[gmx-users] Re: OPLS-AA force field for Benzyl alcohol and Phenylethanol

Cen-Feng Fu fucenfeng at gmail.com
Fri Mar 18 12:23:48 CET 2011


Hi David,
Thanks for your suggestion. Now I have complete the topology files for
benzyl alcohol and phenylethanol.
However, I have a new doubt. In your topology file for benzyl alcohol,
; ring_180
   1     3     5     7     1   180     4.6     2
   3     5     7     9     1   180     4.6     2
   5     7     9    11     1   180     4.6     2
   7     9    11     1     1   180     4.6     2
   9    11     1     3     1   180     4.6     2
  11     1     3     5     1   180     4.6     2
is this section necessary? If I don't put this section in the file, is the
results still correct?
Thanks!

> Dear Users,
> > I am trying to do some simulations for liquid benzyl alcohol and
> > phenylethanol.  I want to use the OPLS-AA force field. However, I don't
> > know which parameters should be used for atoms in these two molecules.
> > In the ffnonbonded.itp file for OPLS-AA, which parameters (opls_xxx)
> > should I use. Could anyone give some suggestions? Thanks!
> Check both atomtypes.atp and the above file. Then you will be able to
> find out.
>
> I' attaching benzyl alcohol. Please double check before using it.
> >
> > --
> > ----------------------------------------------------------------------
> > Cen-Feng Fu
> > Department of Chemical Physics
> > University of Science and Technology of China
> > Hefei, Anhui, 230026, P.R.China
> > ----------------------------------------------------------------------
> >
>
>
> --
> David van der Spoel, Ph.D., Professor of Biology
> Dept. of Cell & Molec. Biol., Uppsala University.
> Box 596, 75124 Uppsala, Sweden. Phone:  +46184714205.
> spoel at xray.bmc.uu.se    http://folding.bmc.uu.se
> -------------- next part --------------
> [ moleculetype ]
> ; Name            nrexcl
> benzyl-alcohol                 3
>
> [ atoms ]
> ;   nr       type  resnr residue  atom   cgnr     charge       mass  typeB
>    chargeB      massB
>         1  opls_145         1       LIG         C         1    -0.115
>  12.011
>         2  opls_146         1       LIG         H         2     0.115
> 1.008
>         3  opls_145         1       LIG         C         3    -0.115
>  12.011
>         4  opls_146         1       LIG         H         4     0.115
> 1.008
>         5  opls_145         1       LIG         C         5    -0.115
>  12.011
>         6  opls_146         1       LIG         H         6     0.115
> 1.008
>         7  opls_145         1       LIG         C         7    -0.115
>  12.011
>         8  opls_146         1       LIG         H         8     0.115
> 1.008
>         9  opls_145         1       LIG         C         9    -0.115
>  12.011
>        10  opls_146         1       LIG         H        10     0.115
> 1.008
>        11  opls_221         1       LIG         C        11    -0.055
>  12.011
>        12  opls_218         1       LIG         C        12       0.2
>  12.011
>        13  opls_140         1       LIG         H        13     0.060
> 1.008
>        14  opls_140         1       LIG         H        14     0.060
> 1.008
>        15  opls_154         1       LIG         O        15    -0.683
> 15.9994
>        16  opls_155         1       LIG         H        16     0.418
> 1.008
>
> [ bonds ]
> ;  ai    aj funct            c0            c1            c2            c3
>    1     2     1
>    1     3     1
>    1    11     1
>    3     4     1
>    3     5     1
>    5     6     1
>    5     7     1
>    7     8     1
>    7     9     1
>    9    10     1
>    9    11     1
>   11    12     1
>   12    13     1
>   12    14     1
>   12    15     1
>   15    16     1
>
> [ pairs ]
> ;  ai    aj funct            c0            c1            c2            c3
>    1     6     1
>    1     7     1
>    1    10     1
>    1    13     1
>    1    14     1
>    1    15     1
>    2     4     1
>    2     5     1
>    2     9     1
>    2    12     1
>    3     8     1
>    3     9     1
>    3    12     1
>    4     6     1
>    4     7     1
>    4    11     1
>    5    10     1
>    5    11     1
>    6     8     1
>    6     9     1
>    7    12     1
>    8    10     1
>    8    11     1
>    9    13     1
>    9    14     1
>    9    15     1
>   10    12     1
>   11    16     1
>   13    16     1
>   14    16     1
>
> [ angles ]
> ;  ai    aj    ak funct            c0            c1            c2
>  c3
>    2     1     3     1
>    2     1    11     1
>    3     1    11     1
>    1     3     4     1
>    1     3     5     1
>    4     3     5     1
>    3     5     6     1
>    3     5     7     1
>    6     5     7     1
>    5     7     8     1
>    5     7     9     1
>    8     7     9     1
>    7     9    10     1
>    7     9    11     1
>   10     9    11     1
>    1    11     9     1
>    1    11    12     1
>    9    11    12     1
>   11    12    13     1
>   11    12    14     1
>   11    12    15     1
>   13    12    14     1
>   13    12    15     1
>   14    12    15     1
>   12    15    16     1
>
> [ dihedrals ]
> ;  ai    aj    ak    al funct            c0            c1            c2
>        c3            c4            c5
>    2     1     3     4     3
>    2     1     3     5     3
>   11     1     3     4     3
>   11     1     3     5     3
>    2     1    11     9     3
>    2     1    11    12     3
>    3     1    11     9     3
>    3     1    11    12     3
>    1     3     5     6     3
>    1     3     5     7     3
>    4     3     5     6     3
>    4     3     5     7     3
>    3     5     7     8     3
>    3     5     7     9     3
>    6     5     7     8     3
>    6     5     7     9     3
>    5     7     9    10     3
>    5     7     9    11     3
>    8     7     9    10     3
>    8     7     9    11     3
>    7     9    11     1     3
>    7     9    11    12     3
>   10     9    11     1     3
>   10     9    11    12     3
>    1    11    12    13     3
>    1    11    12    14     3
>    1    11    12    15     3
>    9    11    12    13     3
>    9    11    12    14     3
>    9    11    12    15     3
>   11    12    15    16     3
>   13    12    15    16     3
>   14    12    15    16     3
>
> ; added, improper
>   1     11     3     2     1   180     4.6     2
>   3      1     5     4     1   180     4.6     2
>   5      3     7     6     1   180     4.6     2
>   7      5     9     8     1   180     4.6     2
>   9      7    11    10     1   180     4.6     2
>  11      9     1    12     1   180     4.6     2
> ; ring_180
>    1     3     5     7     1   180     4.6     2
>    3     5     7     9     1   180     4.6     2
>    5     7     9    11     1   180     4.6     2
>    7     9    11     1     1   180     4.6     2
>    9    11     1     3     1   180     4.6     2
>   11     1     3     5     1   180     4.6     2
>

-- 
----------------------------------------------------------------------
Cen-Feng Fu
Department of Chemical Physics
University of Science and Technology of China
Hefei, Anhui, 230026, P.R.China
----------------------------------------------------------------------
-------------- next part --------------
An HTML attachment was scrubbed...
URL: <http://maillist.sys.kth.se/pipermail/gromacs.org_gmx-users/attachments/20110318/45853766/attachment.html>


More information about the gromacs.org_gmx-users mailing list