Payman Pirzadeh wrote:
Here is the content of .itp file which I developed:

; This is an itp file to describe water's six-site model by H. Nada and J.P.
J. M. Van der Eerden, J. Chem. Phys. Vol.118, no.16, pp7401-7413 (2003)
; This model is a combination of TIP4P and TIP5P. It has three LJ sites and
3 Coulomb sites
; O-H bond length is 0.980A, HOH angle is 108.00degrees, LOL angle is 111.00
degrees, O-M and O-L are about 0.230A and 0.8892A respectively

[ defaults ]
; non-bondedtype        combrule        genpairs        FudgeLJ
FudgeQQ         N
1                       2               NO

[ atomtypes ]
;name   mass    charge  ptype   c6      c12
OW      15.9994 0.0     A       0.3115  0.714845562
HW      1.00800 0.477   A       0.0673  0.11541
MW      0.000   -0.866  D       0.00    0.00
LW      0.00    -0.044  D       0.00    0.00

[ moleculetype ]
;molname    nrexcl
SOL             1

[ atoms ]
; nr    atomtype        resnr   residuename     atom    cgnr    charge
1       OW              1       SOL             OW      1       0.0
2       HW              1       SOL             HW1     1       0.477
3       HW              1       SOL             HW2     1       0.477
4       MW              1       SOL             MW      1       -0.866
5       LW              1       SOL             LP1     1       -0.044
6       LW              1       SOL             LP2     1       -0.044

[ settles ]
; OW    function        doh     dhh
1       1               0.0980  0.15856

[ dummies3 ]
; These set of parameters are for M site which can be easily calculated
using TIP4P calculations from tip4p.itp
; So, it will be described as dummy site 3: r(v)= r(i) + a*(r(i)-r(j)) +
b*(r(i)-r(k))
; const = |OH|/{|OH|*cos(HOH/2)} => Due to vector algebra a=b=const/2.
Remember that OM is in the same direction of OH bonds.
; Remember this site is in the same plane of OH bonds; so, its function 1
;
; site  from            function        a               b
4       1  2  3         1               0.199642536     0.199642536

; Now we define the position of L sites which can be obtained from tip5p.itp
; So, it will be described as dummy site 3out: r(v) = r(i) + a*(r(i)-r(j)) +
b*(r(i)-r(k)) + c*(r(ij)Xr(ik))
; const1 = {|OL|*cos(LOL/2)}/{|OH|*cos(HOH/2)} => Due to vector algebra
|a|=|b|=const/2. since the lone pairs are in opposite direction of OH bonds,
a minus sign is added. This part is similar to M site.
; const2 = {|OL|*sin(LOL/2)}/{|OH|*|OH|*sin(HOH)} => The denominator is the
magnitude of vector product of OH bonds.
; This sites are tetrahedral sites; so, its function 4
;
; site  from            function        a               b               c
5       1  2  3         4               -0.437172388    -0.437172388
8.022961206
6       1  2  3         4               -0.437172388    -0.437172388
-8.022961206

[ exclusions ]
1       2       3       4       5       6
2       1       3       4       5       6
3       1       2       4       5       6
4       1       2       3       5       6
5       1       2       3       4       6
6       1       2       3       4       5


And here is the mdp file which I used for the simulation run:
cpp              = cpp
include          = -I../top
define           =

; Run control

integrator       = md
dt               = 0.001           ;1 fs
nsteps           = 1000000         ;10 ns
comm_mode        = linear
nstcomm          = 1

;Output control

nstxout          = 5000
nstlog           = 5000
nstenergy        = 5000
nstxtcout        = 1000
xtc_grps         =
energygrps       =

; Neighbour Searching

nstlist          = 10
ns_type          = grid
rlist            = 0.9

; Electrostatistics

coulombtype      = PME
rcoulomb         = 0.9
epsilon_r        = 1

; Vdw

vdwtype          = cut-off
rvdw             = 1.2
DispCorr         = EnerPres

;Ewald

fourierspacing  = 0.12
pme_order       = 4
ewald_rtol      = 1e-6
optimize_fft    = yes

; Temperature coupling

tcoupl           = Berendsen
tc-grps          = System
tau_t            = 0.1
ref_t            = 300

; Pressure Coupling

Pcoupl           = Berendsen
Pcoupltype       = isotropic
tau_p            = 1.0
compressibility  = 5.5e-5
ref_p            = 1.0
gen_vel          = yes
The expected Potential energy is supposed to be around -41.5kJ/mol while my
potential is around -22.2kJ/mol. I calculated the energies by g_energy
command.


And do yo have the right density?

Payman

-----Original Message-----
From: gmx-users-boun...@gromacs.org [mailto:gmx-users-boun...@gromacs.org]
On Behalf Of David van der Spoel
Sent: June 8, 2009 11:13 AM
To: Discussion list for GROMACS users
Subject: Re: [gmx-users] Energies in simulation

Payman Pirzadeh wrote:
To the best of my knowledge no, but how can I check that?

A. read the original paper: is your topology correct? Are the simulation parameters the same?

B. post the itp file here and mdp file and specify energy and expected energy. How about energy units?

-----Original Message-----
From: gmx-users-boun...@gromacs.org [mailto:gmx-users-boun...@gromacs.org]
On Behalf Of David van der Spoel
Sent: June 8, 2009 11:06 AM
To: Discussion list for GROMACS users
Subject: Re: [gmx-users] Energies in simulation

Payman Pirzadeh wrote:
Hi,

I am using my own water model which I developed its .itp file. When simulation is done after 1ns and energy is kinetic and potential energies are analyzed, the kinetic value is almost OK, but the potential energy is almost half of the value reported in literature and another MD code that I am currently using. I double-checked the parameters I gave in the .itp with TIP4P and TIP5P to make sure everything is correct in format and unit. But I can not figure out the problem. Any ideas?

Is there any self-energy involved (i.e. a monomer energy that yo have to subtract)?
Payman

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--
David.
________________________________________________________________________
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Dept. of Cell and Molecular Biology, Uppsala University.
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