max 1.1999e+07 min
Neighs: 1.20281e+07 ave 1.20572e+07 max 1.19991e+07 min
Histogram: 2 0 0 0 0 0 0 0 0 2
Total # of neighbors = 48112472
Total # of neighbors = 48112540
Ave neighs/atom = 375.879
Ave special neighs/atom = 7.43187
Neighbor list builds = 11
Dangerous builds = 0
Total wall time: 0:00:39
Total wall time: 0:00:38

View File

@ -8,13 +8,15 @@ VENV = $(BUILDDIR)/docenv
TXT2RST = $(VENV)/bin/txt2rst
PYTHON = $(shell which python3)
HAS_PYTHON3 = NO
HAS_VIRTUALENV = NO
ifeq ($(shell which python3 >/dev/null 2>&1; echo $$?), 1)
$(error Python3 was not found! Please check README.md for further instructions)
ifeq ($(shell which python3 >/dev/null 2>&1; echo $$?), 0)
HAS_PYTHON3 = YES
endif
ifeq ($(shell which virtualenv >/dev/null 2>&1; echo $$?), 1)
$(error virtualenv was not found! Please check README.md for further instructions)
ifeq ($(shell which virtualenv >/dev/null 2>&1; echo $$?), 0)
HAS_VIRTUALENV = YES
endif
SOURCES=$(wildcard src/*.txt)
@ -109,6 +111,8 @@ $(RSTDIR)/%.rst : src/%.txt $(TXT2RST)
)
$(VENV):
@if [ "$(HAS_PYTHON3)" == "NO" ] ; then echo "Python3 was not found! Please check README.md for further instructions" 1>&2; exit 1; fi
@if [ "$(HAS_VIRTUALENV)" == "NO" ] ; then echo "virtualenv was not found! Please check README.md for further instructions" 1>&2; exit 1; fi
@( \
virtualenv -p $(PYTHON) $(VENV); \
. $(VENV)/bin/activate; \

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@ -91,6 +91,3 @@ This will install virtualenv from the Python Package Index.
----------------
Installing prerequisites for PDF build

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\documentclass[12pt]{article}
\pagestyle{empty}
\begin{document}
$$
F^C = A \omega_{ij} \qquad \qquad r_{ij} < r_c
$$
\end{document}

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\documentclass[12pt]{article}
\pagestyle{empty}
\begin{document}
\begin{eqnarray*}
du_{i}^{cond} & = & \kappa_{ij}(\frac{1}{\theta_{i}}-\frac{1}{\theta_{j}})\omega_{ij}^{2} + \alpha_{ij}\omega_{ij}\zeta_{ij}^{q}(\Delta{t})^{-1/2} \\
du_{i}^{mech} & = & -\frac{1}{2}\gamma_{ij}\omega_{ij}^{2}(\frac{\vec{r_{ij}}}{r_{ij}}\bullet\vec{v_{ij}})^{2} -
\frac{\sigma^{2}_{ij}}{4}(\frac{1}{m_{i}}+\frac{1}{m_{j}})\omega_{ij}^{2} -
\frac{1}{2}\sigma_{ij}\omega_{ij}(\frac{\vec{r_{ij}}}{r_{ij}}\bullet\vec{v_{ij}})\zeta_{ij}(\Delta{t})^{-1/2} \\
\end{eqnarray*}
\end{document}

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\documentclass[12pt]{article}
\pagestyle{empty}
\begin{document}
\begin{eqnarray*}
\alpha_{ij}^{2} & = & 2k_{B}\kappa_{ij} \\
\sigma^{2}_{ij} & = & 2\gamma_{ij}k_{B}\Theta_{ij} \\
\Theta_{ij}^{-1} & = & \frac{1}{2}(\frac{1}{\theta_{i}}+\frac{1}{\theta_{j}}) \\
\end{eqnarray*}
\end{document}

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@ -1,7 +1,7 @@
<!-- HTML_ONLY -->
<HEAD>
<TITLE>LAMMPS Users Manual</TITLE>
<META NAME="docnumber" CONTENT="6 Oct 2016 version">
<META NAME="docnumber" CONTENT="12 Oct 2016 version">
<META NAME="author" CONTENT="http://lammps.sandia.gov - Sandia National Laboratories">
<META NAME="copyright" CONTENT="Copyright (2003) Sandia Corporation. This software and manual is distributed under the GNU General Public License.">
</HEAD>
@ -21,7 +21,7 @@
<H1></H1>
LAMMPS Documentation :c,h3
6 Oct 2016 version :c,h4
12 Oct 2016 version :c,h4
Version info: :h4

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@ -282,78 +282,135 @@ the "minimize"_minimize.html command. A parallel tempering
3.4 Commands listed by category :link(cmd_4),h4
This section lists all LAMMPS commands, grouped by category. The
"next section"_#cmd_5 lists the same commands alphabetically. Note
that some style options for some commands are part of specific LAMMPS
packages, which means they cannot be used unless the package was
included when LAMMPS was built. Not all packages are included in a
default LAMMPS build. These dependencies are listed as Restrictions
in the command's documentation.
"next section"_#cmd_5 lists the same commands alphabetically. The
next section also includes (long) lists of style options for entries
that appear in the following categories as a single command (fix,
compute, pair, etc). Commands that are added by user packages are not
included in these categories, but they are in the next section.
Initialization:
"atom_modify"_atom_modify.html, "atom_style"_atom_style.html,
"boundary"_boundary.html, "dimension"_dimension.html,
"newton"_newton.html, "processors"_processors.html, "units"_units.html
"newton"_newton.html,
"package"_package.html,
"processors"_processors.html,
"suffix"_suffix.html,
"units"_units.html
Atom definition:
Setup simulation box:
"create_atoms"_create_atoms.html, "create_box"_create_box.html,
"lattice"_lattice.html, "read_data"_read_data.html,
"read_dump"_read_dump.html, "read_restart"_read_restart.html,
"region"_region.html, "replicate"_replicate.html
"boundary"_boundary.html,
"box"_box.html,
"change_box"_change_box.html,
"create_box"_create_box.html,
"dimension"_dimension.html,
"lattice"_lattice.html,
"region"_region.html
Setup atoms:
"atom_modify"_atom_modify.html,
"atom_style"_atom_style.html,
"balance"_balance.html,
"create_atoms"_create_atoms.html,
"create_bonds"_create_bonds.html,
"delete_atoms"_delete_atoms.html,
"delete_bonds"_delete_bonds.html,
"displace_atoms"_displace_atoms.html,
"group"_group.html,
"mass"_mass.html,
"molecule"_molecule.html,
"read_data"_read_data.html,
"read_dump"_read_dump.html,
"read_restart"_read_restart.html,
"replicate"_replicate.html,
"set"_set.html,
"velocity"_velocity.html
Force fields:
"angle_coeff"_angle_coeff.html, "angle_style"_angle_style.html,
"bond_coeff"_bond_coeff.html, "bond_style"_bond_style.html,
"dielectric"_dielectric.html, "dihedral_coeff"_dihedral_coeff.html,
"angle_coeff"_angle_coeff.html,
"angle_style"_angle_style.html,
"bond_coeff"_bond_coeff.html,
"bond_style"_bond_style.html,
"bond_write"_bond_write.html,
"dielectric"_dielectric.html,
"dihedral_coeff"_dihedral_coeff.html,
"dihedral_style"_dihedral_style.html,
"improper_coeff"_improper_coeff.html,
"improper_style"_improper_style.html,
"kspace_modify"_kspace_modify.html, "kspace_style"_kspace_style.html,
"pair_coeff"_pair_coeff.html, "pair_modify"_pair_modify.html,
"pair_style"_pair_style.html, "pair_write"_pair_write.html,
"kspace_modify"_kspace_modify.html,
"kspace_style"_kspace_style.html,
"pair_coeff"_pair_coeff.html,
"pair_modify"_pair_modify.html,
"pair_style"_pair_style.html,
"pair_write"_pair_write.html,
"special_bonds"_special_bonds.html
Settings:
"comm_style"_comm_style.html, "group"_group.html, "mass"_mass.html,
"min_modify"_min_modify.html, "min_style"_min_style.html,
"neigh_modify"_neigh_modify.html, "neighbor"_neighbor.html,
"reset_timestep"_reset_timestep.html, "run_style"_run_style.html,
"set"_set.html, "timestep"_timestep.html, "velocity"_velocity.html
"comm_modify"_comm_modify.html,
"comm_style"_comm_style.html,
"info"_info.html,
"min_modify"_min_modify.html,
"min_style"_min_style.html,
"neigh_modify"_neigh_modify.html,
"neighbor"_neighbor.html,
"partition"_partition.html,
"reset_timestep"_reset_timestep.html,
"run_style"_run_style.html,
"timer"_timer.html,
"timestep"_timestep.html
Fixes:
Operations within timestepping (fixes) and diagnositics (computes):
"fix"_fix.html, "fix_modify"_fix_modify.html, "unfix"_unfix.html
Computes:
"compute"_compute.html, "compute_modify"_compute_modify.html,
"uncompute"_uncompute.html
"compute"_compute.html,
"compute_modify"_compute_modify.html,
"fix"_fix.html,
"fix_modify"_fix_modify.html,
"uncompute"_uncompute.html,
"unfix"_unfix.html
Output:
"dump"_dump.html, "dump image"_dump_image.html,
"dump_modify"_dump_modify.html, "dump movie"_dump_image.html,
"restart"_restart.html, "thermo"_thermo.html,
"thermo_modify"_thermo_modify.html, "thermo_style"_thermo_style.html,
"undump"_undump.html, "write_data"_write_data.html,
"write_dump"_write_dump.html, "write_restart"_write_restart.html
"dump image"_dump_image.html,
"dump movie"_dump_image.html,
"dump"_dump.html,
"dump_modify"_dump_modify.html,
"restart"_restart.html,
"thermo"_thermo.html,
"thermo_modify"_thermo_modify.html,
"thermo_style"_thermo_style.html,
"undump"_undump.html,
"write_coeff"_write_coeff.html,
"write_data"_write_data.html,
"write_dump"_write_dump.html,
"write_restart"_write_restart.html
Actions:
"delete_atoms"_delete_atoms.html, "delete_bonds"_delete_bonds.html,
"displace_atoms"_displace_atoms.html, "change_box"_change_box.html,
"minimize"_minimize.html, "neb"_neb.html "prd"_prd.html,
"rerun"_rerun.html, "run"_run.html, "temper"_temper.html
"minimize"_minimize.html,
"neb"_neb.html,
"prd"_prd.html,
"rerun"_rerun.html,
"run"_run.html,
"tad"_tad.html,
"temper"_temper.html
Miscellaneous:
Input script control:
"clear"_clear.html, "echo"_echo.html, "if"_if.html,
"include"_include.html, "jump"_jump.html, "label"_label.html,
"log"_log.html, "next"_next.html, "print"_print.html,
"shell"_shell.html, "variable"_variable.html
"clear"_clear.html,
"echo"_echo.html,
"if"_if.html,
"include"_include.html,
"jump"_jump.html,
"label"_label.html,
"log"_log.html,
"next"_next.html,
"print"_print.html,
"python"_python.html,
"quit"_quit.html,
"shell"_shell.html,
"variable"_variable.html
:line
@ -618,6 +675,7 @@ package"_Section_start.html#start_3.
"atc"_fix_atc.html,
"ave/correlate/long"_fix_ave_correlate_long.html,
"colvars"_fix_colvars.html,
"dpd/energy"_fix_dpd_energy.html,
"drude"_fix_drude.html,
"drude/transform/direct"_fix_drude_transform.html,
"drude/transform/reverse"_fix_drude_transform.html,
@ -923,6 +981,7 @@ KOKKOS, o = USER-OMP, t = OPT.
"tip4p/long (o)"_pair_coul.html,
"tri/lj"_pair_tri_lj.html,
"vashishta (o)"_pair_vashishta.html,
"vashishta/table (o)"_pair_vashishta.html,
"yukawa (go)"_pair_yukawa.html,
"yukawa/colloid (go)"_pair_yukawa_colloid.html,
"zbl (go)"_pair_zbl.html :tb(c=4,ea=c)

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@ -72,9 +72,10 @@ compute peratom all pe/atom
compute pe all reduce sum c_peratom
thermo_style custom step temp etotal press pe c_pe :pre
NOTE: The per-atom energy does not any Lennard-Jones tail corrections
invoked by the "pair_modify tail yes"_pair_modify.html command, since
those are global contributions to the system energy.
NOTE: The per-atom energy does not include any Lennard-Jones tail
corrections to the energy added by the "pair_modify tail
yes"_pair_modify.html command, since those are contributions to the
global system energy.
[Output info:]

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@ -133,6 +133,11 @@ compute p all reduce sum c_peratom\[1\] c_peratom\[2\] c_peratom\[3\]
variable press equal -(c_p\[1\]+c_p\[2\]+c_p\[3\])/(3*vol)
thermo_style custom step temp etotal press v_press :pre
NOTE: The per-atom stress does not include any Lennard-Jones tail
corrections to the pressure added by the "pair_modify tail
yes"_pair_modify.html command, since those are contributions to the
global system pressure.
[Output info:]
This compute calculates a per-atom array with 6 columns, which can be

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@ -475,9 +475,6 @@ be generated by variable formulas that use comparison or Boolean math
operators or special functions like gmask() and rmask() and grmask().
See the "variable"_variable.html command doc page for details.
NOTE: The LAST option, discussed below, is not yet implemented. It
will be soon.
The specified value must be a simple numeric value or the word LAST.
If LAST is used, it refers to the value of the attribute the last time
the dump command was invoked to produce a snapshot. This is a way to

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@ -0,0 +1,83 @@
"LAMMPS WWW Site"_lws - "LAMMPS Documentation"_ld - "LAMMPS Commands"_lc :c
:link(lws,http://lammps.sandia.gov)
:link(ld,Manual.html)
:link(lc,Section_commands.html#comm)
:line
fix dpd/energy command :h3
[Syntax:]
fix ID group-ID dpd/energy :pre
ID, group-ID are documented in "fix"_fix.html command
dpd/energy = style name of this fix command :ul
[Examples:]
fix 1 all dpd/energy :pre
[Description:]
Perform constant energy dissipative particle dynamics (DPD-E)
integration. This fix updates the internal energies for particles in
the group at each timestep. It must be used in conjunction with a
deterministic integrator (e.g. "fix nve"_fix_nve.html) that updates
the particle positions and velocities.
For fix {dpd/energy}, the particle internal temperature is related to
the particle internal energy through a mesoparticle equation of state.
An additional fix must be specified that defines the equation of state
for each particle, e.g. "fix eos/cv"_fix_eos_cv.html.
This fix must be used with the "pair_style
dpd/fdt/energy"_pair_style.html command.
Note that numerous variants of DPD can be specified by choosing an
appropriate combination of the integrator and "pair_style
dpd/fdt/energy"_pair_style.html command. DPD under isoenergetic conditions
can be specified by using fix {dpd/energy}, fix {nve} and pair_style
{dpd/fdt/energy}. DPD under isoenthalpic conditions can
be specified by using fix {dpd/energy}, fix {nph} and pair_style
{dpd/fdt/energy}. Examples of each DPD variant are provided in the
examples/USER/dpd directory.
:line
[Restrictions:]
This command is part of the USER-DPD package. It is only enabled if
LAMMPS was built with that package. See the "Making
LAMMPS"_Section_start.html#start_3 section for more info.
This fix must be used with an additional fix that specifies time
integration, e.g. "fix nve"_fix_nve.html.
The fix {dpd/energy} requires the {dpd} "atom_style"_atom_style.html
to be used in order to properly account for the particle internal
energies and temperature.
The fix {dpd/energy} must be used with an additional fix that specifies the
mesoparticle equation of state for each particle.
[Related commands:]
"fix nve"_fix_nve.html "fix eos/cv"_fix_eos_cv.html
[Default:] none
:line
:link(Lisal)
[(Lisal)] M. Lisal, J.K. Brennan, J. Bonet Avalos, "Dissipative
particle dynamics at isothermal, isobaric, isoenergetic, and
isoenthalpic conditions using Shardlow-like splitting algorithms.",
J. Chem. Phys., 135, 204105 (2011).
:link(Larentzos)
[(Larentzos)] J.P. Larentzos, J.K. Brennan, J.D. Moore, and
W.D. Mattson, "LAMMPS Implementation of Constant Energy Dissipative
Particle Dynamics (DPD-E)", ARL-TR-6863, U.S. Army Research
Laboratory, Aberdeen Proving Ground, MD (2014).

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@ -63,7 +63,7 @@ applied by GD before computing a pressure drop or comparing it to
other methods, such as the pump method "(Zhu)"_#Zhu. The pressure
correction is discussed and described in "(Strong)"_#Strong.
NOTE: For a complete example including the considerations discussed
For a complete example including the considerations discussed
above, see the examples/USER/flow_gauss directory.
NOTE: Only the flux of the atoms in group-ID will be conserved. If the
@ -93,6 +93,19 @@ work on the system must have {fix_modify energy yes} set as well. This
includes thermostat fixes and any constraints that hold the positions
of wall atoms fixed, such as "fix spring/self"_fix_spring_self.html.
If this fix is used in a simulation with the "rRESPA"_run_style.html
integrator, the applied acceleration must be computed and applied at the same
rRESPA level as the interactions between the flowing fluid and the obstacle.
The rRESPA level at which the acceleration is applied can be changed using
the "fix_modify"_fix_modify.html {respa} option discussed below. If the
flowing fluid and the obstacle interact through multiple interactions that are
computed at different rRESPA levels, then there must be a separate flow/gauss
fix for each level. For example, if the flowing fluid and obstacle interact
through pairwise and long-range Coulomb interactions, which are computed at
rRESPA levels 3 and 4, respectively, then there must be two separate
flow/gauss fixes, one that specifies {fix_modify respa 3} and one with
{fix_modify respa 4}.
:line
[Restart, fix_modify, output, run start/stop, minimize info:]
@ -109,6 +122,11 @@ fix to subtract the work done from the
system's potential energy as part of "thermodynamic
output"_thermo_style.html.
The "fix_modify"_fix_modify.html {respa} option is supported by this
fix. This allows the user to set at which level of the "rRESPA"_run_style.html
integrator the fix computes and adds the external acceleration. Default is the
outermost level.
This fix computes a global scalar and a global 3-vector of forces,
which can be accessed by various "output
commands"_Section_howto.html#howto_15. The scalar is the negative of the

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@ -49,6 +49,10 @@ variable, it should be specified as v_name, where name is the variable
name. In this case, the variable will be evaluated each timestep, and
its value used to determine the target temperature.
NOTE: This thermostat will generate an error if the current
temperature is zero at the end of a timestep. It cannot rescale a
zero temperature.
Equal-style variables can specify formulas with various mathematical
functions, and include "thermo_style"_thermo_style.html command
keywords for the simulation box parameters and timestep and elapsed

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@ -43,6 +43,10 @@ Rescaling is performed every N timesteps. The target temperature is a
ramped value between the {Tstart} and {Tstop} temperatures at the
beginning and end of the run.
NOTE: This thermostat will generate an error if the current
temperature is zero at the end of a timestep it is inovoked on. It
cannot rescale a zero temperature.
{Tstart} can be specified as an equal-style "variable"_variable.html.
In this case, the {Tstop} setting is ignored. If the value is a
variable, it should be specified as v_name, where name is the variable
@ -50,7 +54,7 @@ name. In this case, the variable will be evaluated each timestep, and
its value used to determine the target temperature.
Equal-style variables can specify formulas with various mathematical
functions, and include "thermo_style"_thermo_style.html command
functions, and include "thermo_style"_thermox_style.html command
keywords for the simulation box parameters and timestep and elapsed
time. Thus it is easy to specify a time-dependent temperature.

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@ -42,7 +42,7 @@ Here are snapshots of example models using this command.
Corresponding input scripts can be found in examples/granregion.
Click on the images to see a bigger picture. Movies of these
simulations are "here on the Movies
page"_http://lammps.sandia.gov/movies.html#granregion.html of the
page"_http://lammps.sandia.gov/movies.html#granregion of the
LAMMPS web site.
:image(JPG/gran_funnel_small.jpg,JPG/gran_funnel.png)
@ -163,16 +163,20 @@ info on how to re-specify a fix in an input script that reads a
restart file, so that the operation of the fix continues in an
uninterrupted fashion.
Note that info about region definitions is NOT included in restart
files. So you must re-define your region and if it is a moving
region, define its motion attributes in a way that is consistent with
the simulation that wrote the restart file. In particular, if you
want to change its motion attributes (e.g. its velocity), then you
should insure the postition/orientation of the region at the initial
restart timestep is the same as it was on the timestep the restart
file was written. If this is not possible, then you may need to
ignore info in the restart file by defining a new fix wall/gran/region
command in your restart script (e.g. with a different fix ID).
NOTE: Information about region definitions is NOT included in restart
files, as discussed on the "read_restart"_read_restart.html doc page.
So you must re-define your region and if it is a moving region, define
its motion attributes in a way that is consistent with the simulation
that wrote the restart file. In particular, if you want to change the
region motion attributes (e.g. its velocity), then you should ensure
the postition/orientation of the region at the initial restart
timestep is the same as it was on the timestep the restart file was
written. If this is not possible, you may need to ignore info in the
restart file by defining a new fix wall/gran/region command in your
restart script, e.g. with a different fix ID. Or if you want to keep
the shear history info but discard the region motion information, you
can use the same fix ID for fix wall/gran/region, but assign it a
region with a different region ID.
None of the "fix_modify"_fix_modify.html options are relevant to this
fix. No global or per-atom quantities are stored by this fix for

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@ -32,6 +32,7 @@ Fixes :h1
fix_drag
fix_drude
fix_drude_transform
fix_dpd_energy
fix_dt_reset
fix_efield
fix_ehex
@ -148,6 +149,7 @@ Fixes :h1
fix_viscous
fix_wall
fix_wall_gran
fix_wall_gran_region
fix_wall_piston
fix_wall_reflect
fix_wall_region

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@ -33,78 +33,95 @@ pair_coeff * * 3.0 1.0 0.1 2.5 :pre
[Description:]
Styles {dpd/fdt} and {dpd/fdt/energy} set the fluctuation-dissipation
theorem parameters and compute the conservative force for dissipative
particle dynamics (DPD). The conservative force on atom I due to atom
J is given by
Styles {dpd/fdt} and {dpd/fdt/energy} compute the force for dissipative
particle dynamics (DPD) simulations. The {dpd/fdt} style is used to
perform DPD simulations under isothermal and isobaric conditions,
while the {dpd/fdt/energy} style is used to perform DPD simulations
under isoenergetic and isoenthalpic conditions (see "(Lisal)"_#Lisal).
For DPD simulations in general, the force on atom I due to atom J is
given as a sum of 3 terms
:c,image(Eqs/pair_dpd_conservative.jpg)
:c,image(Eqs/pair_dpd.jpg)
where the weighting factor, omega_ij, varies between 0 and 1, and is
chosen to have the following functional form:
where Fc is a conservative force, Fd is a dissipative force, and Fr is
a random force. Rij is a unit vector in the direction Ri - Rj, Vij is
the vector difference in velocities of the two atoms = Vi - Vj, alpha
is a Gaussian random number with zero mean and unit variance, dt is
the timestep size, and w(r) is a weighting factor that varies between
0 and 1. Rc is the cutoff. The weighting factor, omega_ij, varies
between 0 and 1, and is chosen to have the following functional form:
:c,image(Eqs/pair_dpd_omega.jpg)
where Rij is a unit vector in the direction Ri - Rj, and Rc is the
cutoff. Note that alternative definitions of the weighting function
exist, but would have to be implemented as a separate pair style
command.
Note that alternative definitions of the weighting function exist, but
would have to be implemented as a separate pair style command.
These pair style differ from the other dpd styles in that the
dissipative and random forces are not computed within the pair style.
This style can be combined with the "fix shardlow"_fix_shardlow.html
to perform the stochastic integration of the dissipative and random
forces through the Shardlow splitting algorithm approach.
For style {dpd/fdt}, the fluctuation-dissipation theorem defines gamma
to be set equal to sigma*sigma/(2 T), where T is the set point
temperature specified as a pair style parameter in the above examples.
The following coefficients must be defined for each pair of atoms types
via the "pair_coeff"_pair_coeff.html command as in the examples above,
or in the data file or restart files read by the
"read_data"_read_data.html or "read_restart"_read_restart.html commands:
A (force units)
sigma (force*time^(1/2) units)
cutoff (distance units) :ul
The last coefficient is optional. If not specified, the global DPD
cutoff is used.
Style {dpd/fdt/energy} is used to perform DPD simulations
under isoenergetic and isoenthalpic conditions. The fluctuation-dissipation
theorem defines gamma to be set equal to sigma*sigma/(2 dpdTheta), where
dpdTheta is the average internal temperature for the pair. The particle
internal temperature is related to the particle internal energy through
a mesoparticle equation of state (see "fix eos"_fix.html). The
differential internal conductive and mechanical energies are computed
within style {dpd/fdt/energy} as:
:c,image(Eqs/pair_dpd_energy.jpg)
where
:c,image(Eqs/pair_dpd_energy_terms.jpg)
Zeta_ij^q is a second Gaussian random number with zero mean and unit
variance that is used to compute the internal conductive energy. The
fluctuation-dissipation theorem defines alpha*alpha to be set
equal to 2*kB*kappa, where kappa is the mesoparticle thermal
conductivity parameter. The following coefficients must be defined for
each pair of atoms types via the "pair_coeff"_pair_coeff.html
command as in the examples above, or in the data file or restart files
read by the "read_data"_read_data.html or "read_restart"_read_restart.html
commands:
A (force units)
sigma (force*time^(1/2) units)
kappa (energy*temperature/time units)
cutoff (distance units) :ul
The last coefficient is optional. If not specified, the global DPD
cutoff is used.
The pairwise energy associated with styles {dpd/fdt} and
{dpd/fdt/energy} is only due to the conservative force term Fc, and is
shifted to be zero at the cutoff distance Rc. The pairwise virial is
calculated using only the conservative term.
For style {dpd/fdt}, the fluctuation-dissipation theorem defines gamma
to be set equal to sigma*sigma/(2 T), where T is the set point
temperature specified as a pair style parameter in the above examples.
This style can be combined with "fix shardlow"_fix_shardlow.html to
perform DPD simulations under isothermal and isobaric conditions (see
"(Lisal)"_#Lisal). The following coefficients must be defined for
each pair of atoms types via the "pair_coeff"_pair_coeff.html command
as in the examples above, or in the data file or restart files read by
the "read_data"_read_data.html or "read_restart"_read_restart.html
commands:
A (force units)
sigma (force*time^(1/2) units)
cutoff (distance units) :ul
The last coefficient is optional. If not specified, the global DPD
cutoff is used.
For style {dpd/fdt/energy}, the fluctuation-dissipation theorem
defines gamma to be set equal to sigma*sigma/(2 dpdTheta), where
dpdTheta is the average internal temperature for the pair.
Furthermore, the fluctuation-dissipation defines alpha*alpha to be set
equal to 2*kB*kappa, where kappa is the mesoparticle thermal
conductivity parameter. This style can be combined with "fix
shardlow"_fix_shardlow.html to perform DPD simulations under
isoenergetic and isoenthalpic conditions (see "(Lisal)"_#Lisal). The
following coefficients must be defined for each pair of atoms types
via the "pair_coeff"_pair_coeff.html command as in the examples above,
or in the data file or restart files read by the
"read_data"_read_data.html or "read_restart"_read_restart.html
commands:
A (force units)
sigma (force*time^(1/2) units)
kappa (1/time units)
cutoff (distance units) :ul
The last coefficient is optional. If not specified, the global DPD
cutoff is used.
For style {dpd/fdt/energy}, the particle internal temperature is
related to the particle internal energy through a mesoparticle
equation of state. Thus, an an additional "fix eos"_fix.html must be
specified.
The forces computed through the {dpd/fdt} and {dpd/fdt/energy} styles
can be integrated with the velocity-Verlet integration scheme or the
Shardlow splitting integration scheme described by "(Lisal)"_#Lisal.
In the cases when these pair styles are combined with the
"fix shardlow"_fix_shardlow.html, these pair styles differ from the
other dpd styles in that the dissipative and random forces are split
from the force calculation and are not computed within the pair style.
Thus, only the conservative force is computed by the pair style,
while the stochastic integration of the dissipative and random forces
are handled through the Shardlow splitting algorithm approach. The
Shardlow splitting algorithm is advantageous, especially when
performing DPD under isoenergetic conditions, as it allows
significantly larger timesteps to be taken.
:line
@ -132,6 +149,6 @@ energies and temperatures.
:link(Lisal)
[(Lisal)] M. Lisal, J.K. Brennan, J. Bonet Avalos, "Dissipative
particle dynamics as isothermal, isobaric, isoenergetic, and
particle dynamics at isothermal, isobaric, isoenergetic, and
isoenthalpic conditions using Shardlow-like splitting algorithms.",
J. Chem. Phys., 135, 204105 (2011).

View File

@ -191,13 +191,19 @@ input script should specify all fixes it will use. However, note that
some fixes store an internal "state" which is written to the restart
file. This allows the fix to continue on with its calculations in a
restarted simulation. To re-enable such a fix, the fix command in the
new input script must use the same fix-ID and group-ID as was used in
the input script that wrote the restart file. If a match is found,
LAMMPS prints a message indicating that the fix is being re-enabled.
If no match is found before the first run or minimization is performed
by the new script, the "state" information for the saved fix is
discarded. See the doc pages for individual fixes for info on which
ones can be restarted in this manner.
new input script must be of the same style and use the same fix-ID as
was used in the input script that wrote the restart file.
If a match is found, LAMMPS prints a message indicating that the fix
is being re-enabled. If no match is found before the first run or
minimization is performed by the new script, the "state" information
for the saved fix is discarded. At the time the discard occurs,
LAMMPS will also print a list of fixes for which the information is
being discarded. See the doc pages for individual fixes for info on
which ones can be restarted in this manner. Note that fixes which are
created internally by other LAMMPS commands (computes, fixes, etc)
will have style names which are all-capitalized, and IDs which are
generated internally.
Likewise, the "computes"_fix.html used for a simulation are not stored
in the restart file. This means the new input script should specify
@ -213,6 +219,18 @@ re-created fix will be re-enabled with the stored state information as
described in the previous paragraph, so that the compute can continue
its calculations in a consistent manner.
NOTE: There are a handful of commands which can be used before or
between runs which may require a system initialization. Examples
include the "balance", "displace_atoms", "delete_atoms", "set" (some
options), and "velocity" (some options) commands. This is because
they can migrate atoms to new processors. Thus they will also discard
unused "state" information from fixes. You will know the discard has
occurred because a list of discarded fixes will be printed to the
screen and log file, as explained above. This means that if you wish
to retain that info in a restarted run, you must re-specify the
relevant fixes and computes (which create fixes) before those commands
are used.
Some pair styles, like the "granular pair styles"_pair_gran.html, also
use a fix to store "state" information that persists from timestep to
timestep. In the case of granular potentials, it is contact

View File

@ -104,7 +104,7 @@ class RSTMarkup(Markup):
anchor_pos = href.find('#')
if anchor_pos >= 0:
if anchor_pos >= 0 and not href.startswith('http'):
href = href[anchor_pos+1:]
return ":ref:`%s <%s>`" % (content, href)

View File

@ -424,6 +424,11 @@ class TestSpecialCommands(unittest.TestCase):
"one \n\n"
"a :ref:`link <name>` to above\n\n", s)
def test_external_anchor_link(self):
s = self.txt2rst.convert('some text "containing a\n'
'link"_http://lammps.sandia.gov/movies.html#granregion with an anchor')
self.assertEqual('some text `containing a link <http://lammps.sandia.gov/movies.html#granregion>`_ with an anchor\n\n', s)
def test_define_link_alias(self):
s = self.txt2rst.convert("one :link(alias,value)\n"
"\"test\"_alias\n")

View File

@ -1,9 +1,11 @@
This directory contains input files for DPD simulations under
isothermal, isoenergetic, isobaric and isoenthalpic conditions. In
addition, there is also an example for a reaction DPD simulation under
isoenergetic conditions. All the DPD scenarios use the Shardlow
splitting algorithm to integrate the equations of motion. The compute
dpd command is used in the isoenergetic and isenthalpic case to
isoenergetic conditions. All the DPD scenarios that are named with
*-shardlow use the Shardlow splitting algorithm to integrate the
equations of motion. All the DPD scenarious that are named with
*-vv utilize the velocity-Verlet integration scheme. The compute dpd
command is used in the isoenergetic and isenthalpic case to
demonstrate how one can access the particle internal energies.

View File

@ -1,5 +1,5 @@
# Input File for DPD fluid under isothermal conditions using the VV-SSA integration scheme
log log.dpd
log log.dpd-shardlow
boundary p p p
units metal

View File

@ -1,5 +1,3 @@
LAMMPS (7 Dec 2015)
# Input File for DPD fluid under isothermal conditions using the VV-SSA integration scheme
boundary p p p
units metal
@ -38,7 +36,7 @@ Neighbor list info ...
master list distance cutoff = 12
ghost atom cutoff = 12
binsize = 6 -> bins = 12 10 9
Memory usage per processor = 2.04518 Mbytes
Memory usage per processor = 2.04718 Mbytes
Step Temp PotEng KinEng TotEng
0 128.6667660382 263.2538386154 16.6148533499 279.8686919654
1 128.8781761686 263.2538784644 16.6421529271 279.8960313916
@ -46,7 +44,7 @@ Step Temp PotEng KinEng TotEng
3 129.0944237374 263.2540669039 16.6700771671 279.9241440710
4 129.1614377649 263.2542208758 16.6787307477 279.9329516235
5 129.5099128271 263.2544124900 16.7237296409 279.9781421309
6 129.4373659799 263.2546219015 16.7143616023 279.9689835038
6 129.4373659800 263.2546219015 16.7143616023 279.9689835038
7 129.5468806805 263.2548644992 16.7285033325 279.9833678316
8 129.6703137794 263.2551528171 16.7444423578 279.9995951748
9 129.7536788486 263.2554888044 16.7552073629 280.0106961673
@ -141,20 +139,20 @@ Step Temp PotEng KinEng TotEng
98 143.3138701934 263.4462347092 18.5062468701 281.9524815793
99 143.5996902366 263.4503180925 18.5431550652 281.9934731576
100 143.4332992914 263.4544359567 18.5216688552 281.9761048118
Loop time of 0.802761 on 1 procs for 100 steps with 1000 atoms
Loop time of 0.350154 on 1 procs for 100 steps with 1000 atoms
Performance: 10.763 ns/day, 2.230 hours/ns, 124.570 timesteps/s
99.7% CPU use with 1 MPI tasks x no OpenMP threads
Performance: 24.675 ns/day, 0.973 hours/ns, 285.589 timesteps/s
99.4% CPU use with 1 MPI tasks x no OpenMP threads
MPI task timing breakdown:
Section | min time | avg time | max time |%varavg| %total
---------------------------------------------------------------
Pair | 0.083614 | 0.083614 | 0.083614 | 0.0 | 10.42
Neigh | 0.31261 | 0.31261 | 0.31261 | 0.0 | 38.94
Comm | 0.012618 | 0.012618 | 0.012618 | 0.0 | 1.57
Output | 0.0033751 | 0.0033751 | 0.0033751 | 0.0 | 0.42
Modify | 0.38911 | 0.38911 | 0.38911 | 0.0 | 48.47
Other | | 0.001439 | | | 0.18
Pair | 0.041961 | 0.041961 | 0.041961 | 0.0 | 11.98
Neigh | 0.16181 | 0.16181 | 0.16181 | 0.0 | 46.21
Comm | 0.0074215 | 0.0074215 | 0.0074215 | 0.0 | 2.12
Output | 0.00099516 | 0.00099516 | 0.00099516 | 0.0 | 0.28
Modify | 0.13485 | 0.13485 | 0.13485 | 0.0 | 38.51
Other | | 0.003124 | | | 0.89
Nlocal: 1000 ave 1000 max 1000 min
Histogram: 1 0 0 0 0 0 0 0 0 0

File diff suppressed because it is too large Load Diff

View File

@ -0,0 +1,29 @@
# INPUT FILE FOR DPD_Fluid
log log.dpd-vv
boundary p p p
units metal # ev, ps
atom_style dpd # atomic atom style can also be used
read_data data.dpd
comm_modify mode single vel yes
mass 1 125.9
pair_style dpd/fdt 300.0 8.6 245455
pair_coeff 1 1 0.075 0.022 8.60
neighbor 2.0 bin
neigh_modify every 1 delay 0 check no once no
timestep 0.001
fix 2 all nve
variable totEnergy equal pe+ke
thermo 10
thermo_style custom step temp press pe ke v_totEnergy
thermo_modify format float %24.16f
run 1000

View File

@ -0,0 +1,169 @@
boundary p p p
units metal # ev, ps
atom_style dpd # atomic atom style can also be used
read_data data.dpd
orthogonal box = (-64.5 -64.5 -64.5) to (64.5 64.5 64.5)
1 by 1 by 1 MPI processor grid
reading atoms ...
10125 atoms
reading velocities ...
10125 velocities
comm_modify mode single vel yes
mass 1 125.9
pair_style dpd/fdt 300.0 8.6 245455
pair_coeff 1 1 0.075 0.022 8.60
neighbor 2.0 bin
neigh_modify every 1 delay 0 check no once no
timestep 0.001
fix 2 all nve
variable totEnergy equal pe+ke
thermo 10
thermo_style custom step temp press pe ke v_totEnergy
thermo_modify format float %24.16f
run 1000
Neighbor list info ...
1 neighbor list requests
update every 1 steps, delay 0 steps, check no
max neighbors/atom: 2000, page size: 100000
master list distance cutoff = 10.6
ghost atom cutoff = 10.6
binsize = 5.3 -> bins = 25 25 25
Memory usage per processor = 3.36353 Mbytes
Step Temp Press PotEng KinEng v_totEnergy
0 301.4391322267262012 1549.5478087303108623 1188.6488072196075336 394.4722035796053206 1583.1210107992128542
10 301.1781716844517973 1472.5220704074272362 1188.7073118945888837 394.1307028613744592 1582.8380147559632860
20 301.3348035346627398 1561.5334938481948939 1188.7674931713575006 394.3356759537763878 1583.1031691251339453
30 301.2401656988171226 1589.1590400358682018 1188.8329522652118158 394.2118300702898637 1583.0447823355016226
40 301.2467282647567117 1612.7005954259220744 1188.8998661625830664 394.2204180390389752 1583.1202842016220984
50 301.3868530330685758 1538.2867560691233848 1188.9661306187101673 394.4037894736757153 1583.3699200923858825
60 301.2473566745931635 1442.8478446697065465 1189.0327863162424364 394.2212403948197448 1583.2540267110621244
70 301.3817325834245366 1449.9468021148002208 1189.0958917710283913 394.3970887011532795 1583.4929804721816708
80 301.6350661579102166 1528.7144337987854215 1189.1603115791012897 394.7286085427540456 1583.8889201218553353
90 301.1547075640817752 1512.1770835959378019 1189.2223449446209997 394.0999970163866237 1583.3223419610076235
100 301.1746038085076975 1564.5706067669673303 1189.2844219062417324 394.1260338329196315 1583.4104557391613071
110 301.2018622721547558 1515.4879381876448861 1189.3504251156646205 394.1617050682420427 1583.5121301839067200
120 301.0009801124808178 1557.0329613835117470 1189.4208319594404202 393.8988247062895880 1583.3196566657300082
130 301.0638502637480656 1548.3634383875796630 1189.4951157625748692 393.9810984539830656 1583.4762142165579917
140 301.0311113459680428 1495.2262845183092850 1189.5675481417179071 393.9382553335690318 1583.5058034752869389
150 300.8177209477242400 1428.8898919254613702 1189.6378084330838192 393.6590063190295155 1583.2968147521132778
160 300.8119775481491160 1570.2720283468329399 1189.7083716809172529 393.6514903357206663 1583.3598620166378623
170 300.9335106840651406 1557.4332901198370109 1189.7769958158935424 393.8105322078843642 1583.5875280237778497
180 300.5874591455081486 1520.5298514112455450 1189.8453389121095825 393.3576788840364884 1583.2030177961460140
190 300.4011803057076122 1519.7398182018539501 1189.9061296006261728 393.1139088603054574 1583.0200384609315734
200 300.2169140033789745 1458.2437505784337191 1189.9657655046762557 392.8727725028986129 1582.8385380075749254
210 300.2545970072604860 1496.2729155341944534 1190.0262935280240981 392.9220856012638592 1582.9483791292880142
220 300.3703364838470407 1606.0230144299605399 1190.0833027226285594 393.0735457187111024 1583.1568484413396618
230 300.2033407044385172 1459.9549740461736747 1190.1416131684936772 392.8550100806698424 1582.9966232491635765
240 300.4842762279440080 1670.3474276721599381 1190.2009109755040299 393.2226506527560446 1583.4235616282601313
250 300.2564573977281270 1557.2460328592953829 1190.2596238049020485 392.9245201634982436 1583.1841439684003490
260 300.0449762246657883 1505.0192578442308786 1190.3199416408031084 392.6477696177504413 1582.9677112585536634
270 300.0116460395994977 1509.1981340752856795 1190.3755696034054381 392.6041527474002351 1582.9797223508057868
280 300.3512486599618114 1518.9752783067131077 1190.4261072017084189 393.0485668253141966 1583.4746740270225018
290 300.3552418223667360 1555.5638176571358144 1190.4711084084597132 393.0537923962660898 1583.5249008047258030
300 300.1459940856700541 1599.6176002364238684 1190.5119834703855304 392.7799645916971940 1583.2919480620826107
310 300.0728060417839629 1641.1130631848714074 1190.5527862243700383 392.6841885431988999 1583.2369747675688814
320 300.2437004299284808 1480.0125150324981860 1190.5921170370866093 392.9078260164519065 1583.4999430535385727
330 300.0598571495680176 1558.1995284077863744 1190.6308838646664299 392.6672432381596991 1583.2981271028261290
340 300.2932457229409806 1504.8291140224332594 1190.6648789420762569 392.9726624587786432 1583.6375414008548432
350 300.0508025680157402 1578.6970748006153826 1190.6930603315840926 392.6553941437470598 1583.3484544753312093
360 300.2273424995200344 1514.2714360556162774 1190.7166098654090547 392.8864195427583468 1583.6030294081674583
370 300.1967941947077634 1511.8859175802745085 1190.7410406890937793 392.8464431235526035 1583.5874838126464965
380 300.4506922864079002 1551.8880937733540577 1190.7641303867108036 393.1787017091508005 1583.9428320958616041
390 300.6154615731481954 1491.6540598720923754 1190.7833472426696062 393.3943236927418070 1584.1776709354114701
400 300.4131888226039564 1518.2806993851902462 1190.8000216950690628 393.1296235622648396 1583.9296452573339593
410 300.2164206099614603 1492.4202869919304248 1190.8161806634459481 392.8721268336147432 1583.6883074970605776
420 299.9241651579524728 1437.1178040001384488 1190.8321211036075056 392.4896726667966504 1583.3217937704041560
430 300.1750324308378595 1592.1759851574131517 1190.8470728579757179 392.8179650328543744 1583.6650378908300354
440 300.3203232687657760 1610.5956304714268299 1190.8532393510404290 393.0080969396641422 1583.8613362907044575
450 300.3593377128640896 1514.2015724302684703 1190.8519495611071761 393.0591524002515484 1583.9111019613587814
460 300.2776675433437958 1593.6798981330243805 1190.8459747756926390 392.9522763901615008 1583.7982511658542535
470 299.8777606563147629 1525.3321416074672925 1190.8391264353913357 392.4289463573695116 1583.2680727927609041
480 300.0893325105251392 1577.2512023261467675 1190.8279401949503153 392.7058155711616223 1583.5337557661118808
490 299.7991035093194228 1480.4333732192599200 1190.8067847458821689 392.3260132780664549 1583.1327980239486806
500 299.9677949259065599 1495.0278787582656150 1190.7825410253908558 392.5467678772936324 1583.3293089026844882
510 300.0900811274784701 1639.6696686241473344 1190.7573430643653865 392.7067952335466430 1583.4641382979120863
520 299.9891246673825549 1600.2278532870598156 1190.7251960532676094 392.5746806106526492 1583.2998766639202586
530 300.1603400289337173 1539.5535066502900463 1190.6928984528919955 392.7987381192410226 1583.4916365721330749
540 300.3076269358370496 1595.8675994337252178 1190.6566703473422422 392.9914821412112360 1583.6481524885534782
550 300.4698674068499713 1466.7075904710529812 1190.6131481694715148 393.2037948414154016 1583.8169430108869165
560 300.7206981383458810 1630.2609903270986251 1190.5710873654240913 393.5320393883253018 1584.1031267537493932
570 300.8610815763000232 1556.2884022342987009 1190.5267109994711063 393.7157493257404326 1584.2424603252115958
580 300.8964633483231523 1554.3498972944137222 1190.4812222884627317 393.7620509637309283 1584.2432732521936032
590 300.9107621433563509 1547.4258400009323395 1190.4362818919200890 393.7807627916996580 1584.2170446836198607
600 301.3417451159046436 1536.4134563739603436 1190.3902887741262475 394.3447599132098844 1584.7350486873360751
610 301.6508989111560481 1593.7194612348341707 1190.3421610929228791 394.7493277540106646 1585.0914888469335438
620 301.5698128071562110 1576.1181463329294274 1190.2920606752038566 394.6432160694121194 1584.9352767446159760
630 301.3274041972169357 1509.2272524137147229 1190.2374741364669717 394.3259929609754408 1584.5634670974422988
640 301.3505920687090907 1592.1600851563935066 1190.1794204537054611 394.3563372984748980 1584.5357577521804160
650 301.5804461741749378 1544.9875554279790322 1190.1204065811848523 394.6571312093886377 1584.7775377905734331
660 301.3626783799006148 1580.4147481776212771 1190.0589205400185620 394.3721538043599821 1584.4310743443784304
670 301.3027587470089088 1570.9258836881758725 1189.9974183012859612 394.2937411926666869 1584.2911594939525912
680 301.1174106753824731 1503.7441951732287180 1189.9385560058665305 394.0511891998194756 1583.9897452056859493
690 301.1637317889510541 1485.4239754399416142 1189.8822999581352633 394.1118063851420743 1583.9941063432772808
700 300.7577284964789897 1497.3081311764312886 1189.8265818908062101 393.5804984150753967 1583.4070803058816637
710 300.7582337772330447 1443.2789996571248139 1189.7722579196470178 393.5811596404810757 1583.3534175601280367
720 300.7789291839182511 1480.1771366249440689 1189.7219401607021609 393.6082422644880126 1583.3301824251902872
730 300.2392032164642046 1573.9469162403461269 1189.6722050348253106 392.9019408293094102 1582.5741458641346071
740 300.1498721141534816 1495.8935024851559774 1189.6232009109407954 392.7850394949790029 1582.4082404059197415
750 299.7668955745960488 1587.0579224766690913 1189.5725329834676813 392.2838650178547937 1581.8563980013225319
760 300.1701246080039596 1476.2647356200661761 1189.5185800849978932 392.8115425100924085 1582.3301225950904154
770 300.0596917060459532 1476.9822776185721978 1189.4588693098098702 392.6670267338517419 1582.1258960436616690
780 300.0000978359947794 1656.0447969129193098 1189.3974011035754756 392.5890404250892516 1581.9864415286647272
790 299.8879395255003146 1498.3733949813793060 1189.3295612656791036 392.4422667279793586 1581.7718279936584622
800 299.5399296208984765 1536.5356907957796011 1189.2608026516975315 391.9868506281461009 1581.2476532798436892
810 299.7477702176125263 1527.7843172708669499 1189.1905997605726952 392.2588370075304169 1581.4494367681031690
820 299.6526441282851465 1520.2339634236550410 1189.1179282568577946 392.1343521810326251 1581.2522804378904766
830 299.7117040573267559 1519.3977355174756667 1189.0462571599482544 392.2116397587276992 1581.2578969186758968
840 299.8248393061855950 1492.9872520312869710 1188.9746922447459383 392.3596919064040662 1581.3343841511500614
850 299.8949042735604280 1548.8768511646294428 1188.9003206285553915 392.4513810041994475 1581.3517016327548390
860 299.8659753723547396 1612.8888123513665960 1188.8228698817265467 392.4135237846624591 1581.2363936663889490
870 299.4869644032468159 1501.1368986196648621 1188.7463971708887129 391.9175387708375524 1580.6639359417263222
880 299.4723145868704819 1610.5504771450589487 1188.6685353091816069 391.8983675859109894 1580.5669028950926531
890 299.4069994806970385 1463.6021272210480220 1188.5912631304522620 391.8128942975925497 1580.4041574280447549
900 299.3089704777128190 1566.2168185333516703 1188.5136206415770630 391.6846106320437571 1580.1982312736208769
910 299.5247041888713397 1495.6606753393330109 1188.4345654328317323 391.9669261754785907 1580.4014916083103799
920 298.9408951189174672 1640.3193219922013668 1188.3550783333537311 391.2029362827487944 1579.5580146161025823
930 299.1796032826329110 1446.8716230397405980 1188.2706215145828992 391.5153168773241532 1579.7859383919071661
940 299.3701987753103708 1492.9872751566551869 1188.1849188108449198 391.7647358012489462 1579.9496546120938092
950 299.2072786172182077 1562.8791943561973312 1188.0966113636363843 391.5515336423407575 1579.6481450059770850
960 299.3656085727831737 1560.6583667351615077 1188.0078929542073638 391.7587289258562464 1579.7666218800636670
970 299.3550703551496781 1470.6811691697550941 1187.9234716336209203 391.7449383011918940 1579.6684099348128711
980 299.3253482475718101 1439.7552468745370788 1187.8461953635626287 391.7060430682316792 1579.5522384317941942
990 299.5720628053319956 1537.8753917835106222 1187.7698518865308870 392.0289010679078388 1579.7987529544386689
1000 299.6565043425953263 1587.6003924665003524 1187.6939067472803799 392.1394037721581185 1579.8333105194385553
Loop time of 16.4015 on 1 procs for 1000 steps with 10125 atoms
Performance: 5.268 ns/day, 4.556 hours/ns, 60.970 timesteps/s
99.8% CPU use with 1 MPI tasks x no OpenMP threads
MPI task timing breakdown:
Section | min time | avg time | max time |%varavg| %total
---------------------------------------------------------------
Pair | 5.3216 | 5.3216 | 5.3216 | 0.0 | 32.45
Neigh | 10.155 | 10.155 | 10.155 | 0.0 | 61.91
Comm | 0.49085 | 0.49085 | 0.49085 | 0.0 | 2.99
Output | 0.0052254 | 0.0052254 | 0.0052254 | 0.0 | 0.03
Modify | 0.1345 | 0.1345 | 0.1345 | 0.0 | 0.82
Other | | 0.2945 | | | 1.80
Nlocal: 10125 ave 10125 max 10125 min
Histogram: 1 0 0 0 0 0 0 0 0 0
Nghost: 5827 ave 5827 max 5827 min
Histogram: 1 0 0 0 0 0 0 0 0 0
Neighs: 114808 ave 114808 max 114808 min
Histogram: 1 0 0 0 0 0 0 0 0 0
Total # of neighbors = 114808
Ave neighs/atom = 11.3391
Neighbor list builds = 1000
Dangerous builds not checked
Total wall time: 0:00:16

View File

@ -1,5 +1,5 @@
# Input File for DPD fluid under isoenergetic conditions using the VV-SSA integration scheme
log log.dpde
log log.dpde-shardlow
boundary p p p
units metal # ev, ps

File diff suppressed because it is too large Load Diff

View File

@ -0,0 +1,33 @@
# INPUT FILE FOR DPD_Fluid
log log.dpde-vv
boundary p p p
units metal # ev, ps
atom_style dpd
read_data data.dpd
comm_modify mode single vel yes
mass 1 125.9
pair_style dpd/fdt/energy 8.6 245455
pair_coeff 1 1 0.075 0.022 3.2E-05 8.60
neighbor 2.0 bin
neigh_modify every 1 delay 0 check no once no
timestep 0.001
fix 1 all dpd/energy
fix 2 all nve
fix 3 all eos/cv 0.00517041
compute dpdU all dpd
variable totEnergy equal pe+ke+c_dpdU[1]+c_dpdU[2]
thermo 10
thermo_style custom step temp press pe ke c_dpdU[1] c_dpdU[2] v_totEnergy c_dpdU[4]
thermo_modify format float %24.16f
run 1000

View File

@ -0,0 +1,173 @@
boundary p p p
units metal # ev, ps
atom_style dpd
read_data data.dpd
orthogonal box = (-64.5 -64.5 -64.5) to (64.5 64.5 64.5)
1 by 1 by 1 MPI processor grid
reading atoms ...
10125 atoms
reading velocities ...
10125 velocities
comm_modify mode single vel yes
mass 1 125.9
pair_style dpd/fdt/energy 8.6 245455
pair_coeff 1 1 0.075 0.022 3.2E-05 8.60
neighbor 2.0 bin
neigh_modify every 1 delay 0 check no once no
timestep 0.001
fix 1 all dpd/energy
fix 2 all nve
fix 3 all eos/cv 0.00517041
compute dpdU all dpd
variable totEnergy equal pe+ke+c_dpdU[1]+c_dpdU[2]
thermo 10
thermo_style custom step temp press pe ke c_dpdU[1] c_dpdU[2] v_totEnergy c_dpdU[4]
thermo_modify format float %24.16f
run 1000
Neighbor list info ...
1 neighbor list requests
update every 1 steps, delay 0 steps, check no
max neighbors/atom: 2000, page size: 100000
master list distance cutoff = 10.6
ghost atom cutoff = 10.6
binsize = 5.3 -> bins = 25 25 25
Memory usage per processor = 3.36353 Mbytes
Step Temp Press PotEng KinEng c_dpdU[1] c_dpdU[2] v_totEnergy c_dpdU[4]
0 301.4391322267262012 1636.1776395935085020 1188.6488072196075336 394.4722035796053206 7852.5601874986105031 7852.5601874986105031 17288.2413857964347699 299.9999999999841407
10 301.4791572483523510 1486.4422375141198245 1188.7147620806101713 394.5245815119678241 7852.5601874999802021 7852.3731942333779443 17288.1727253259377903 299.9960221120699089
20 301.4275643919337426 1677.9356110821624952 1188.7839634625399867 394.4570655673388728 7852.5601874999938445 7852.3711851933012440 17288.1724017231754260 299.9955485734552099
30 301.2240988054542186 1452.7304951528931269 1188.8550809767796181 394.1908044563202225 7852.5601875000002110 7852.5679666239848302 17288.1740395570850524 299.9988968405210130
40 301.1023506886409677 1527.9758363521380033 1188.9264527568634549 394.0314812537677653 7852.5601874999947540 7852.6574764573806533 17288.1755979680056043 300.0001694462812338
50 301.0409654880461972 1597.1737251233498682 1188.9944523606982330 393.9511507566391515 7852.5601875000029395 7852.6700547249911324 17288.1758453423317405 299.9999653064982681
60 301.2904978886139133 1610.8630327676828529 1189.0651026961211301 394.2776962691256131 7852.5601874999829306 7852.2734988976435488 17288.1764853628737910 299.9919857290491905
70 300.8575037843163500 1489.3259312130880971 1189.1295686642290548 393.7110673208616731 7852.5601874999856591 7852.7707182199101226 17288.1715417049854295 300.0010992278233175
80 300.5955830326474825 1449.3896097889587509 1189.1880764967559116 393.3683100440913449 7852.5601875000411383 7853.0484238882281716 17288.1649979291178170 300.0059513551503301
90 301.0092332775843147 1553.9266324350364812 1189.2470037925052111 393.9096250433288446 7852.5601875000420478 7852.4452067113825251 17288.1620230472581170 299.9940347326859182
100 301.0478004479094238 1539.2270336322194453 1189.3010269201699884 393.9600951881690207 7852.5601875000074870 7852.3416236045995902 17288.1629332129450631 299.9916385566916119
110 300.9609384905550087 1500.0429484565006533 1189.3524514939088021 393.8464250502817663 7852.5601874999983920 7852.4114980357189779 17288.1705620799075405 299.9925626482005327
120 300.9625536631411933 1630.5065919443034090 1189.4006029528841282 393.8485387131115658 7852.5601875000575092 7852.3600810123671181 17288.1694101784196391 299.9911580775880680
130 301.0373750247310340 1539.2267307640183844 1189.4426173625224692 393.9464521696795032 7852.5601874999993015 7852.2178388309775983 17288.1670958631802932 299.9879581026651749
140 300.7465104415114752 1550.8353679735087098 1189.4887352231000932 393.5658181350791551 7852.5601874999920256 7852.5559582333216895 17288.1706990914935886 299.9939749909034958
150 300.6667173911141617 1634.8987162883277051 1189.5368575067818711 393.4613985788388959 7852.5601874999920256 7852.6079668015609059 17288.1664103871735279 299.9946423938895350
160 300.4684731724562425 1462.9400882126803936 1189.5825022927965620 393.2019703048678707 7852.5601874999847496 7852.8265187980177870 17288.1711788956672535 299.9983600613423960
170 300.1439323338466920 1510.2352578813552100 1189.6305700279478970 392.7772665220106774 7852.5601874999802021 7853.2009671047335360 17288.1689911546709482 300.0051118582463232
180 300.1074244553407198 1529.6307083879951279 1189.6764977580119194 392.7294912276224181 7852.5601874999729262 7853.2047509722533505 17288.1709274578606710 300.0047089238623812
190 300.4193298066089142 1546.3205495807171701 1189.7172820166240399 393.1376598363699486 7852.5601874999847496 7852.7461854379371289 17288.1613147909156396 299.9954451643528728
200 300.3353919251508728 1532.5496449337254035 1189.7600175880224924 393.0278162310690391 7852.5601874999683787 7852.8107089913455638 17288.1587303104060993 299.9962707550171785
210 300.3276568499739483 1504.8178651700843602 1189.7998299597820733 393.0176938818990493 7852.5601875000156724 7852.7810130200659842 17288.1587243617614149 299.9953436245502871
220 300.5768315696971626 1592.5896084568344122 1189.8391466344742184 393.3437713226064716 7852.5601875000329528 7852.4205574703573802 17288.1636629274726147 299.9880321846658831
230 300.6587445618569063 1672.3049358942289473 1189.8766340798690635 393.4509650976162334 7852.5601874999847496 7852.2733199687863817 17288.1611066462573945 299.9848228571166828
240 300.7517707836825025 1527.1722267937811921 1189.9126240081129708 393.5727019751183207 7852.5601875000065775 7852.1160682173085661 17288.1615817005440476 299.9814952182625802
250 300.8473715548367409 1589.1847713095248764 1189.9441342461948352 393.6978079843565865 7852.5601875000047585 7851.9625847797888127 17288.1647145103452203 299.9782210858571148
260 300.8450266408960942 1623.1896863377055524 1189.9636161513917614 393.6947393603111891 7852.5601874999820211 7851.9471828473988353 17288.1657258590821584 299.9775302202895659
270 300.6663619570709898 1564.5160171187899323 1189.9764081239700317 393.4609334472908131 7852.5601875000193104 7852.1708276117251444 17288.1683566830033669 299.9812899253168439
280 300.7668534205726019 1618.5400526904263643 1189.9872008155405183 393.5924395618274048 7852.5601875000184009 7852.0271568534708422 17288.1669847308585304 299.9781169783826158
290 300.8462727198648849 1562.6765776748122789 1189.9918265985252219 393.6963700162682471 7852.5601875000211294 7851.9189772084127981 17288.1673613232269417 299.9756806168044250
300 300.8095414073812890 1525.1785808192844343 1189.9873922767767453 393.6483023295390922 7852.5601875000020300 7851.9657301693578120 17288.1616122756749974 299.9761279889730758
310 300.9496330741350221 1566.5597234051326723 1189.9752299662607129 393.8316304464934774 7852.5601875000056680 7851.7898117189633922 17288.1568596317229094 299.9723726900590464
320 301.2370566356515837 1513.6869483705047514 1189.9626455872523820 394.2077614578674343 7852.5601874999929350 7851.4248466706330873 17288.1554412157456682 299.9650543775110236
330 301.3279721508968692 1549.0667862452519330 1189.9513389477854162 394.3267362020337146 7852.5601874999929350 7851.3129955581916875 17288.1512582080031279 299.9625537201162615
340 301.1145736537583844 1414.7930515101759283 1189.9408691169965095 394.0474765890400590 7852.5601874999993015 7851.6028846074832472 17288.1514178135184920 299.9677356565828745
350 301.1651600907370039 1529.8016115175887535 1189.9314470205476937 394.1136755032911196 7852.5601874999929350 7851.5441417268757505 17288.1494517507089768 299.9662576716461331
360 301.0550563185083206 1536.7721716375504002 1189.9200519814730796 393.9695904359920178 7852.5601875000074870 7851.7101209691463737 17288.1599508866202086 299.9690811750865009
370 301.1008976932964742 1522.3385843459479929 1189.9109162496640693 394.0295798208944120 7852.5601875000211294 7851.6603423306560217 17288.1610259012340975 299.9677565060027860
380 301.1656898730700505 1505.0548721701993600 1189.9005648244351505 394.1143687921909304 7852.5601875000056680 7851.5816827598300733 17288.1568038764598896 299.9659906785156522
390 300.8379322662876802 1740.9151205755624687 1189.8851457594087151 393.6854554509390596 7852.5601875000238579 7852.0268864110385039 17288.1576751214088290 299.9741278188615752
400 300.8663790447546376 1564.9461156870302148 1189.8690133470408909 393.7226817503372445 7852.5601875000411383 7852.0043792319993372 17288.1562618294192362 299.9732593416579789
410 300.6263441860635908 1564.2840871092373618 1189.8566574093877080 393.4085650033033517 7852.5601874999892971 7852.3284491703725507 17288.1538590830532485 299.9792095875052951
420 300.5302259436974168 1438.1569922368764765 1189.8406936554465574 393.2827818158641549 7852.5601875000302243 7852.4696075433648730 17288.1532705147074012 299.9815165752025337
430 300.5877786105220935 1503.3641639033023694 1189.8251514530138593 393.3580969454444016 7852.5601874999802021 7852.4023373559457468 17288.1457732543858583 299.9798346272511935
440 300.7289160804472772 1689.2527029957295781 1189.8035410609209066 393.5427936314976591 7852.5601875000029395 7852.2436462415198548 17288.1501684339418716 299.9764596782897570
450 300.9487198282456575 1497.3668092174791582 1189.7808137689632986 393.8304353457919547 7852.5601874999938445 7851.9788323927432430 17288.1502690074921702 299.9710227473042323
460 300.9359942496024587 1625.1573864018491804 1189.7615359247627111 393.8137822755282400 7852.5601875000147629 7852.0165192783370003 17288.1520249786408385 299.9713565393226986
470 301.0000133856357252 1486.1561922844011860 1189.7439269526955741 393.8975596188205941 7852.5601874999656502 7851.9561324572268859 17288.1578065287103527 299.9697143418395626
480 300.8568627175957886 1535.6080526199095857 1189.7237810071801505 393.7102284019063063 7852.5601874999601932 7852.1697010727630186 17288.1638979818089865 299.9732503057674080
490 301.0608040775520067 1497.3221544489886128 1189.7062242497636362 393.9771121242308709 7852.5601874999974825 7851.9258988739011329 17288.1694227478947141 299.9682362511933320
500 301.0232592587148019 1517.5854528541199215 1189.6911287485861521 393.9279798589197981 7852.5601875000247674 7851.9823225510326665 17288.1616186585633841 299.9690333355835037
510 300.7038579923685120 1420.2615974401142012 1189.6747661513456933 393.5100018730125839 7852.5601874999674692 7852.4114869568047652 17288.1564424811294884 299.9768186576545759
520 300.5917863355052759 1537.4862082427132464 1189.6604754398756540 393.3633415734188361 7852.5601875000029395 7852.5789017095057716 17288.1629062228021212 299.9795694302102333
530 300.4751352158502868 1481.1071694751799441 1189.6453243069925065 393.2106884527691477 7852.5601874999811116 7852.7451655714066874 17288.1613658311471227 299.9823181268525900
540 300.5380123640739498 1547.3461372766389559 1189.6261485232855648 393.2929713568877332 7852.5601875000375003 7852.6850583598352387 17288.1643657400454686 299.9808112190538623
550 300.4253885005187499 1544.3485889749692888 1189.6033595464525661 393.1455884232119047 7852.5601874999756546 7852.8598718466746504 17288.1690073163154011 299.9835860164698147
560 300.3263552442093101 1556.5150300058251105 1189.5759163336824713 393.0159905619273673 7852.5601875000111249 7853.0148613782675966 17288.1669557738860021 299.9861837797674866
570 300.1977324643196425 1511.2320626303917379 1189.5441090918316149 392.8476709710407704 7852.5601875000102154 7853.2098259401755058 17288.1617935030590161 299.9896761688499964
580 300.3543631005173893 1588.9566243200433746 1189.5094471319721379 393.0526424747489500 7852.5601875000156724 7853.0374555421631158 17288.1597326488990802 299.9859298211933378
590 300.5019108864805730 1504.4406939723214691 1189.4809412920112663 393.2457278908070748 7852.5601874999874781 7852.8704277855340479 17288.1572844683396397 299.9823573257917815
600 300.4791158523048011 1540.4690749004150803 1189.4551948503105905 393.2158976318902432 7852.5601875000220389 7852.9312239063838206 17288.1625038886049879 299.9832002920041987
610 300.5939139841889869 1368.0565839211087678 1189.4252547652590692 393.3661258776944578 7852.5601874999574648 7852.8130977336286378 17288.1646658765384927 299.9807742697515778
620 300.7674247480806002 1483.2566452708945235 1189.3941250938435132 393.5931872179773450 7852.5601875000193104 7852.6187967208716145 17288.1662965327122947 299.9766963671718258
630 300.7920034341021278 1543.0699124130637756 1189.3598279316649950 393.6253516166882491 7852.5601875000302243 7852.6219971866230480 17288.1673642350069713 299.9762538437230432
640 300.8032734267029014 1423.2549819291616586 1189.3293074476885067 393.6400998638143278 7852.5601874999847496 7852.6384826097782934 17288.1680774212654796 299.9762118202994543
650 300.7516995878241346 1542.6559695158523482 1189.3021161045705867 393.5726088061030055 7852.5601874999720167 7852.7361949473242930 17288.1711073579681397 299.9775656396505497
660 300.8699697098109596 1675.5121937767839881 1189.2687179804190691 393.7273806013013768 7852.5601874999802021 7852.6179739687149777 17288.1742600504148868 299.9750492262036801
670 301.0255004186900578 1520.7397686587873977 1189.2284265783687260 393.9309127074437242 7852.5601874999847496 7852.4592279727157802 17288.1787547585117863 299.9715123049731460
680 301.1071983488760679 1651.9751417063259851 1189.1858967311386550 394.0378250459656329 7852.5601875000002110 7852.3982826328638112 17288.1821919099675142 299.9699481289110850
690 301.0027086454253435 1496.1607274163641250 1189.1436949551202815 393.9010867158519886 7852.5601875000293148 7852.5788938360938118 17288.1838630070960789 299.9731939774295597
700 300.9009090279179759 1551.8182127127668082 1189.0993919251338866 393.7678687121208441 7852.5601875000102154 7852.7513665452252098 17288.1788146824910655 299.9761043445071209
710 301.2325536720837817 1678.1546953970853338 1189.0528341066981284 394.2018687459686817 7852.5601874999956635 7852.3633298995819132 17288.1782202522445004 299.9683013583347133
720 301.2122298224125529 1524.1415452491430642 1189.0046957644285612 394.1752723525083866 7852.5601875000093059 7852.4351629896145823 17288.1753186065616319 299.9693315350040734
730 301.0763282392692304 1547.1987029633166912 1188.9602551214045434 393.9974275034455218 7852.5601874999883876 7852.6518053705112834 17288.1696754953518393 299.9732715774841267
740 301.3262401480515109 1544.7045314021493141 1188.9131307177485724 394.3244696516559884 7852.5601874999965730 7852.3694201272974169 17288.1672079966992897 299.9674666811455950
750 301.5740779122830304 1591.1785078054851965 1188.8637580645938669 394.6487975126887022 7852.5601875000029395 7852.0919529470393172 17288.1646960243233480 299.9616008527094095
760 301.4385361878654521 1547.3218422039201414 1188.8113669183098864 394.4714235854450521 7852.5601874999838401 7852.3161911124070684 17288.1591691161447670 299.9656339783694534
770 301.6110125684814420 1494.5039561806622714 1188.7581685915934031 394.6971313010439530 7852.5601875000083965 7852.1351720579104949 17288.1506594505553949 299.9619855799395509
780 301.8360352039435384 1588.1458619705292676 1188.7039178696472845 394.9916026067776329 7852.5601874999956635 7851.9015195838428554 17288.1572275602629816 299.9572350302977952
790 302.1008324754310479 1545.4409171812178556 1188.6491103416560691 395.3381241828382144 7852.5601875000138534 7851.6150048936624444 17288.1624269181702402 299.9513959104631340
800 301.9660372380565718 1563.9565804790736365 1188.5964649891604950 395.1617271307158035 7852.5601874999874781 7851.8461249560614306 17288.1645045759250934 299.9555810527747326
810 302.0507207347627627 1511.4560763489957935 1188.5468477146612258 395.2725464702810996 7852.5601875000120344 7851.7904104899025697 17288.1699921748586348 299.9541551776504775
820 302.4700213214911741 1458.5135514273570152 1188.4981381693974072 395.8212556746473751 7852.5601875000202199 7851.2935886962204677 17288.1731700402851857 299.9441803241180651
830 302.2853997979337350 1496.2544527963129894 1188.4496917372191547 395.5796544641875698 7852.5601875000447762 7851.5862641793482908 17288.1757978808018379 299.9494768794835977
840 302.0840465730901201 1518.8301331998704882 1188.3994383226176978 395.3161576523596636 7852.5601875000038490 7851.8962146812327774 17288.1719981562127941 299.9550476592922337
850 301.8910942560261788 1469.8827850510901953 1188.3489956121345585 395.0636545180261692 7852.5601874999829306 7852.2025804631493884 17288.1754180932912277 299.9606927700139067
860 301.7284384160519153 1657.6802015862324424 1188.3052233777652873 394.8507982536594341 7852.5601875000093059 7852.4644669022691232 17288.1806760337058222 299.9652835238809985
870 301.6331619894115192 1501.5829953208524330 1188.2628815714097072 394.7261166912876433 7852.5601875000202199 7852.6378180648598573 17288.1870038275774277 299.9682811831179379
880 301.3703918424367316 1499.1595903074553462 1188.2195190931643083 394.3822478705861272 7852.5601874999956635 7853.0266423250832304 17288.1885967888301820 299.9755099056966401
890 301.4157954313303662 1598.8758859042511631 1188.1845892608291706 394.4416643558612918 7852.5601875000065775 7853.0036606192506952 17288.1901017359487014 299.9745322513492738
900 301.4752150615485675 1621.2148728756822038 1188.1517520946135846 394.5194226492019993 7852.5601874999711072 7852.9579580608560718 17288.1893203046420240 299.9733125337182287
910 301.4308816315938770 1538.4823217911632582 1188.1159856659232901 394.4614066057066566 7852.5601875000002110 7853.0558695713261841 17288.1934493429580471 299.9748317405193916
920 301.4323110133492492 1594.7193046491217956 1188.0835779842032025 394.4632771371357762 7852.5601875000202199 7853.0942701464364291 17288.2013127677964803 299.9751127806911200
930 301.4801256941950101 1387.6885377097617038 1188.0464206196895702 394.5258488489681099 7852.5601875000229484 7853.0656502842994087 17288.1981072529815719 299.9740698440909910
940 301.8075611840245074 1534.2487040663793323 1188.0124217312886685 394.9543406584059539 7852.5601874999701977 7852.6729444202819650 17288.1998943099461030 299.9660570413493588
950 301.6915970126173647 1567.7725992489238251 1187.9790455470049437 394.8025864986412898 7852.5601875000274958 7852.8619557087595240 17288.2037752544347313 299.9694678653150959
960 301.6392594677008105 1504.8502165144939227 1187.9439133338105421 394.7340960325207675 7852.5601874999711072 7852.9728807988849439 17288.2110776651898050 299.9711546356286362
970 301.6049535791644303 1514.0198965433548892 1187.9094123369413865 394.6892023276233772 7852.5601874999765641 7853.0497909819878259 17288.2085931465298927 299.9722547114341751
980 301.2982841679705643 1634.1208149125807267 1187.8768454876480973 394.2878856256063500 7852.5601874999856591 7853.4862008383515786 17288.2111194515891839 299.9802110109069986
990 301.2573007350166563 1489.7316698898257528 1187.8432331161868660 394.2342534877078606 7852.5601875000047585 7853.5840096862748396 17288.2216837901723920 299.9819468620868292
1000 301.3195135766228532 1562.6587211933920116 1187.8034267774903583 394.3156670604516307 7852.5601874999356369 7853.5372636956635688 17288.2165450335414789 299.9807651637231629
Loop time of 21.3308 on 1 procs for 1000 steps with 10125 atoms
Performance: 4.050 ns/day, 5.925 hours/ns, 46.880 timesteps/s
99.8% CPU use with 1 MPI tasks x no OpenMP threads
MPI task timing breakdown:
Section | min time | avg time | max time |%varavg| %total
---------------------------------------------------------------
Pair | 10.099 | 10.099 | 10.099 | 0.0 | 47.34
Neigh | 10.145 | 10.145 | 10.145 | 0.0 | 47.56
Comm | 0.49807 | 0.49807 | 0.49807 | 0.0 | 2.33
Output | 0.011203 | 0.011203 | 0.011203 | 0.0 | 0.05
Modify | 0.28296 | 0.28296 | 0.28296 | 0.0 | 1.33
Other | | 0.295 | | | 1.38
Nlocal: 10125 ave 10125 max 10125 min
Histogram: 1 0 0 0 0 0 0 0 0 0
Nghost: 5824 ave 5824 max 5824 min
Histogram: 1 0 0 0 0 0 0 0 0 0
Neighs: 114682 ave 114682 max 114682 min
Histogram: 1 0 0 0 0 0 0 0 0 0
Total # of neighbors = 114682
Ave neighs/atom = 11.3266
Neighbor list builds = 1000
Dangerous builds not checked
Total wall time: 0:00:21

View File

@ -1,5 +1,5 @@
# Input File for DPD fluid under isoenthalpic conditions using the VV-SSA integration scheme
log log.dpdh
log log.dpdh-shardlow
boundary p p p
units metal # ev, ps

View File

@ -1,5 +1,3 @@
LAMMPS (7 Dec 2015)
# Input File for DPD fluid under isenthalpic conditions using the VV-SSA integration scheme
boundary p p p
units metal # ev, ps
@ -42,123 +40,123 @@ Neighbor list info ...
master list distance cutoff = 12
ghost atom cutoff = 12
binsize = 6 -> bins = 22 22 22
Memory usage per processor = 6.99064 Mbytes
Step Temp Press Volume PotEng KinEng totEnerg Cella Cellb Cellc
Memory usage per processor = 6.48143 Mbytes
Step Temp Press Volume PotEng KinEng v_totEnergy Cella Cellb Cellc
0 239.4274282976 2817.4421750949 2146689.0000000000 2639.8225470740 313.3218455755 6048176597.3066043854 129.0000000000 129.0000000000 129.0000000000
1 239.4771405316 2817.4798146419 2146689.0000581890 2639.8304543632 313.3869004818 6048257397.9450139999 129.0000000012 129.0000000012 129.0000000012
2 239.5643955010 2817.5423194969 2146689.0002327557 2639.8379071907 313.5010849268 6048391577.0431976318 129.0000000047 129.0000000047 129.0000000047
3 239.6633839196 2817.6123662396 2146689.0005237064 2639.8445238058 313.6306241122 6048541946.5712041855 129.0000000105 129.0000000105 129.0000000105
4 239.5371222027 2817.5355424336 2146689.0009310376 2639.8505035043 313.4653942786 6048377030.7404508591 129.0000000186 129.0000000186 129.0000000186
5 239.6512678169 2817.6153097076 2146689.0014547524 2639.8561498340 313.6147686202 6048548267.9007387161 129.0000000291 129.0000000291 129.0000000291
6 239.5617886781 2817.5624195435 2146689.0020948485 2639.8617493725 313.4976735610 6048434730.8591957092 129.0000000420 129.0000000420 129.0000000420
7 239.5228587856 2817.5420009502 2146689.0028513218 2639.8666590407 313.4467287471 6048390900.5748634338 129.0000000571 129.0000000571 129.0000000571
1 239.4771405316 2817.4798146419 2146689.0000581890 2639.8304543632 313.3869004818 6048257397.9450111389 129.0000000012 129.0000000012 129.0000000012
2 239.5643955010 2817.5423194969 2146689.0002327557 2639.8379071907 313.5010849268 6048391577.0431985855 129.0000000047 129.0000000047 129.0000000047
3 239.6633839196 2817.6123662396 2146689.0005237064 2639.8445238058 313.6306241122 6048541946.5712032318 129.0000000105 129.0000000105 129.0000000105
4 239.5371222027 2817.5355424336 2146689.0009310376 2639.8505035043 313.4653942786 6048377030.7404460907 129.0000000186 129.0000000186 129.0000000186
5 239.6512678169 2817.6153097076 2146689.0014547524 2639.8561498340 313.6147686202 6048548267.9007377625 129.0000000291 129.0000000291 129.0000000291
6 239.5617886781 2817.5624195435 2146689.0020948485 2639.8617493725 313.4976735610 6048434730.8592004776 129.0000000420 129.0000000420 129.0000000420
7 239.5228587856 2817.5420009502 2146689.0028513218 2639.8666590407 313.4467287471 6048390900.5748577118 129.0000000571 129.0000000571 129.0000000571
8 239.6066877934 2817.6008649264 2146689.0037241788 2639.8710757645 313.5564298772 6048517265.7987136841 129.0000000746 129.0000000746 129.0000000746
9 239.5719861485 2817.5823530300 2146689.0047134170 2639.8752557893 313.5110182737 6048477529.2603597641 129.0000000944 129.0000000944 129.0000000944
10 239.5800176776 2817.5915671176 2146689.0058190385 2639.8793778438 313.5215285712 6048497312.1706562042 129.0000001166 129.0000001166 129.0000001166
11 239.6299830954 2817.6281223139 2146689.0070410441 2639.8829762049 313.5869148014 6048575788.3208293915 129.0000001410 129.0000001410 129.0000001410
12 239.6011995911 2817.6132377273 2146689.0083794324 2639.8860704236 313.5492478526 6048543839.4788341522 129.0000001678 129.0000001678 129.0000001678
13 239.6407681166 2817.6427924824 2146689.0098342048 2639.8889816934 313.6010284005 6048607288.5005035400 129.0000001970 129.0000001970 129.0000001970
14 239.6981172055 2817.6844100046 2146689.0114053637 2639.8913405110 313.6760771219 6048696632.8825635910 129.0000002285 129.0000002285 129.0000002285
15 239.8563971968 2817.7922519039 2146689.0130929090 2639.8934358481 313.8832070208 6048928140.8671445847 129.0000002623 129.0000002623 129.0000002623
16 239.8561894618 2817.7971208197 2146689.0148968464 2639.8950496967 313.8829351726 6048938597.9994983673 129.0000002984 129.0000002984 129.0000002984
17 239.8816520361 2817.8185621543 2146689.0168171758 2639.8961257823 313.9162562538 6048984631.3226099014 129.0000003369 129.0000003369 129.0000003369
18 239.9099966096 2817.8417368960 2146689.0188538977 2639.8965743204 313.9533488047 6049034386.0627689362 129.0000003777 129.0000003777 129.0000003777
19 240.0514024347 2817.9389205774 2146689.0210070144 2639.8966103811 314.1383966683 6049243015.4568042755 129.0000004208 129.0000004208 129.0000004208
20 239.8802541140 2817.8327386176 2146689.0232765260 2639.8962085210 313.9144268914 6049015081.9802312851 129.0000004662 129.0000004662 129.0000004662
21 239.8462621903 2817.8160306167 2146689.0256624296 2639.8953174755 313.8699440502 6048979221.7758684158 129.0000005140 129.0000005140 129.0000005140
22 240.0487944678 2817.9533849158 2146689.0281647225 2639.8938590354 314.1349838054 6049274086.0571269989 129.0000005642 129.0000005642 129.0000005642
23 240.0966314441 2817.9897873787 2146689.0307834130 2639.8918104774 314.1975846937 6049352238.2649221420 129.0000006166 129.0000006166 129.0000006166
24 240.1765312516 2818.0463843765 2146689.0335185044 2639.8891292321 314.3021439554 6049473742.2287292480 129.0000006714 129.0000006714 129.0000006714
25 240.1500705973 2818.0336048048 2146689.0363699966 2639.8858785483 314.2675167572 6049446316.4600133896 129.0000007285 129.0000007285 129.0000007285
10 239.5800176776 2817.5915671176 2146689.0058190385 2639.8793778438 313.5215285712 6048497312.1706552505 129.0000001166 129.0000001166 129.0000001166
11 239.6299830954 2817.6281223139 2146689.0070410441 2639.8829762049 313.5869148014 6048575788.3208351135 129.0000001410 129.0000001410 129.0000001410
12 239.6011995911 2817.6132377273 2146689.0083794324 2639.8860704236 313.5492478526 6048543839.4788360596 129.0000001678 129.0000001678 129.0000001678
13 239.6407681166 2817.6427924824 2146689.0098342048 2639.8889816934 313.6010284005 6048607288.5005025864 129.0000001970 129.0000001970 129.0000001970
14 239.6981172055 2817.6844100046 2146689.0114053637 2639.8913405110 313.6760771219 6048696632.8825626373 129.0000002285 129.0000002285 129.0000002285
15 239.8563971968 2817.7922519039 2146689.0130929090 2639.8934358481 313.8832070208 6048928140.8671455383 129.0000002623 129.0000002623 129.0000002623
16 239.8561894618 2817.7971208197 2146689.0148968464 2639.8950496967 313.8829351726 6048938597.9994916916 129.0000002984 129.0000002984 129.0000002984
17 239.8816520361 2817.8185621543 2146689.0168171758 2639.8961257823 313.9162562538 6048984631.3226108551 129.0000003369 129.0000003369 129.0000003369
18 239.9099966096 2817.8417368960 2146689.0188538977 2639.8965743204 313.9533488047 6049034386.0627622604 129.0000003777 129.0000003777 129.0000003777
19 240.0514024347 2817.9389205774 2146689.0210070144 2639.8966103811 314.1383966683 6049243015.4568052292 129.0000004208 129.0000004208 129.0000004208
20 239.8802541140 2817.8327386176 2146689.0232765260 2639.8962085210 313.9144268914 6049015081.9802341461 129.0000004662 129.0000004662 129.0000004662
21 239.8462621903 2817.8160306167 2146689.0256624296 2639.8953174755 313.8699440502 6048979221.7758703232 129.0000005140 129.0000005140 129.0000005140
22 240.0487944678 2817.9533849157 2146689.0281647225 2639.8938590354 314.1349838054 6049274086.0571212769 129.0000005642 129.0000005642 129.0000005642
23 240.0966314441 2817.9897873787 2146689.0307834130 2639.8918104774 314.1975846937 6049352238.2649183273 129.0000006166 129.0000006166 129.0000006166
24 240.1765312516 2818.0463843765 2146689.0335185044 2639.8891292321 314.3021439554 6049473742.2287187576 129.0000006714 129.0000006714 129.0000006714
25 240.1500705973 2818.0336048048 2146689.0363699966 2639.8858785483 314.2675167572 6049446316.4600162506 129.0000007285 129.0000007285 129.0000007285
26 240.2681423500 2818.1151708195 2146689.0393378921 2639.8825176506 314.4220289603 6049621421.8445177078 129.0000007880 129.0000007880 129.0000007880
27 240.4728815247 2818.2527327079 2146689.0424221945 2639.8784158747 314.6899567267 6049916733.3989133835 129.0000008498 129.0000008498 129.0000008498
28 240.4793027032 2818.2613348477 2146689.0456229053 2639.8736089473 314.6983596717 6049935208.5422019958 129.0000009139 129.0000009139 129.0000009139
29 240.5020619198 2818.2805472685 2146689.0489400285 2639.8681043704 314.7281430587 6049976461.0082149506 129.0000009803 129.0000009803 129.0000009803
30 240.5513721776 2818.3167157263 2146689.0523735629 2639.8623484053 314.7926719270 6050054113.1760234833 129.0000010491 129.0000010491 129.0000010491
31 240.7340393104 2818.4391703712 2146689.0559235099 2639.8563442170 315.0317155636 6050316995.4599857330 129.0000011202 129.0000011202 129.0000011202
27 240.4728815247 2818.2527327079 2146689.0424221945 2639.8784158747 314.6899567267 6049916733.3989181519 129.0000008498 129.0000008498 129.0000008498
28 240.4793027032 2818.2613348477 2146689.0456229053 2639.8736089473 314.6983596717 6049935208.5421981812 129.0000009139 129.0000009139 129.0000009139
29 240.5020619198 2818.2805472685 2146689.0489400285 2639.8681043704 314.7281430587 6049976461.0082206726 129.0000009803 129.0000009803 129.0000009803
30 240.5513721776 2818.3167157263 2146689.0523735629 2639.8623484053 314.7926719270 6050054113.1760177612 129.0000010491 129.0000010491 129.0000010491
31 240.7340393104 2818.4391703712 2146689.0559235099 2639.8563442170 315.0317155636 6050316995.4599781036 129.0000011202 129.0000011202 129.0000011202
32 240.8254719483 2818.5014640740 2146689.0595898777 2639.8498122053 315.1513670299 6050450731.1168394089 129.0000011936 129.0000011936 129.0000011936
33 240.9681573541 2818.5965480750 2146689.0633726656 2639.8425779528 315.3380893908 6050654857.7432937622 129.0000012694 129.0000012694 129.0000012694
34 241.0039494187 2818.6217008564 2146689.0672718794 2639.8347174393 315.3849279499 6050708863.9733123779 129.0000013475 129.0000013475 129.0000013475
35 241.0314566197 2818.6411150538 2146689.0712875174 2639.8262983643 315.4209246902 6050750551.5649232864 129.0000014279 129.0000014279 129.0000014279
36 241.0829173424 2818.6763455617 2146689.0754195810 2639.8174397481 315.4882677207 6050826192.2165832520 129.0000015107 129.0000015107 129.0000015107
37 241.2845682012 2818.8087982181 2146689.0796680767 2639.8080129872 315.7521540252 6051110539.1171865463 129.0000015958 129.0000015958 129.0000015958
38 241.3214712920 2818.8336260248 2146689.0840330068 2639.7981963574 315.8004465062 6051163849.0412292480 129.0000016833 129.0000016833 129.0000016833
39 241.3392127125 2818.8456991528 2146689.0885143690 2639.7879618658 315.8236634561 6051189778.9386844635 129.0000017730 129.0000017730 129.0000017730
40 241.5383770555 2818.9753950055 2146689.0931121684 2639.7769824244 316.0842958321 6051468208.8210573196 129.0000018651 129.0000018651 129.0000018651
33 240.9681573541 2818.5965480750 2146689.0633726656 2639.8425779528 315.3380893908 6050654857.7432861328 129.0000012694 129.0000012694 129.0000012694
34 241.0039494187 2818.6217008564 2146689.0672718794 2639.8347174393 315.3849279499 6050708863.9733209610 129.0000013475 129.0000013475 129.0000013475
35 241.0314566197 2818.6411150538 2146689.0712875174 2639.8262983643 315.4209246902 6050750551.5649127960 129.0000014279 129.0000014279 129.0000014279
36 241.0829173424 2818.6763455617 2146689.0754195810 2639.8174397481 315.4882677207 6050826192.2165899277 129.0000015107 129.0000015107 129.0000015107
37 241.2845682012 2818.8087982181 2146689.0796680767 2639.8080129872 315.7521540252 6051110539.1171846390 129.0000015958 129.0000015958 129.0000015958
38 241.3214712920 2818.8336260248 2146689.0840330068 2639.7981963574 315.8004465062 6051163849.0412235260 129.0000016833 129.0000016833 129.0000016833
39 241.3392127125 2818.8456991528 2146689.0885143690 2639.7879618658 315.8236634561 6051189778.9386901855 129.0000017730 129.0000017730 129.0000017730
40 241.5383770555 2818.9753950055 2146689.0931121684 2639.7769824244 316.0842958321 6051468208.8210506439 129.0000018651 129.0000018651 129.0000018651
41 241.5059730674 2818.9543817992 2146689.0978264087 2639.7656512498 316.0418910106 6051423113.2358427048 129.0000019595 129.0000019595 129.0000019595
42 241.3907605672 2818.8793800508 2146689.1026570834 2639.7541331920 315.8911205101 6051262121.2551441193 129.0000020563 129.0000020563 129.0000020563
43 241.5095917610 2818.9559595711 2146689.1076041958 2639.7424355740 316.0466265406 6051426527.7663173676 129.0000021554 129.0000021554 129.0000021554
44 241.6271631762 2819.0312325531 2146689.1126677482 2639.7297705654 316.2004839873 6051588129.8722667694 129.0000022568 129.0000022568 129.0000022568
45 241.5702411838 2818.9923790176 2146689.1178477411 2639.7163554760 316.1259941770 6051504737.9250679016 129.0000023606 129.0000023606 129.0000023606
46 241.7029985068 2819.0771124986 2146689.1231441777 2639.7024246704 316.2997243538 6051686649.4576063156 129.0000024667 129.0000024667 129.0000024667
42 241.3907605672 2818.8793800508 2146689.1026570834 2639.7541331920 315.8911205101 6051262121.2551422119 129.0000020563 129.0000020563 129.0000020563
43 241.5095917610 2818.9559595711 2146689.1076041958 2639.7424355740 316.0466265406 6051426527.7663059235 129.0000021554 129.0000021554 129.0000021554
44 241.6271631762 2819.0312325531 2146689.1126677482 2639.7297705654 316.2004839873 6051588129.8722610474 129.0000022568 129.0000022568 129.0000022568
45 241.5702411838 2818.9923790176 2146689.1178477411 2639.7163554760 316.1259941770 6051504737.9250564575 129.0000023606 129.0000023606 129.0000023606
46 241.7029985068 2819.0771124986 2146689.1231441777 2639.7024246704 316.2997243538 6051686649.4576120377 129.0000024667 129.0000024667 129.0000024667
47 241.7966144965 2819.1357830868 2146689.1285570571 2639.6882106593 316.4222330191 6051812612.3391046524 129.0000025751 129.0000025751 129.0000025751
48 241.8573480255 2819.1726205120 2146689.1340863821 2639.6735287925 316.5017107195 6051891706.4922075272 129.0000026859 129.0000026859 129.0000026859
49 241.9611147338 2819.2374095379 2146689.1397321564 2639.6583357477 316.6375029166 6052030804.4275312424 129.0000027990 129.0000027990 129.0000027990
50 242.1023518806 2819.3259059811 2146689.1454943856 2639.6424863169 316.8223300428 6052220795.1955356598 129.0000029144 129.0000029144 129.0000029144
51 242.1174105473 2819.3319633044 2146689.1513730693 2639.6264141131 316.8420362613 6052233814.9634294510 129.0000030321 129.0000030321 129.0000030321
52 242.2534914901 2819.4164594322 2146689.1573682069 2639.6098392671 317.0201158259 6052415218.9485483170 129.0000031522 129.0000031522 129.0000031522
53 242.3504633236 2819.4754119996 2146689.1634798055 2639.5930076505 317.1470160479 6052541789.1273956299 129.0000032746 129.0000032746 129.0000032746
54 242.2982323323 2819.4368568264 2146689.1697078613 2639.5756353782 317.0786650211 6052459040.6286926270 129.0000033994 129.0000033994 129.0000033994
55 242.3452896272 2819.4623310219 2146689.1760523771 2639.5575918586 317.1402455951 6052513743.7400245667 129.0000035265 129.0000035265 129.0000035265
56 242.4181903333 2819.5048897011 2146689.1825133534 2639.5390347547 317.2356456249 6052605122.2894468307 129.0000036559 129.0000036559 129.0000036559
57 242.5317091656 2819.5739975787 2146689.1890907930 2639.5199828249 317.3841997413 6052753494.0979290009 129.0000037876 129.0000037876 129.0000037876
58 242.5478978740 2819.5796954935 2146689.1957846982 2639.5006137388 317.4053847660 6052765744.6257638931 129.0000039217 129.0000039217 129.0000039217
59 242.6655316466 2819.6519225743 2146689.2025950695 2639.4808234811 317.5593238156 6052920813.0568265915 129.0000040582 129.0000040582 129.0000040582
60 242.8126131177 2819.7431588157 2146689.2095219092 2639.4607996998 317.7517989980 6053116688.6155757904 129.0000041969 129.0000041969 129.0000041969
48 241.8573480255 2819.1726205120 2146689.1340863821 2639.6735287925 316.5017107195 6051891706.4921989441 129.0000026859 129.0000026859 129.0000026859
49 241.9611147338 2819.2374095379 2146689.1397321564 2639.6583357477 316.6375029166 6052030804.4275226593 129.0000027990 129.0000027990 129.0000027990
50 242.1023518806 2819.3259059811 2146689.1454943856 2639.6424863169 316.8223300428 6052220795.1955394745 129.0000029144 129.0000029144 129.0000029144
51 242.1174105473 2819.3319633044 2146689.1513730693 2639.6264141131 316.8420362613 6052233814.9634265900 129.0000030321 129.0000030321 129.0000030321
52 242.2534914901 2819.4164594322 2146689.1573682069 2639.6098392670 317.0201158259 6052415218.9485445023 129.0000031522 129.0000031522 129.0000031522
53 242.3504633236 2819.4754119996 2146689.1634798055 2639.5930076506 317.1470160479 6052541789.1274013519 129.0000032746 129.0000032746 129.0000032746
54 242.2982323323 2819.4368568264 2146689.1697078613 2639.5756353782 317.0786650211 6052459040.6286897659 129.0000033994 129.0000033994 129.0000033994
55 242.3452896272 2819.4623310219 2146689.1760523771 2639.5575918586 317.1402455951 6052513743.7400159836 129.0000035265 129.0000035265 129.0000035265
56 242.4181903333 2819.5048897011 2146689.1825133534 2639.5390347547 317.2356456249 6052605122.2894439697 129.0000036559 129.0000036559 129.0000036559
57 242.5317091656 2819.5739975787 2146689.1890907930 2639.5199828249 317.3841997413 6052753494.0979280472 129.0000037876 129.0000037876 129.0000037876
58 242.5478978740 2819.5796954935 2146689.1957846982 2639.5006137388 317.4053847660 6052765744.6257629395 129.0000039217 129.0000039217 129.0000039217
59 242.6655316466 2819.6519225743 2146689.2025950695 2639.4808234811 317.5593238156 6052920813.0568208694 129.0000040582 129.0000040582 129.0000040582
60 242.8126131177 2819.7431588157 2146689.2095219092 2639.4607996998 317.7517989980 6053116688.6155729294 129.0000041969 129.0000041969 129.0000041969
61 242.7957124913 2819.7275989047 2146689.2165652174 2639.4406312730 317.7296823362 6053083306.1403274536 129.0000043380 129.0000043380 129.0000043380
62 242.9276177041 2819.8088790098 2146689.2237249981 2639.4201279058 317.9022974164 6053257809.6067724228 129.0000044814 129.0000044814 129.0000044814
63 243.0465445938 2819.8814758895 2146689.2310012528 2639.3991657500 318.0579286774 6053413673.1989669800 129.0000046272 129.0000046272 129.0000046272
64 242.9890585501 2819.8387587817 2146689.2383939880 2639.3781767844 317.9827007328 6053321993.5937957764 129.0000047752 129.0000047752 129.0000047752
65 242.9653746583 2819.8180104181 2146689.2459031967 2639.3568184374 317.9517072884 6053277474.4272642136 129.0000049256 129.0000049256 129.0000049256
62 242.9276177041 2819.8088790098 2146689.2237249981 2639.4201279058 317.9022974164 6053257809.6067762375 129.0000044814 129.0000044814 129.0000044814
63 243.0465445938 2819.8814758895 2146689.2310012528 2639.3991657500 318.0579286774 6053413673.1989650726 129.0000046272 129.0000046272 129.0000046272
64 242.9890585501 2819.8387587817 2146689.2383939880 2639.3781767844 317.9827007328 6053321993.5937871933 129.0000047752 129.0000047752 129.0000047752
65 242.9653746583 2819.8180104181 2146689.2459031967 2639.3568184374 317.9517072884 6053277474.4272727966 129.0000049256 129.0000049256 129.0000049256
66 243.0259297024 2819.8514334947 2146689.2535288804 2639.3352568621 318.0309514181 6053349244.9473772049 129.0000050784 129.0000050784 129.0000050784
67 242.9638979697 2819.8046112742 2146689.2612710390 2639.3134547096 317.9497748498 6053248753.9180746078 129.0000052335 129.0000052335 129.0000052335
68 243.0283540775 2819.8395632725 2146689.2691296688 2639.2912303374 318.0341240273 6053323807.2197113037 129.0000053909 129.0000053909 129.0000053909
69 243.2256418664 2819.9609646019 2146689.2771047787 2639.2684509205 318.2923006889 6053584440.8757410049 129.0000055506 129.0000055506 129.0000055506
70 243.2507495334 2819.9706145524 2146689.2851963686 2639.2450126010 318.3251573278 6053605179.1483983994 129.0000057127 129.0000057127 129.0000057127
71 243.4287155518 2820.0794853386 2146689.2934044413 2639.2213699915 318.5580489464 6053838914.2552757263 129.0000058771 129.0000058771 129.0000058771
67 242.9638979697 2819.8046112742 2146689.2612710390 2639.3134547096 317.9497748498 6053248753.9180717468 129.0000052335 129.0000052335 129.0000052335
68 243.0283540775 2819.8395632725 2146689.2691296688 2639.2912303374 318.0341240273 6053323807.2197017670 129.0000053909 129.0000053909 129.0000053909
69 243.2256418664 2819.9609646019 2146689.2771047787 2639.2684509205 318.2923006889 6053584440.8757400513 129.0000055506 129.0000055506 129.0000055506
70 243.2507495334 2819.9706145524 2146689.2851963686 2639.2450126010 318.3251573278 6053605179.1483964920 129.0000057127 129.0000057127 129.0000057127
71 243.4287155518 2820.0794853386 2146689.2934044413 2639.2213699915 318.5580489464 6053838914.2552747726 129.0000058771 129.0000058771 129.0000058771
72 243.5097518574 2820.1249498194 2146689.3017290002 2639.1971212009 318.6640954635 6053936535.9274711609 129.0000060439 129.0000060439 129.0000060439
73 243.5356790969 2820.1337977544 2146689.3101700447 2639.1723394662 318.6980246193 6053955553.5090150833 129.0000062130 129.0000062130 129.0000062130
74 243.5479180498 2820.1331964183 2146689.3187275808 2639.1473868749 318.7140408766 6053954286.7515878677 129.0000063844 129.0000063844 129.0000063844
75 243.7115573025 2820.2314361523 2146689.3274016059 2639.1220411207 318.9281840641 6054165201.5909147263 129.0000065581 129.0000065581 129.0000065581
76 243.7457279618 2820.2454531429 2146689.3361921217 2639.0963868224 318.9729008040 6054195316.5254135132 129.0000067342 129.0000067342 129.0000067342
77 243.8345031069 2820.2948644965 2146689.3450991292 2639.0700900389 319.0890745962 6054301412.5615215302 129.0000069126 129.0000069126 129.0000069126
73 243.5356790969 2820.1337977544 2146689.3101700447 2639.1723394661 318.6980246193 6053955553.5090074539 129.0000062130 129.0000062130 129.0000062130
74 243.5479180498 2820.1331964183 2146689.3187275808 2639.1473868749 318.7140408766 6053954286.7515821457 129.0000063844 129.0000063844 129.0000063844
75 243.7115573025 2820.2314361523 2146689.3274016059 2639.1220411207 318.9281840641 6054165201.5909118652 129.0000065581 129.0000065581 129.0000065581
76 243.7457279618 2820.2454531429 2146689.3361921217 2639.0963868224 318.9729008040 6054195316.5254154205 129.0000067342 129.0000067342 129.0000067342
77 243.8345031069 2820.2948644965 2146689.3450991292 2639.0700900389 319.0890745962 6054301412.5615310669 129.0000069126 129.0000069126 129.0000069126
78 244.0193931195 2820.4067881628 2146689.3541226317 2639.0435094409 319.3310271594 6054541703.5689058304 129.0000070934 129.0000070934 129.0000070934
79 243.9919100078 2820.3799166166 2146689.3632626338 2639.0164249037 319.2950619430 6054484044.4218521118 129.0000072765 129.0000072765 129.0000072765
80 244.0965612207 2820.4387335935 2146689.3725191355 2638.9888176882 319.4320116291 6054610332.4174270630 129.0000074619 129.0000074619 129.0000074619
79 243.9919100078 2820.3799166166 2146689.3632626338 2639.0164249037 319.2950619430 6054484044.4218587875 129.0000072765 129.0000072765 129.0000072765
80 244.0965612207 2820.4387335935 2146689.3725191355 2638.9888176882 319.4320116291 6054610332.4174261093 129.0000074619 129.0000074619 129.0000074619
81 244.1334315951 2820.4535208568 2146689.3818921377 2638.9608330195 319.4802612965 6054642102.5347270966 129.0000076496 129.0000076496 129.0000076496
82 244.3029520408 2820.5543485196 2146689.3913816395 2638.9318525796 319.7021007878 6054858575.1664323807 129.0000078397 129.0000078397 129.0000078397
83 244.3445761189 2820.5713690935 2146689.4009876498 2638.9021684795 319.7565712929 6054895140.1710672379 129.0000080321 129.0000080321 129.0000080321
84 244.2696671559 2820.5125763350 2146689.4107101629 2638.8720941742 319.6585431986 6054768957.6738977432 129.0000082269 129.0000082269 129.0000082269
85 244.5161919319 2820.6629431352 2146689.4205491822 2638.8415194387 319.9811528443 6055091776.5362014771 129.0000084240 129.0000084240 129.0000084240
86 244.5641090282 2820.6838080201 2146689.4305047127 2638.8103612394 320.0438585800 6055136595.0767993927 129.0000086234 129.0000086234 129.0000086234
87 244.5348240638 2820.6541129118 2146689.4405767513 2638.7789728309 320.0055354056 6055072877.2416133881 129.0000088251 129.0000088251 129.0000088251
88 244.6939431427 2820.7468233396 2146689.4507653015 2638.7470269267 320.2137633592 6055271926.6536083221 129.0000090292 129.0000090292 129.0000090292
89 244.8800201091 2820.8567117003 2146689.4610703662 2638.7147520097 320.4572692055 6055507852.1186370850 129.0000092356 129.0000092356 129.0000092356
90 244.8804280382 2820.8451141876 2146689.4714919478 2638.6820441173 320.4578030336 6055482985.2258615494 129.0000094444 129.0000094444 129.0000094444
91 244.9558851986 2820.8815975090 2146689.4820300462 2638.6491836104 320.5565485155 6055561333.3803415298 129.0000096555 129.0000096555 129.0000096555
92 244.9965893140 2820.8949614294 2146689.4926846647 2638.6159817170 320.6098151301 6055590051.6433105469 129.0000098689 129.0000098689 129.0000098689
93 245.1381056687 2820.9732811388 2146689.5034558061 2638.5824451870 320.7950076360 6055758210.2774286270 129.0000100846 129.0000100846 129.0000100846
94 245.2954807041 2821.0619342131 2146689.5143434699 2638.5485198222 321.0009532826 6055948551.7882719040 129.0000103027 129.0000103027 129.0000103027
95 245.3535822199 2821.0860553731 2146689.5253476589 2638.5144817512 321.0769866522 6056000363.5151643753 129.0000105232 129.0000105232 129.0000105232
96 245.5013476026 2821.1682908185 2146689.5364683764 2638.4801107361 321.2703568219 6056176929.0169973373 129.0000107459 129.0000107459 129.0000107459
97 245.4166531417 2821.0989038023 2146689.5477056229 2638.4453663061 321.1595231342 6056028008.1910085678 129.0000109710 129.0000109710 129.0000109710
98 245.4121937790 2821.0817490953 2146689.5590593945 2638.4097762390 321.1536874797 6055991214.3494358063 129.0000111984 129.0000111984 129.0000111984
99 245.4532592994 2821.0946353191 2146689.5705296928 2638.3738037546 321.2074270397 6056018909.4481058121 129.0000114282 129.0000114282 129.0000114282
100 245.7500657390 2821.2735939427 2146689.5821165247 2638.3375549051 321.5958367642 6056403111.1006603241 129.0000116603 129.0000116603 129.0000116603
Loop time of 4.26657 on 1 procs for 100 steps with 10125 atoms
82 244.3029520408 2820.5543485196 2146689.3913816395 2638.9318525796 319.7021007878 6054858575.1664342880 129.0000078397 129.0000078397 129.0000078397
83 244.3445761189 2820.5713690935 2146689.4009876498 2638.9021684795 319.7565712929 6054895140.1710596085 129.0000080321 129.0000080321 129.0000080321
84 244.2696671559 2820.5125763350 2146689.4107101629 2638.8720941742 319.6585431986 6054768957.6739044189 129.0000082269 129.0000082269 129.0000082269
85 244.5161919319 2820.6629431352 2146689.4205491822 2638.8415194387 319.9811528443 6055091776.5361995697 129.0000084240 129.0000084240 129.0000084240
86 244.5641090282 2820.6838080201 2146689.4305047127 2638.8103612394 320.0438585800 6055136595.0767974854 129.0000086234 129.0000086234 129.0000086234
87 244.5348240638 2820.6541129118 2146689.4405767513 2638.7789728309 320.0055354056 6055072877.2416200638 129.0000088251 129.0000088251 129.0000088251
88 244.6939431427 2820.7468233396 2146689.4507653015 2638.7470269267 320.2137633592 6055271926.6536149979 129.0000090292 129.0000090292 129.0000090292
89 244.8800201091 2820.8567117003 2146689.4610703662 2638.7147520097 320.4572692055 6055507852.1186332703 129.0000092356 129.0000092356 129.0000092356
90 244.8804280382 2820.8451141876 2146689.4714919478 2638.6820441173 320.4578030336 6055482985.2258749008 129.0000094444 129.0000094444 129.0000094444
91 244.9558851986 2820.8815975090 2146689.4820300462 2638.6491836104 320.5565485155 6055561333.3803453445 129.0000096555 129.0000096555 129.0000096555
92 244.9965893140 2820.8949614294 2146689.4926846647 2638.6159817170 320.6098151301 6055590051.6433181763 129.0000098689 129.0000098689 129.0000098689
93 245.1381056687 2820.9732811388 2146689.5034558061 2638.5824451870 320.7950076360 6055758210.2774200439 129.0000100846 129.0000100846 129.0000100846
94 245.2954807041 2821.0619342131 2146689.5143434699 2638.5485198222 321.0009532826 6055948551.7882709503 129.0000103027 129.0000103027 129.0000103027
95 245.3535822199 2821.0860553731 2146689.5253476589 2638.5144817512 321.0769866522 6056000363.5151576996 129.0000105232 129.0000105232 129.0000105232
96 245.5013476026 2821.1682908185 2146689.5364683764 2638.4801107361 321.2703568219 6056176929.0169925690 129.0000107459 129.0000107459 129.0000107459
97 245.4166531417 2821.0989038023 2146689.5477056229 2638.4453663061 321.1595231342 6056028008.1910057068 129.0000109710 129.0000109710 129.0000109710
98 245.4121937790 2821.0817490953 2146689.5590593945 2638.4097762390 321.1536874797 6055991214.3494396210 129.0000111984 129.0000111984 129.0000111984
99 245.4532592994 2821.0946353191 2146689.5705296928 2638.3738037546 321.2074270397 6056018909.4480972290 129.0000114282 129.0000114282 129.0000114282
100 245.7500657390 2821.2735939427 2146689.5821165247 2638.3375549051 321.5958367642 6056403111.1006488800 129.0000116603 129.0000116603 129.0000116603
Loop time of 4.05006 on 1 procs for 100 steps with 10125 atoms
Performance: 2.025 ns/day, 11.852 hours/ns, 23.438 timesteps/s
Performance: 2.133 ns/day, 11.250 hours/ns, 24.691 timesteps/s
99.8% CPU use with 1 MPI tasks x no OpenMP threads
MPI task timing breakdown:
Section | min time | avg time | max time |%varavg| %total
---------------------------------------------------------------
Pair | 0.40111 | 0.40111 | 0.40111 | 0.0 | 9.40
Neigh | 1.4039 | 1.4039 | 1.4039 | 0.0 | 32.90
Comm | 0.040107 | 0.040107 | 0.040107 | 0.0 | 0.94
Output | 0.012053 | 0.012053 | 0.012053 | 0.0 | 0.28
Modify | 2.4038 | 2.4038 | 2.4038 | 0.0 | 56.34
Other | | 0.005648 | | | 0.13
Pair | 0.46587 | 0.46587 | 0.46587 | 0.0 | 11.50
Neigh | 1.4713 | 1.4713 | 1.4713 | 0.0 | 36.33
Comm | 0.05567 | 0.05567 | 0.05567 | 0.0 | 1.37
Output | 0.011364 | 0.011364 | 0.011364 | 0.0 | 0.28
Modify | 2.0158 | 2.0158 | 2.0158 | 0.0 | 49.77
Other | | 0.03004 | | | 0.74
Nlocal: 10125 ave 10125 max 10125 min
Histogram: 1 0 0 0 0 0 0 0 0 0

View File

@ -1,5 +1,5 @@
# Input File for DPD fluid under isobaric conditions using the VV-SSA integration scheme
log log.dpdp
log log.dpdp-shardlow
boundary p p p
units metal

View File

@ -1,5 +1,3 @@
LAMMPS (7 Dec 2015)
# Input File for DPD fluid under isobaric conditions using the VV-SSA integration scheme
boundary p p p
units metal
@ -38,7 +36,7 @@ Neighbor list info ...
master list distance cutoff = 12
ghost atom cutoff = 12
binsize = 6 -> bins = 12 10 9
Memory usage per processor = 2.04518 Mbytes
Memory usage per processor = 2.04718 Mbytes
Step Temp Press Volume PotEng KinEng TotEng Enthalpy Cella Cellb Cellc
0 128.6667660382 3065.7908751302 204306.2673181506 263.2538386154 16.6148533499 279.8686919654 670.8120681014 66.8305353589 57.8900140312 52.8084103339
1 128.8781761640 3065.9340218365 204306.2673289568 263.2538784443 16.6421529266 279.8960313709 670.8576613026 66.8305353600 57.8900140323 52.8084103348
@ -48,113 +46,113 @@ Step Temp Press Volume PotEng KinEng TotEng Enthalpy Cella Cellb Cellc
5 129.5099127127 3066.3516291155 204306.2675883183 263.2544119877 16.7237296261 279.9781416138 670.9930244672 66.8305353883 57.8900140568 52.8084103572
6 129.4373658155 3066.2979832897 204306.2677071957 263.2546211781 16.7143615811 279.9689827592 670.9770250342 66.8305354013 57.8900140680 52.8084103674
7 129.5468804564 3066.3661894656 204306.2678476885 263.2548635146 16.7285033035 279.9833668181 671.0001068740 66.8305354166 57.8900140813 52.8084103795
8 129.6703134859 3066.4427527412 204306.2680097974 263.2551515311 16.7444423199 279.9995938510 671.0260974093 66.8305354343 57.8900140966 52.8084103935
9 129.7536784769 3066.4909380739 204306.2681935228 263.2554871768 16.7552073149 280.0106944917 671.0433428967 66.8305354543 57.8900141139 52.8084104093
10 129.6933330547 3066.4412060161 204306.2683988648 263.2558667340 16.7474148571 280.0032815912 671.0295886589 66.8305354767 57.8900141333 52.8084104270
8 129.6703134859 3066.4427527412 204306.2680097972 263.2551515311 16.7444423199 279.9995938510 671.0260974093 66.8305354343 57.8900140966 52.8084103935
9 129.7536784769 3066.4909380739 204306.2681935227 263.2554871768 16.7552073149 280.0106944917 671.0433428967 66.8305354543 57.8900141139 52.8084104093
10 129.6933330547 3066.4412060161 204306.2683988647 263.2558667340 16.7474148571 280.0032815912 671.0295886589 66.8305354767 57.8900141333 52.8084104270
11 130.0493626138 3066.6716229532 204306.2686258238 263.2562750927 16.7933892692 280.0496643619 671.1053541603 66.8305355014 57.8900141547 52.8084104465
12 130.3213016818 3066.8440489028 204306.2688744016 263.2567151478 16.8285050016 280.0852201494 671.1628978279 66.8305355285 57.8900141782 52.8084104680
13 130.5593607103 3066.9922169334 204306.2691445990 263.2571951093 16.8592457746 280.1164408840 671.2130131637 66.8305355580 57.8900142037 52.8084104912
14 130.1135600843 3066.6777117324 204306.2694364157 263.2576949083 16.8016791453 280.0593740536 671.1158418322 66.8305355898 57.8900142313 52.8084105164
12 130.3213016818 3066.8440489028 204306.2688744015 263.2567151478 16.8285050016 280.0852201494 671.1628978279 66.8305355285 57.8900141782 52.8084104680
13 130.5593607103 3066.9922169334 204306.2691445989 263.2571951093 16.8592457746 280.1164408840 671.2130131637 66.8305355580 57.8900142037 52.8084104912
14 130.1135600843 3066.6777117324 204306.2694364155 263.2576949083 16.8016791453 280.0593740536 671.1158418322 66.8305355898 57.8900142313 52.8084105164
15 130.6547963417 3067.0283008545 204306.2697498515 263.2582241459 16.8715694622 280.1297936080 671.2309683942 66.8305356240 57.8900142609 52.8084105434
16 130.9755531935 3067.2288355184 204306.2700849087 263.2587905777 16.9129890783 280.1717796560 671.2985268537 66.8305356605 57.8900142926 52.8084105723
17 131.2014454974 3067.3641769107 204306.2704415885 263.2594031106 16.9421587513 280.2015618620 671.3455682001 66.8305356994 57.8900143262 52.8084106030
18 131.5359721707 3067.5714631111 204306.2708198917 263.2600649028 16.9853564767 280.2454213795 671.4158611542 66.8305357407 57.8900143620 52.8084106356
19 131.5639681439 3067.5705655906 204306.2712198193 263.2607641517 16.9889716215 280.2497357731 671.4200618636 66.8305357843 57.8900143997 52.8084106700
20 131.8466979060 3067.7405506504 204306.2716413718 263.2614923308 17.0254807658 280.2869730966 671.4789761415 66.8305358302 57.8900144396 52.8084107064
21 131.7458606698 3067.6501610601 204306.2720845496 263.2622636973 17.0124595643 280.2747232616 671.4552008593 66.8305358786 57.8900144814 52.8084107445
22 132.0934634942 3067.8611721914 204306.2725493531 263.2630740031 17.0573458246 280.3204198277 671.5278060235 66.8305359292 57.8900145253 52.8084107846
23 132.1061490539 3067.8452272408 204306.2730357831 263.2639187332 17.0589839221 280.3229026553 671.5282565150 66.8305359823 57.8900145713 52.8084108265
24 132.0864187320 3067.8064692879 204306.2735438392 263.2648061201 17.0564361282 280.3212422483 671.5216547458 66.8305360377 57.8900146193 52.8084108703
25 132.4555503012 3068.0294628610 204306.2740735222 263.2657237919 17.1041024143 280.3698262063 671.5986754029 66.8305360954 57.8900146693 52.8084109159
26 132.5425396026 3068.0605856855 204306.2746248329 263.2666902136 17.1153354198 280.3820256334 671.6148446047 66.8305361555 57.8900147214 52.8084109634
27 132.6414561712 3068.0981288018 204306.2751977716 263.2677103029 17.1281086038 280.3958189068 671.6334263968 66.8305362180 57.8900147755 52.8084110128
28 132.8195557714 3068.1880757315 204306.2757923386 263.2687564664 17.1511067628 280.4198632292 671.6689417066 66.8305362828 57.8900148316 52.8084110640
29 133.0651548752 3068.3224074813 204306.2764085349 263.2698607264 17.1828211924 280.4526819188 671.7188912867 66.8305363500 57.8900148898 52.8084111171
30 133.3017656825 3068.4496355722 204306.2770463614 263.2709902617 17.2133749553 280.4843652170 671.7667996729 66.8305364196 57.8900149501 52.8084111721
31 133.2181169549 3068.3592522301 204306.2777058183 263.2721596133 17.2025733211 280.4747329344 671.7456431539 66.8305364915 57.8900150123 52.8084112289
32 133.5618196837 3068.5561657520 204306.2783869057 263.2733741839 17.2469559586 280.5203301425 671.8163516770 66.8305365658 57.8900150767 52.8084112875
33 133.5661113072 3068.5225231843 204306.2790896243 263.2746385114 17.2475101397 280.5221486512 671.8138814999 66.8305366424 57.8900151430 52.8084113481
34 133.9344409280 3068.7332886556 204306.2798139751 263.2759490654 17.2950728696 280.5710219350 671.8896325541 66.8305367214 57.8900152115 52.8084114105
35 134.0251903481 3068.7554422023 204306.2805599585 263.2773099950 17.3067914225 280.5841014175 671.9055384405 66.8305368027 57.8900152819 52.8084114748
36 134.3358662330 3068.9247619878 204306.2813275753 263.2787224847 17.3469092744 280.6256317591 671.9686615663 66.8305368864 57.8900153544 52.8084115409
37 134.6482096693 3069.0939486549 204306.2821168267 263.2801733161 17.3872424587 280.6674157749 672.0320214328 66.8305369724 57.8900154290 52.8084116089
38 134.2954241696 3068.8129844727 204306.2829277122 263.2816463125 17.3416869550 280.6233332675 671.9521124987 66.8305370609 57.8900155056 52.8084116788
39 134.0353990053 3068.5937480649 204306.2837602304 263.2831586466 17.3081096754 280.5912683220 671.8920925677 66.8305371516 57.8900155842 52.8084117505
40 134.0661096287 3068.5695889226 204306.2846143801 263.2846992099 17.3120753654 280.5967745753 671.8945197323 66.8305372448 57.8900156649 52.8084118241
41 134.3213893449 3068.6956839852 204306.2854901620 263.2862823101 17.3450398611 280.6313221711 671.9451483911 66.8305373403 57.8900157476 52.8084118996
42 134.4478159847 3068.7334555670 204306.2863875761 263.2879050936 17.3613654449 280.6492705385 671.9679150326 66.8305374381 57.8900158323 52.8084119769
43 134.5229805032 3068.7357045584 204306.2873066232 263.2895707681 17.3710715057 280.6606422738 671.9795753149 66.8305375383 57.8900159191 52.8084120561
44 134.2978602830 3068.5344030900 204306.2882473021 263.2912685684 17.3420015325 280.6332701009 671.9265353900 66.8305376409 57.8900160080 52.8084121371
45 134.4285957415 3068.5722177449 204306.2892096126 263.2929985679 17.3588835179 280.6518820858 671.9499712659 66.8305377458 57.8900160989 52.8084122200
46 134.3890633912 3068.4939450711 204306.2901935543 263.2947639946 17.3537786705 280.6485426651 671.9366525574 66.8305378531 57.8900161918 52.8084123048
16 130.9755531935 3067.2288355184 204306.2700849086 263.2587905777 16.9129890783 280.1717796560 671.2985268537 66.8305356605 57.8900142926 52.8084105723
17 131.2014454974 3067.3641769107 204306.2704415883 263.2594031106 16.9421587513 280.2015618620 671.3455682001 66.8305356994 57.8900143262 52.8084106030
18 131.5359721707 3067.5714631111 204306.2708198916 263.2600649028 16.9853564767 280.2454213795 671.4158611542 66.8305357407 57.8900143620 52.8084106356
19 131.5639681439 3067.5705655906 204306.2712198192 263.2607641517 16.9889716215 280.2497357731 671.4200618636 66.8305357843 57.8900143997 52.8084106700
20 131.8466979060 3067.7405506504 204306.2716413717 263.2614923308 17.0254807658 280.2869730966 671.4789761415 66.8305358302 57.8900144396 52.8084107064
21 131.7458606698 3067.6501610601 204306.2720845494 263.2622636973 17.0124595643 280.2747232616 671.4552008593 66.8305358786 57.8900144814 52.8084107445
22 132.0934634942 3067.8611721914 204306.2725493530 263.2630740031 17.0573458246 280.3204198277 671.5278060235 66.8305359292 57.8900145253 52.8084107846
23 132.1061490539 3067.8452272408 204306.2730357830 263.2639187332 17.0589839221 280.3229026553 671.5282565150 66.8305359823 57.8900145713 52.8084108265
24 132.0864187320 3067.8064692879 204306.2735438391 263.2648061201 17.0564361282 280.3212422483 671.5216547458 66.8305360377 57.8900146193 52.8084108703
25 132.4555503012 3068.0294628610 204306.2740735220 263.2657237919 17.1041024143 280.3698262063 671.5986754029 66.8305360954 57.8900146693 52.8084109159
26 132.5425396026 3068.0605856855 204306.2746248327 263.2666902136 17.1153354198 280.3820256334 671.6148446047 66.8305361555 57.8900147214 52.8084109634
27 132.6414561712 3068.0981288018 204306.2751977713 263.2677103029 17.1281086038 280.3958189068 671.6334263968 66.8305362180 57.8900147755 52.8084110128
28 132.8195557714 3068.1880757315 204306.2757923383 263.2687564664 17.1511067628 280.4198632292 671.6689417066 66.8305362828 57.8900148316 52.8084110640
29 133.0651548752 3068.3224074813 204306.2764085347 263.2698607264 17.1828211924 280.4526819188 671.7188912867 66.8305363500 57.8900148898 52.8084111171
30 133.3017656825 3068.4496355722 204306.2770463612 263.2709902617 17.2133749553 280.4843652170 671.7667996729 66.8305364196 57.8900149501 52.8084111721
31 133.2181169549 3068.3592522301 204306.2777058180 263.2721596133 17.2025733211 280.4747329344 671.7456431539 66.8305364915 57.8900150123 52.8084112289
32 133.5618196837 3068.5561657520 204306.2783869054 263.2733741839 17.2469559586 280.5203301425 671.8163516770 66.8305365658 57.8900150767 52.8084112875
33 133.5661113072 3068.5225231843 204306.2790896240 263.2746385114 17.2475101397 280.5221486512 671.8138814999 66.8305366424 57.8900151430 52.8084113481
34 133.9344409280 3068.7332886556 204306.2798139747 263.2759490654 17.2950728696 280.5710219350 671.8896325541 66.8305367214 57.8900152115 52.8084114105
35 134.0251903481 3068.7554422023 204306.2805599582 263.2773099950 17.3067914225 280.5841014175 671.9055384405 66.8305368027 57.8900152819 52.8084114748
36 134.3358662330 3068.9247619878 204306.2813275750 263.2787224847 17.3469092744 280.6256317591 671.9686615663 66.8305368864 57.8900153544 52.8084115409
37 134.6482096693 3069.0939486549 204306.2821168264 263.2801733161 17.3872424587 280.6674157749 672.0320214328 66.8305369724 57.8900154290 52.8084116089
38 134.2954241696 3068.8129844727 204306.2829277119 263.2816463125 17.3416869550 280.6233332675 671.9521124987 66.8305370609 57.8900155056 52.8084116788
39 134.0353990053 3068.5937480649 204306.2837602301 263.2831586466 17.3081096754 280.5912683220 671.8920925677 66.8305371516 57.8900155842 52.8084117505
40 134.0661096287 3068.5695889226 204306.2846143798 263.2846992099 17.3120753654 280.5967745753 671.8945197323 66.8305372448 57.8900156649 52.8084118241
41 134.3213893449 3068.6956839852 204306.2854901617 263.2862823101 17.3450398611 280.6313221711 671.9451483911 66.8305373403 57.8900157476 52.8084118996
42 134.4478159847 3068.7334555670 204306.2863875760 263.2879050936 17.3613654449 280.6492705385 671.9679150326 66.8305374381 57.8900158323 52.8084119769
43 134.5229805032 3068.7357045585 204306.2873066230 263.2895707681 17.3710715057 280.6606422738 671.9795753149 66.8305375383 57.8900159191 52.8084120561
44 134.2978602830 3068.5344030900 204306.2882473019 263.2912685684 17.3420015325 280.6332701009 671.9265353900 66.8305376409 57.8900160080 52.8084121371
45 134.4285957415 3068.5722177449 204306.2892096124 263.2929985679 17.3588835179 280.6518820858 671.9499712659 66.8305377458 57.8900160989 52.8084122200
46 134.3890633912 3068.4939450711 204306.2901935542 263.2947639946 17.3537786705 280.6485426651 671.9366525574 66.8305378531 57.8900161918 52.8084123048
47 134.7017020134 3068.6523501535 204306.2911991276 263.2965656113 17.3941499725 280.6907155838 671.9990268961 66.8305379628 57.8900162868 52.8084123914
48 135.3432669980 3069.0313768964 204306.2922263343 263.2984321292 17.4769958266 280.7754279559 672.1320739558 66.8305380748 57.8900163838 52.8084124799
49 135.2888601690 3068.9393187512 204306.2932751756 263.3003504562 17.4699702247 280.7703206808 672.1152296222 66.8305381891 57.8900164829 52.8084125703
50 134.8400369547 3068.5806102794 204306.2943456497 263.3023024093 17.4120132858 280.7143156952 672.0134849110 66.8305383058 57.8900165840 52.8084126625
51 134.9125282999 3068.5727411569 204306.2954377556 263.3043099800 17.4213741574 280.7256841374 672.0238519903 66.8305384249 57.8900166871 52.8084127566
48 135.3432669980 3069.0313768964 204306.2922263342 263.2984321292 17.4769958266 280.7754279559 672.1320739558 66.8305380748 57.8900163838 52.8084124799
49 135.2888601690 3068.9393187512 204306.2932751755 263.3003504562 17.4699702247 280.7703206808 672.1152296222 66.8305381891 57.8900164829 52.8084125703
50 134.8400369547 3068.5806102794 204306.2943456496 263.3023024093 17.4120132858 280.7143156952 672.0134849110 66.8305383058 57.8900165840 52.8084126625
51 134.9125282999 3068.5727411569 204306.2954377555 263.3043099800 17.4213741574 280.7256841374 672.0238519903 66.8305384249 57.8900166871 52.8084127566
52 134.9445761663 3068.5364265426 204306.2965514932 263.3063613000 17.4255125267 280.7318738267 672.0254130468 66.8305385464 57.8900167923 52.8084128526
53 134.9641611904 3068.4901429966 204306.2976868617 263.3084644171 17.4280415582 280.7365059753 672.0241453860 66.8305386702 57.8900168996 52.8084129504
54 135.1512150560 3068.5555596237 204306.2988438615 263.3106154196 17.4521959894 280.7628114090 672.0587948313 66.8305387963 57.8900170088 52.8084130501
55 135.3892315779 3068.6540323579 204306.3000224933 263.3128003337 17.4829312735 280.7957316072 672.1042743302 66.8305389248 57.8900171202 52.8084131516
56 135.3265008915 3068.5480189159 204306.3012227569 263.3150330541 17.4748308045 280.7898638585 672.0848902611 66.8305390557 57.8900172335 52.8084132551
53 134.9641611904 3068.4901429966 204306.2976868616 263.3084644171 17.4280415582 280.7365059753 672.0241453860 66.8305386702 57.8900168996 52.8084129504
54 135.1512150560 3068.5555596237 204306.2988438614 263.3106154196 17.4521959894 280.7628114090 672.0587948313 66.8305387963 57.8900170088 52.8084130501
55 135.3892315779 3068.6540323579 204306.3000224932 263.3128003337 17.4829312735 280.7957316072 672.1042743302 66.8305389248 57.8900171202 52.8084131516
56 135.3265008915 3068.5480189159 204306.3012227568 263.3150330541 17.4748308045 280.7898638585 672.0848902611 66.8305390557 57.8900172335 52.8084132551
57 135.3024634130 3068.4668168613 204306.3024446515 263.3173015297 17.4717268236 280.7890283533 672.0737023745 66.8305391889 57.8900173489 52.8084133603
58 135.2521293970 3068.3666950252 204306.3036881770 263.3196055001 17.4652271476 280.7848326476 672.0567417166 66.8305393245 57.8900174664 52.8084134675
59 135.0019308452 3068.1306120627 204306.3049533318 263.3219467372 17.4329187872 280.7548655243 671.9966721947 66.8305394625 57.8900175859 52.8084135765
60 135.3361178986 3068.2878435126 204306.3062401156 263.3243328810 17.4760726571 280.8004055381 672.0622645090 66.8305396028 57.8900177074 52.8084136874
61 135.3139081244 3068.2035774253 204306.3075485289 263.3267589778 17.4732046893 280.7999636671 672.0510797027 66.8305397454 57.8900178310 52.8084138001
62 135.7430205344 3068.4226983441 204306.3088785718 263.3292333495 17.5286163545 280.8578497040 672.1369101433 66.8305398905 57.8900179566 52.8084139147
63 136.0382527386 3068.5500741031 204306.3102302459 263.3317605359 17.5667399503 280.8985004861 672.1938062135 66.8305400378 57.8900180843 52.8084140311
64 136.0795110412 3068.5046583092 204306.3116035513 263.3343072525 17.5720676714 280.9063749238 672.1958919511 66.8305401876 57.8900182140 52.8084141495
65 136.5429104992 3068.7428965119 204306.3129984888 263.3368943008 17.6319068534 280.9688011542 672.2887005078 66.8305403397 57.8900183457 52.8084142696
66 136.6747848955 3068.7560934485 204306.3144150593 263.3395194563 17.6489359109 280.9884553672 672.3100402808 66.8305404941 57.8900184795 52.8084143917
67 136.9345148389 3068.8545703617 204306.3158532632 263.3421896806 17.6824750683 281.0246647490 672.3588099945 66.8305406510 57.8900186154 52.8084145156
58 135.2521293970 3068.3666950252 204306.3036881768 263.3196055001 17.4652271476 280.7848326476 672.0567417166 66.8305393245 57.8900174664 52.8084134675
59 135.0019308452 3068.1306120627 204306.3049533316 263.3219467372 17.4329187872 280.7548655243 671.9966721947 66.8305394625 57.8900175859 52.8084135765
60 135.3361178986 3068.2878435126 204306.3062401155 263.3243328810 17.4760726571 280.8004055381 672.0622645090 66.8305396028 57.8900177074 52.8084136874
61 135.3139081244 3068.2035774253 204306.3075485286 263.3267589778 17.4732046893 280.7999636671 672.0510797027 66.8305397454 57.8900178310 52.8084138001
62 135.7430205344 3068.4226983441 204306.3088785714 263.3292333495 17.5286163545 280.8578497040 672.1369101433 66.8305398905 57.8900179566 52.8084139147
63 136.0382527386 3068.5500741031 204306.3102302457 263.3317605359 17.5667399503 280.8985004861 672.1938062135 66.8305400378 57.8900180843 52.8084140311
64 136.0795110412 3068.5046583092 204306.3116035512 263.3343072525 17.5720676714 280.9063749238 672.1958919511 66.8305401876 57.8900182140 52.8084141495
65 136.5429104992 3068.7428965120 204306.3129984887 263.3368943008 17.6319068534 280.9688011542 672.2887005078 66.8305403397 57.8900183457 52.8084142696
66 136.6747848955 3068.7560934485 204306.3144150592 263.3395194563 17.6489359109 280.9884553672 672.3100402808 66.8305404941 57.8900184795 52.8084143917
67 136.9345148389 3068.8545703617 204306.3158532631 263.3421896806 17.6824750683 281.0246647490 672.3588099945 66.8305406510 57.8900186154 52.8084145156
68 136.5690881694 3068.5302814448 204306.3173130994 263.3448899028 17.6352871991 280.9801771020 672.2729724748 66.8305408101 57.8900187532 52.8084146414
69 137.0307072166 3068.7630696250 204306.3187945680 263.3476374865 17.6948964752 281.0425339617 672.3650168515 66.8305409717 57.8900188932 52.8084147690
70 137.1048864397 3068.7333916895 204306.3202976696 263.3504277984 17.7044753039 281.0549031023 672.3736044006 66.8305411356 57.8900190351 52.8084148985
71 137.2866532809 3068.7750522066 204306.3218224040 263.3532577755 17.7279470169 281.0812047925 672.4052214764 66.8305413018 57.8900191791 52.8084150299
72 137.3464916785 3068.7338430357 204306.3233687716 263.3561237403 17.7356740022 281.0917977425 672.4105624778 66.8305414704 57.8900193252 52.8084151631
73 137.4267886898 3068.7058777536 204306.3249367719 263.3590305503 17.7460428263 281.1050733766 672.4202750386 66.8305416414 57.8900194733 52.8084152982
74 137.7032214008 3068.8096995216 204306.3265264053 263.3619634311 17.7817388269 281.1437022580 672.4721461079 66.8305418147 57.8900196234 52.8084154352
70 137.1048864397 3068.7333916895 204306.3202976695 263.3504277984 17.7044753039 281.0549031023 672.3736044006 66.8305411356 57.8900190351 52.8084148985
71 137.2866532809 3068.7750522066 204306.3218224039 263.3532577755 17.7279470169 281.0812047925 672.4052214764 66.8305413018 57.8900191791 52.8084150299
72 137.3464916785 3068.7338430357 204306.3233687715 263.3561237403 17.7356740022 281.0917977425 672.4105624778 66.8305414704 57.8900193252 52.8084151631
73 137.4267886898 3068.7058777536 204306.3249367717 263.3590305503 17.7460428263 281.1050733766 672.4202750386 66.8305416414 57.8900194733 52.8084152982
74 137.7032214008 3068.8096995216 204306.3265264051 263.3619634311 17.7817388269 281.1437022580 672.4721461079 66.8305418147 57.8900196234 52.8084154352
75 138.2326481893 3069.0827847254 204306.3281376729 263.3649465758 17.8501041765 281.2150507524 672.5783209650 66.8305419904 57.8900197756 52.8084155740
76 138.4006889617 3069.1105563660 204306.3297705764 263.3679794432 17.8718034302 281.2397828734 672.6065975977 66.8305421684 57.8900199299 52.8084157147
77 138.5404442761 3069.1182683851 204306.3314251151 263.3710629684 17.8898501576 281.2609131260 672.6287144410 66.8305423489 57.8900200861 52.8084158573
78 138.8911793449 3069.2673604038 204306.3331012900 263.3741701271 17.9351408874 281.3093110144 672.6961274554 66.8305425316 57.8900202444 52.8084160017
79 138.9740932597 3069.2343926248 204306.3347991016 263.3773233601 17.9458476345 281.3231709947 672.7057867031 66.8305427167 57.8900204048 52.8084161480
80 139.4197304629 3069.4447568636 204306.3365185503 263.3805326609 18.0033931609 281.3839258218 672.7933700502 66.8305429042 57.8900205672 52.8084162961
81 140.0251352305 3069.7614239791 204306.3382596381 263.3837812869 18.0815696143 281.4653509011 672.9151792214 66.8305430941 57.8900207316 52.8084164461
82 140.4343345655 3069.9447540285 204306.3400223668 263.3870704597 18.1344098865 281.5214803462 672.9946899248 66.8305432863 57.8900208981 52.8084165980
83 140.8339491089 3070.1205252103 204306.3418067376 263.3904045656 18.1860124661 281.5764170317 673.0720440188 66.8305434808 57.8900210667 52.8084167517
84 141.2138258327 3070.2828678237 204306.3436127516 263.3937910919 18.2350662835 281.6288573754 673.1451894287 66.8305436777 57.8900212372 52.8084169073
85 141.4316065757 3070.3348892447 204306.3454404097 263.3972231992 18.2631885036 281.6604117028 673.1833809261 66.8305438770 57.8900214099 52.8084170648
86 141.6165004814 3070.3639126512 204306.3472897122 263.4006984023 18.2870640172 281.6877624195 673.2144361936 66.8305440787 57.8900215845 52.8084172241
87 141.7511192071 3070.3578486993 204306.3491606590 263.4042216826 18.3044474524 281.7086691350 673.2345732314 66.8305442827 57.8900217612 52.8084173853
88 141.8992247234 3070.3595802006 204306.3510532502 263.4077909549 18.3235724488 281.7313634037 673.2574919246 66.8305444890 57.8900219400 52.8084175484
89 142.0700970483 3070.3750740931 204306.3529674859 263.4114074261 18.3456373433 281.7570447694 673.2851527089 66.8305446978 57.8900221208 52.8084177133
90 141.8940825299 3070.1552595577 204306.3549033655 263.4150659370 18.3229084328 281.7379743697 673.2380557076 66.8305449088 57.8900223036 52.8084178801
91 141.9603474040 3070.0979256101 204306.3568608879 263.4187731305 18.3314652746 281.7502384052 673.2430123833 66.8305451223 57.8900224885 52.8084180488
92 142.2257467272 3070.1741170513 204306.3588400532 263.4225144876 18.3657365240 281.7882510116 673.2907445632 66.8305453381 57.8900226755 52.8084182193
93 142.5512734406 3070.2900234935 204306.3608408622 263.4263001648 18.4077720766 281.8340722414 673.3513497860 66.8305455562 57.8900228644 52.8084183917
94 142.6487617290 3070.2508281658 204306.3628633148 263.4301422965 18.4203608255 281.8505031221 673.3627864321 66.8305457768 57.8900230555 52.8084185659
95 142.7997358153 3070.2465681156 204306.3649074110 263.4340465006 18.4398562429 281.8739027435 673.3856467375 66.8305459996 57.8900232485 52.8084187421
96 143.4667389211 3070.5895488558 204306.3669731522 263.4380042392 18.5259869441 281.9639911833 673.5194753590 66.8305462249 57.8900234436 52.8084189200
97 143.4616118167 3070.4774890551 204306.3690605390 263.4420072006 18.5253248766 281.9673320772 673.5085306100 66.8305464525 57.8900236408 52.8084190999
98 143.3138195521 3070.2680530999 204306.3711695705 263.4460419232 18.5062403307 281.9522822539 673.4667779706 66.8305466824 57.8900238400 52.8084192816
99 143.5996384267 3070.3502690101 204306.3733002463 263.4501213575 18.5431483749 281.9932697324 673.5182535421 66.8305469148 57.8900240412 52.8084194652
100 143.4332465710 3070.1261458307 204306.3754525657 263.4542352328 18.5216620473 281.9758972802 673.4723054704 66.8305471495 57.8900242445 52.8084196506
Loop time of 0.77396 on 1 procs for 100 steps with 1000 atoms
76 138.4006889617 3069.1105563660 204306.3297705762 263.3679794432 17.8718034302 281.2397828734 672.6065975977 66.8305421684 57.8900199299 52.8084157147
77 138.5404442761 3069.1182683851 204306.3314251149 263.3710629684 17.8898501576 281.2609131260 672.6287144410 66.8305423489 57.8900200861 52.8084158573
78 138.8911793449 3069.2673604038 204306.3331012898 263.3741701271 17.9351408874 281.3093110144 672.6961274554 66.8305425316 57.8900202444 52.8084160017
79 138.9740932597 3069.2343926248 204306.3347991015 263.3773233601 17.9458476345 281.3231709947 672.7057867031 66.8305427167 57.8900204048 52.8084161480
80 139.4197304629 3069.4447568636 204306.3365185501 263.3805326609 18.0033931609 281.3839258218 672.7933700502 66.8305429042 57.8900205672 52.8084162961
81 140.0251352305 3069.7614239791 204306.3382596380 263.3837812869 18.0815696143 281.4653509011 672.9151792214 66.8305430941 57.8900207316 52.8084164461
82 140.4343345655 3069.9447540285 204306.3400223666 263.3870704597 18.1344098865 281.5214803462 672.9946899248 66.8305432863 57.8900208981 52.8084165980
83 140.8339491089 3070.1205252103 204306.3418067374 263.3904045656 18.1860124661 281.5764170317 673.0720440188 66.8305434808 57.8900210667 52.8084167517
84 141.2138258327 3070.2828678237 204306.3436127514 263.3937910919 18.2350662835 281.6288573754 673.1451894287 66.8305436777 57.8900212372 52.8084169073
85 141.4316065757 3070.3348892447 204306.3454404095 263.3972231992 18.2631885036 281.6604117028 673.1833809261 66.8305438770 57.8900214099 52.8084170648
86 141.6165004814 3070.3639126512 204306.3472897119 263.4006984023 18.2870640172 281.6877624195 673.2144361936 66.8305440787 57.8900215845 52.8084172241
87 141.7511192071 3070.3578486993 204306.3491606587 263.4042216826 18.3044474524 281.7086691350 673.2345732314 66.8305442827 57.8900217612 52.8084173853
88 141.8992247234 3070.3595802006 204306.3510532499 263.4077909549 18.3235724488 281.7313634037 673.2574919246 66.8305444890 57.8900219400 52.8084175484
89 142.0700970483 3070.3750740931 204306.3529674857 263.4114074261 18.3456373433 281.7570447694 673.2851527089 66.8305446978 57.8900221208 52.8084177133
90 141.8940825299 3070.1552595577 204306.3549033653 263.4150659370 18.3229084328 281.7379743697 673.2380557076 66.8305449088 57.8900223036 52.8084178801
91 141.9603474040 3070.0979256101 204306.3568608877 263.4187731305 18.3314652746 281.7502384052 673.2430123833 66.8305451223 57.8900224885 52.8084180488
92 142.2257467272 3070.1741170513 204306.3588400529 263.4225144876 18.3657365240 281.7882510116 673.2907445632 66.8305453381 57.8900226755 52.8084182193
93 142.5512734406 3070.2900234936 204306.3608408618 263.4263001648 18.4077720766 281.8340722414 673.3513497860 66.8305455562 57.8900228644 52.8084183917
94 142.6487617290 3070.2508281658 204306.3628633145 263.4301422965 18.4203608255 281.8505031221 673.3627864321 66.8305457768 57.8900230555 52.8084185659
95 142.7997358153 3070.2465681156 204306.3649074107 263.4340465006 18.4398562429 281.8739027435 673.3856467375 66.8305459996 57.8900232485 52.8084187421
96 143.4667389211 3070.5895488558 204306.3669731518 263.4380042392 18.5259869441 281.9639911833 673.5194753590 66.8305462249 57.8900234436 52.8084189200
97 143.4616118167 3070.4774890551 204306.3690605387 263.4420072006 18.5253248766 281.9673320772 673.5085306100 66.8305464525 57.8900236408 52.8084190999
98 143.3138195521 3070.2680530999 204306.3711695701 263.4460419232 18.5062403307 281.9522822539 673.4667779706 66.8305466824 57.8900238400 52.8084192816
99 143.5996384267 3070.3502690101 204306.3733002460 263.4501213575 18.5431483749 281.9932697324 673.5182535422 66.8305469148 57.8900240412 52.8084194652
100 143.4332465710 3070.1261458307 204306.3754525654 263.4542352328 18.5216620473 281.9758972802 673.4723054704 66.8305471495 57.8900242445 52.8084196506
Loop time of 0.363578 on 1 procs for 100 steps with 1000 atoms
Performance: 11.163 ns/day, 2.150 hours/ns, 129.206 timesteps/s
99.2% CPU use with 1 MPI tasks x no OpenMP threads
Performance: 23.764 ns/day, 1.010 hours/ns, 275.044 timesteps/s
99.0% CPU use with 1 MPI tasks x no OpenMP threads
MPI task timing breakdown:
Section | min time | avg time | max time |%varavg| %total
---------------------------------------------------------------
Pair | 0.081886 | 0.081886 | 0.081886 | 0.0 | 10.58
Neigh | 0.29547 | 0.29547 | 0.29547 | 0.0 | 38.18
Comm | 0.012082 | 0.012082 | 0.012082 | 0.0 | 1.56
Output | 0.0047195 | 0.0047195 | 0.0047195 | 0.0 | 0.61
Modify | 0.37794 | 0.37794 | 0.37794 | 0.0 | 48.83
Other | | 0.001861 | | | 0.24
Pair | 0.04388 | 0.04388 | 0.04388 | 0.0 | 12.07
Neigh | 0.16374 | 0.16374 | 0.16374 | 0.0 | 45.04
Comm | 0.0078104 | 0.0078104 | 0.0078104 | 0.0 | 2.15
Output | 0.0017376 | 0.0017376 | 0.0017376 | 0.0 | 0.48
Modify | 0.14291 | 0.14291 | 0.14291 | 0.0 | 39.31
Other | | 0.003504 | | | 0.96
Nlocal: 1000 ave 1000 max 1000 min
Histogram: 1 0 0 0 0 0 0 0 0 0

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@ -1,6 +1,6 @@
# Example for running DPD-RX
log log.dpdrx
log log.dpdrx-shardlow
boundary p p p
units metal # ev, ps
atom_style dpd

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@ -0,0 +1,120 @@
boundary p p p
units metal # ev, ps
atom_style dpd
atom_modify map array
fix 4 all rx kinetics.dpdrx none dense lammps_rk4 1
lattice hcp 6.6520898 origin 0.0833333333333 0.25 0.25 orient z 1 0 0 orient x 0 1 0 orient y 0 0 1
Lattice spacing in x,y,z = 11.5218 10.8628 6.65209
region box block 0 6.0 0 6.0 0.0 6.0 units lattice
create_box 2 box
Created orthogonal box = (0 0 0) to (69.1305 65.1769 39.9125)
1 by 1 by 1 MPI processor grid
region atoms block 0 6.0 0 6.0 0.0 6.0 units lattice
create_atoms 1 region atoms
Created 864 atoms
comm_modify mode single vel yes
mass * 222.12
#Set concentrations
set atom * d_rdx 1.00
864 settings made for d_rdx
set atom * d_h2 0.0
864 settings made for d_h2
set atom * d_no2 0.0
864 settings made for d_no2
set atom * d_n2 0.0
864 settings made for d_n2
set atom * d_hcn 0.0
864 settings made for d_hcn
set atom * d_no 0.0
864 settings made for d_no
set atom * d_h2o 0.0
864 settings made for d_h2o
set atom * d_co 0.0
864 settings made for d_co
set atom * d_co2 0.0
864 settings made for d_co2
#Set the kinetic temperature of the particles
velocity all create 2065.0 875661 dist gaussian
#Set the internal temperature of the particles
set atom * dpd/theta 2065.00
864 settings made for dpd/theta
timestep 0.001
pair_style hybrid/overlay dpd/fdt/energy 16.00 234324 exp6/rx 16.00
pair_coeff * * dpd/fdt/energy 0.0 0.05 10.0 16.00
pair_coeff * * exp6/rx params.exp6 1fluid 1fluid 1.0 1.0 16.00
fix 1 all shardlow
fix 2 all nve
fix 3 all eos/table/rx linear table.eos 4001 KEYWORD thermo.dpdrx
compute dpdU all dpd
compute dpdUatom all dpd/atom
compute crdx all property/atom d_rdx
variable totEnergy equal pe+c_dpdU[1]+c_dpdU[2]+c_dpdU[3]
thermo 1
thermo_style custom step temp press vol pe ke c_dpdU[1] c_dpdU[2] c_dpdU[3] v_totEnergy c_dpdU[4]
thermo_modify format float %15.8f flush yes
dump 2 all custom 1 dump.dpdrx id x y z vx vy vz c_dpdUatom[1] c_dpdUatom[2] c_dpdUatom[3] c_dpdUatom[4] c_crdx
dump_modify 2 sort id
run 10
Neighbor list info ...
2 neighbor list requests
update every 1 steps, delay 10 steps, check yes
max neighbors/atom: 2000, page size: 100000
master list distance cutoff = 18
ghost atom cutoff = 18
binsize = 9 -> bins = 8 8 5
Memory usage per processor = 6.52436 Mbytes
Step Temp Press Volume PotEng KinEng c_dpdU[1] c_dpdU[2] c_dpdU[3] v_totEnergy c_dpdU[4]
0 2065.00000000 1368.17463335 179834.51777865 0.00000000 230.35385810 3841.42393279 3841.42393279 0.00000000 7682.84786557 2065.00000000
1 2064.93210437 1368.12964881 179834.51777865 0.00000000 230.34628424 3841.42393279 3841.43150665 0.00000000 7682.85543943 2065.20275230
2 2067.82089565 1370.04362990 179834.51777865 -0.00000000 230.66853326 3841.42393279 3841.10925763 0.00000000 7682.53319042 2065.32453473
3 2070.45225169 1371.78704616 179834.51777865 -0.00000000 230.96206499 3841.42393279 3840.81572590 0.00000000 7682.23965869 2065.45336917
4 2075.00241157 1374.80177416 179834.51777865 -0.00000000 231.46964217 3841.42393279 3840.30814872 0.00000000 7681.73208151 2065.52973333
5 2073.96509212 1374.11449370 179834.51777865 -0.00000000 231.35392762 3841.42393279 3840.42386327 0.00000000 7681.84779605 2065.76011517
6 2074.26516936 1374.31331117 179834.51777865 -0.00000000 231.38740169 3841.42393279 3840.39038920 0.00000000 7681.81432198 2065.95399323
7 2071.41069700 1372.42206822 179834.51777865 -0.00000000 231.06898100 3841.42393279 3840.70880989 0.00000000 7682.13274267 2066.23407076
8 2071.35844957 1372.38745146 179834.51777865 -0.00000000 231.06315272 3841.42393279 3840.71463817 0.00000000 7682.13857095 2066.43766287
9 2071.35676496 1372.38633532 179834.51777865 -0.00000000 231.06296480 3841.42393279 3840.71482609 0.00000000 7682.13875887 2066.64001166
10 2066.53172340 1369.18948328 179834.51777865 -0.00000000 230.52472415 3841.42393279 3841.25306673 0.00000000 7682.67699952 2066.97516855
Loop time of 0.289778 on 1 procs for 10 steps with 864 atoms
Performance: 2.982 ns/day, 8.049 hours/ns, 34.509 timesteps/s
99.4% CPU use with 1 MPI tasks x no OpenMP threads
MPI task timing breakdown:
Section | min time | avg time | max time |%varavg| %total
---------------------------------------------------------------
Pair | 0.16405 | 0.16405 | 0.16405 | 0.0 | 56.61
Neigh | 0 | 0 | 0 | 0.0 | 0.00
Comm | 0.00066328 | 0.00066328 | 0.00066328 | 0.0 | 0.23
Output | 0.037718 | 0.037718 | 0.037718 | 0.0 | 13.02
Modify | 0.087281 | 0.087281 | 0.087281 | 0.0 | 30.12
Other | | 7.057e-05 | | | 0.02
Nlocal: 864 ave 864 max 864 min
Histogram: 1 0 0 0 0 0 0 0 0 0
Nghost: 2700 ave 2700 max 2700 min
Histogram: 1 0 0 0 0 0 0 0 0 0
Neighs: 55296 ave 55296 max 55296 min
Histogram: 1 0 0 0 0 0 0 0 0 0
Total # of neighbors = 55296
Ave neighs/atom = 64
Neighbor list builds = 0
Dangerous builds = 0
Please see the log.cite file for references relevant to this simulation
Total wall time: 0:00:00

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