[gmx-users] about my single point calculation

2013-11-13 Thread fantasticqhl

Hello Mark,

I don't get any informing of your reply by e-mail, but get your reply 
searched by google.

Anyway thanks very much for your reply!



Yeah, I used two totally different mdp files for the single point 
calculation because I thought
that gromcs would report the potential energy of my system if I used the 
option -rerun,

no matter what mdp files I used. Gromacs-4.5.5 was used in the calculations.

Some time later, I also tried as you mentioned in the e-mail below. 
Problem was the same.
I used this mdp (attached minim.mdp) file for both 0-step minimization 
and single point calculation with rerun:
The only difference is the integrator, steep for 0-step minimization 
while md for single point calculation.

And the following lines are the output I got:

Single point calculation with rerun :

   Step   Time Lambda
  00.00.0

   Energies (kJ/mol)
G96Bond   G96Angle   Improper Dih. LJ-14
Coulomb-14

3.97878e+051.44370e+041.06677e+043.93431e+01 9.36593e+01
LJ (SR)Coulomb (SR)  Potential Kinetic En.   
 Total Energy

2.77574e+015.17380e+024.23661e+050.0e+00 4.23661e+05
Temperature Pressure (bar)
0.0e+000.0e+00


0-step minimization:

   Step   Time Lambda
  00.00.0

   Energies (kJ/mol)
G96Bond G96AngleImproper Dih. LJ-14  
Coulomb-14

5.75700e+011.78703e+018.25973e-02   -9.22001e+00 5.93500e+01
LJ (SR)Coulomb (SR)  Potential Pressure (bar)
   -1.96671e+013.75963e+024.81949e+020.0e+00


Later, I also used the mdp file which was pasted on the forum (attached 
sp.mdp) to do single point calculation with rerun,

The following is what I got:

Step   Time Lambda
  00.00.0

   Energies (kJ/mol)
G96BondG96Angle Improper Dih. LJ-14   
Coulomb-14

3.97878e+051.44370e+041.06677e+043.93431e+01 9.36593e+01
LJ (SR)   Coulomb (SR)  Potential Kinetic En.   
Total Energy

2.77575e+015.17379e+024.23661e+056.54617e+01 4.23726e+05
  Conserved En.Temperature  Pressure (bar)
4.23726e+051.45800e+020.0e+00


I found that those energies are pretty much the same as the one 
mentioned above.



The differences between corresponding energies are huge, I still don't 
understand the difference.
My system only contains 37 atom, the energies generated from the 0-step 
minimization seem more

reasonable than those from single point calculation with rerun.


Do you know the possible reasons which could result in the huge 
difference? Or I made some mistake?

Thanks very much!


All the best,
Qinghua





On Wed, Nov 6, 2013 at 4:07 PM, fantasticqhl fantastic...@gmail.com wrote:


Dear Justin,

I am sorry for the late reply. I still can't figure it out.



It isn't rocket science - your two .mdp files describe totally different
model physics. To compare things, change as few things as necessary to
generate the comparison. So use the same input .mdp file for the MD vs EM
single-point comparison, just changing the integrator line, and maybe
unconstrained-start (I forget the details). And be aware of
http://www.gromacs.org/Documentation/How-tos/Single-Point_Energy

Mark

Could you please send me the mdp file which was used for your single point

calculations.
I want to do some comparison and then solve the problem.
Thanks very much!


All the best,
Qinghua

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define  = ;-DPOSRES 
integrator  =  md   ; molecular dynamics algorithm 
tinit   =  0.0  ; start time and timestep in ps 
dt  =  0.002; time step in ps 
nsteps  =  2; number of steps for 1000ns run 
emtol   =  100; convergence criterion 
emstep

[gmx-users] Re: single point calculation with gromacs

2013-11-06 Thread fantasticqhl
Dear Justin,

I am sorry for the late reply. I still can't figure it out.

Could you please send me the mdp file which was used for your single point
calculations. 
I want to do some comparison and then solve the problem. 
Thanks very much!


All the best,
Qinghua

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[gmx-users] Re: single point calculation with gromacs

2013-10-31 Thread fantasticqhl
Dear Justin,

*Thanks very much for your reply! Here is my minim.mdp I used:*


/; minim.mdp - used as input into grompp to generate em.tpr
; Parameters describing what to do, when to stop and what to save
integrator  = steep ; Algorithm (steep = steepest descent
minimization)
emtol   = 1000.0; Stop minimization when the maximum force 
1000.0 kJ/mol/nm
emstep  = 0.01  ; Energy step size
nsteps  = 0 ; Maximum number of (minimization) steps to
perform
; Parameters describing how to find the neighbors of each atom and how to
calculate the interactions
nstlist = 1 ; Frequency to update the neighbor list and
long range forces
ns_type = simple; Method to determine neighbor list
(simple, grid)
rlist   = 9.0   ; Cut-off for making neighbor list (short
range forces)
coulombtype = Cut-off   ; Treatment of long range
electrostatic interactions
rcoulomb= 9.0   ; Short-range electrostatic cut-off
rvdw= 9.0   ; Short-range Van der Waals cut-off
pbc = no; Periodic Boundary Conditions (yes/no)
/


*If I used this mdp file for 0-step minimization, I could get potential
energy around 700 kJ/mol for my system. But I would get potential energy
around 2.6e+05 kJ/mol if I used the mdv.mdp (md simulation in vacuum) for
calculations with rerun option. And the bond potential could also reach as
high as 1.1e+05 kJ/mol. Actually, my system is very small, it contains only
37 atoms. I believe that the energy reported by 0-step minimization were
more reasonable. So I guess that there might be some problem for the mdp
file usd with rerun, and here is the mdv.mdp:*



/define  = ;-DPOSRES 
integrator  =  md   ; molecular dynamics algorithm
tinit   =  0.0  ; start time and timestep in ps
dt  =  0.002; time step in ps
nsteps  =  2; number of steps for 1000ns run
emtol   =  100; convergence criterion
emstep  =  0.05  ; intial step size
nstlist =  0   ; step frequency for updating neighbour list
ns_type =  simple ; method for neighbour searching (?)
nstxout =  1; frequency for writing coords to output .trr
file
nstvout =  1 ; frequency for writing velocities to
output...should be same as nstxout
nstfout =  1; frequency for writing forces to output
nstlog  =  1  ; frequency for writing energies to log file
nstenergy   =  1  ; frequency for writing energies to energy
file
nstxtcout   =  1 ; frequency for writing coords to xtc traj
xtc_grps=  system   ; group(s) whose coords are to be written in
xtc traj
energygrps  =  system   ; group(s) whose energy is to be written in
energy file
pbc =  no  ; use pbc
rlist   =  0  ; cutoff lengths (nm)
epsilon_r   =  1.0  ; Dielectric constant (DC) for twin-range or
DC of reaction field
niter   =  100  ; Some thingies for future use 
fourierspacing  =  0.16
fourier_nx  =  30
fourier_ny  =  30
fourier_nz  =  30
coulombtype =  Cut-off  ; truncation for minimisation, with
large cutoff
rcoulomb=  0
rcoulomb-switch =  0
vdw-type = Cut-off  ; truncation for minimisation, with
large cutoff
rvdw-switch  = 0
rvdw = 0   ; cut-off lengths
epsilon_surface  = 0
optimize_fft = yes
Tcoupl  =  V-rescale
tc_grps = system 
tau_t   = 0.01 
ref_t   = 300
Pcoupl  = no ; Parrinello-Rahman ; Pressure coupling
gen_vel =  yes
gen_temp=  300
gen_seed=  -1
constraints = none  ; OPTIONS FOR BOND CONSTRAINTS 
constraint-algorithm  = Lincs   ; Type of constraint algorithm
lincs_order =  4;4; Highest order in the expansion
of the constraint coupling matrix
lincs_iter  =  1
lincs_warnangle =  30   ; Lincs will write a warning to the stderr
if in one step a bond rotates 
; over more degrees than 
unconstrained-start  = no   ; Do not constrain the start configuration
;Shake-SOR= no   ; Use successive overrelaxation to reduce
the number of shake iterations
;shake-tol= 1e-04 ; Relative tolerance of shake
morse= no   ; Convert harmonic bonds to morse potentials
/


*Could you please have a check for me again? Thanks in advance!

All the best,
Qinghua*


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[gmx-users] Re: single point calculation with gromacs

2013-10-31 Thread fantasticqhl
Dear Justin,

*Thanks very much for your reply! Here is my minim.mdp I used:*


/; minim.mdp - used as input into grompp to generate em.tpr
; Parameters describing what to do, when to stop and what to save
integrator  = steep ; Algorithm (steep = steepest descent
minimization)
emtol   = 1000.0; Stop minimization when the maximum force 
1000.0 kJ/mol/nm
emstep  = 0.01  ; Energy step size
nsteps  = 0 ; Maximum number of (minimization) steps to
perform
; Parameters describing how to find the neighbors of each atom and how to
calculate the interactions
nstlist = 1 ; Frequency to update the neighbor list and
long range forces
ns_type = simple; Method to determine neighbor list
(simple, grid)
rlist   = 9.0   ; Cut-off for making neighbor list (short
range forces)
coulombtype = Cut-off   ; Treatment of long range
electrostatic interactions
rcoulomb= 9.0   ; Short-range electrostatic cut-off
rvdw= 9.0   ; Short-range Van der Waals cut-off
pbc = no; Periodic Boundary Conditions (yes/no)
/


*If I used this mdp file for 0-step minimization, I could get potential
energy around 700 kJ/mol for my system. But I would get potential energy
around 2.6e+05 kJ/mol if I used the mdv.mdp (md simulation in vacuum) for
calculations with rerun option. And the bond potential could also reach as
high as 1.1e+05 kJ/mol. Actually, my system is very small, it contains only
37 atoms. I believe that the energy reported by 0-step minimization were
more reasonable. So I guess that there might be some problem for the mdp
file usd with rerun, and here is the mdv.mdp:*



/define  = ;-DPOSRES 
integrator  =  md   ; molecular dynamics algorithm
tinit   =  0.0  ; start time and timestep in ps
dt  =  0.002; time step in ps
nsteps  =  2; number of steps for 1000ns run
emtol   =  100; convergence criterion
emstep  =  0.05  ; intial step size
nstlist =  0   ; step frequency for updating neighbour list
ns_type =  simple ; method for neighbour searching (?)
nstxout =  1; frequency for writing coords to output .trr
file
nstvout =  1 ; frequency for writing velocities to
output...should be same as nstxout
nstfout =  1; frequency for writing forces to output
nstlog  =  1  ; frequency for writing energies to log file
nstenergy   =  1  ; frequency for writing energies to energy
file
nstxtcout   =  1 ; frequency for writing coords to xtc traj
xtc_grps=  system   ; group(s) whose coords are to be written in
xtc traj
energygrps  =  system   ; group(s) whose energy is to be written in
energy file
pbc =  no  ; use pbc
rlist   =  0  ; cutoff lengths (nm)
epsilon_r   =  1.0  ; Dielectric constant (DC) for twin-range or
DC of reaction field
niter   =  100  ; Some thingies for future use 
fourierspacing  =  0.16
fourier_nx  =  30
fourier_ny  =  30
fourier_nz  =  30
coulombtype =  Cut-off  ; truncation for minimisation, with
large cutoff
rcoulomb=  0
rcoulomb-switch =  0
vdw-type = Cut-off  ; truncation for minimisation, with
large cutoff
rvdw-switch  = 0
rvdw = 0   ; cut-off lengths
epsilon_surface  = 0
optimize_fft = yes
Tcoupl  =  V-rescale
tc_grps = system 
tau_t   = 0.01 
ref_t   = 300
Pcoupl  = no ; Parrinello-Rahman ; Pressure coupling
gen_vel =  yes
gen_temp=  300
gen_seed=  -1
constraints = none  ; OPTIONS FOR BOND CONSTRAINTS 
constraint-algorithm  = Lincs   ; Type of constraint algorithm
lincs_order =  4;4; Highest order in the expansion
of the constraint coupling matrix
lincs_iter  =  1
lincs_warnangle =  30   ; Lincs will write a warning to the stderr
if in one step a bond rotates 
; over more degrees than 
unconstrained-start  = no   ; Do not constrain the start configuration
;Shake-SOR= no   ; Use successive overrelaxation to reduce
the number of shake iterations
;shake-tol= 1e-04 ; Relative tolerance of shake
morse= no   ; Convert harmonic bonds to morse potentials
/


*Could you please have a check for me again? Thanks in advance!

All the best,
Qinghua*


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[gmx-users] single point calculation with gromacs

2013-10-30 Thread fantasticqhl
Dear All,

I want to do the single point calculations for my systems with gromacs, I
used the method mentioned on the gmx's website.

mdrun -s sp.tpr -rerun configuration.pdb.

However, I have some questions on how to generate the tpr file for single
point calculation. It didn't work if I used a mdp files of minimization to
generate the tpr file. It worked if I used a mdp files of md in vacuum, but
the energies were much higher than those reported by the 0-step
minimization. I guess that there might be some problem.

Could some one give me some suggestion on the mdp file for this kind of
single point callculations? Thanks very much!


All the best,
Qinghua

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[gmx-users] Energies in MM scanning using gmx

2013-08-01 Thread fantasticqhl
Dear all,

But I have questions about the energies calculated by GMX for bonds and
angles scanning.

For example, a series of conformations of one system should be generated for
a bond scanning, the only difference in geometry of these conformations is
the bond length A---B.
However, when I set the force constant as 0 for bond A---B, the bond
energies is not a flat line as the bond length changes, in principle, it
should be a flat line, but it is not.

http://gromacs.5086.x6.nabble.com/file/n5010274/bond_1FF.png 


This is an example I got for my system. Could some tell me how to explain
the energy differences? Thanks very much!

All the best,
qh 





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[gmx-users] Re: Energies in MM scanning using gmx

2013-08-01 Thread fantasticqhl
Thank you, all! I know the reason now!

All the best,
qh



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[gmx-users] Charges for calculation of Coulomb interaction

2013-04-11 Thread fantasticqhl

Dear GMX users,

Just a simple question, are the Coulomb interactions  calculated using 
charges from ffnonbonded.itp or aminoacid.rtp?


Normally, they are the same. However, if I modify some charges for some 
atoms (for example CB) of some residues in the aminoacid.rtp,
but do not modify in ffnonbonded.itp because some other residues would 
still used the old charges, how will gromacs treat the calculations?
Right now I know the best option is introducing new atom types. Thanks 
very much!


All the best,
Qinghua

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Re: [gmx-users] Re: How to set the sigma and epsilon for Cu2+ in OPLS-AA/L

2013-04-10 Thread fantasticqhl

Dear Dr. Vitaly Chaban,

Thanks very much for your explanation. I will try to use the method as 
you suggested to do the validation. Thanks!


All the best,
Qinghua Liao


On 04/09/2013 12:10 PM, Dr. Vitaly Chaban wrote:




On Tue, Apr 9, 2013 at 11:03 AM, fantasticqhl fantastic...@gmail.com 
mailto:fantastic...@gmail.com wrote:


Dear Dr. Vitaly Chaban,

Thanks very much again. I am sorry for the unclear, charge
transfer was also taken into account for the complex, I did not
mentioned in the last e-mail.

What do you mean by finite T effect in MD? Kinetics?



I mean thermal motion. You have an optimal structure/energy at 0K in 
QM. In MD you want to simulate at higher T, I guess. The optimal 
structures in both cases may be very similar, but may be not so 
similar. I am just saying that you should not expect ideal coincidence 
of energy vs. distance curves.


For the reproduction of binding energy, I guess I know how to do
it using QM method. Simply, I just need to do three single point
calculations for complex,
ligands and ion, respectively.



And correct for BSSE.

For MM method, it is similar, however, I am not sure I get get the
MM energy for just one ion.



This energy is zero within classical MD, since you do not consider 
electrons and nucleus, as you do in QM.


Only one calculation is needed for MM. You define the charge groups, 
such as ion and ligand and look at the interaction between them 
(g_energy).






Is my understanding right?

Thanks for all your explanations and suggestions on this problems!

All the best,
Qinghua Liao


On 04/09/2013 10:03 AM, Dr. Vitaly Chaban wrote:




On Tue, Apr 9, 2013 at 9:39 AM, fantasticqhl
fantastic...@gmail.com mailto:fantastic...@gmail.com wrote:

Dear Dr. Vitaly Chaban,

Thanks very much for your patient and detailed suggestions on
this problem. Actually, I am doing what your suggested now.
I optimized the copper-ligand complex using QM method, and
then did some QM scannings to derive the bond and angle force
constants.
Right now, I am doing the MM scanning using the same
coordinates which were used in the QM scanning. What we want
is that the MM curves
can reproduce the QM curves.



I think it is simply impossible in your case to reproduce the QM
curves. You neglect charge transfer from copper to the ligand,
resulting a chemical bond formation, you neglect finite T effect
in your MD. If you want to remain in the framework of LJ+Coulomb,
the best think you can get is reproduction of ion-ligand binding
energy and more or less adequate distance ion-closest atom of the
ligand


But some of them agreed well, some of them did not. So I try
to tune the sigma of the liganded atoms, however,
it is a little complicated to tune many liganded atoms at the
same time. I am still trying to work it out.



Start from the sigma for ion-closest atom of the ligand. All
other atoms will adjust automatically, since they are connected
all together within the ligand.

My personal viewpoint, which you may share or not, is not to do
anything with sigmas of other atoms of the ligand. It is best for
future portability to limit refinement to the ion only.


It seems that you have much experience on such problems,
could you please give me some suggestions on tuning the
sigmas of atoms again?
Thanks very much in advance!


All the best,
Qinghua Liao



On 04/08/2013 03:51 PM, Dr. Vitaly Chaban wrote:


On Mon, Apr 8, 2013 at 3:36 PM, fantasticqhl
fantastic...@gmail.com mailto:fantastic...@gmail.com wrote:

Dear Dr. Vitaly Chaban,

Thanks very much for your patient explanation. Yeah, you
are right, that is what I want to know: how you tuned
this parameter?

Since then, if I want to set a new atom type and I know
its vdw radius, so how should I set the sigma for it
based on the vdw radius,



You cannot set the sigma based ONLY on the VDW radius.

which should be in agreement with OPLS-AA/L force filed?
Could you give me some suggestions?
I guess that I have to tune it by myself this time,
right? Thanks in advance!



I would do the following:

1) Optimize ion-ligand complex using ab initio. Write down
binding energy and optimal distance;
2) Construct topology for classical MD using approximate sigma;
3) Calculate energy and distance from classical MD;
4) Compare them to distance and energy from ab initio;
5) If you are not satisfied, adjust your sigma;
6) Repeat classical MD until the difference between
ion-ligand distance in classical MD becomes reasonably

Re: [gmx-users] Re: How to set the sigma and epsilon for Cu2+ in OPLS-AA/L

2013-04-09 Thread fantasticqhl

Dear Dr. Vitaly Chaban,

Thanks very much for your patient and detailed suggestions on this 
problem. Actually, I am doing what your suggested now.
I optimized the copper-ligand complex using QM method, and then did some 
QM scannings to derive the bond and angle force constants.
Right now, I am doing the MM scanning using the same coordinates which 
were used in the QM scanning. What we want is that the MM curves
can reproduce the QM curves. But some of them agreed well, some of them 
did not. So I try to tune the sigma of the liganded atoms, however,
it is a little complicated to tune many liganded atoms at the same time. 
I am still trying to work it out.


It seems that you have much experience on such problems, could you 
please give me some suggestions on tuning the sigmas of atoms again?

Thanks very much in advance!


All the best,
Qinghua Liao



On 04/08/2013 03:51 PM, Dr. Vitaly Chaban wrote:


On Mon, Apr 8, 2013 at 3:36 PM, fantasticqhl fantastic...@gmail.com 
mailto:fantastic...@gmail.com wrote:


Dear Dr. Vitaly Chaban,

Thanks very much for your patient explanation. Yeah, you are
right, that is what I want to know: how you tuned this parameter?

Since then, if I want to set a new atom type and I know its vdw
radius, so how should I set the sigma for it based on the vdw radius,



You cannot set the sigma based ONLY on the VDW radius.

which should be in agreement with OPLS-AA/L force filed? Could you
give me some suggestions?
I guess that I have to tune it by myself this time, right? Thanks
in advance!



I would do the following:

1) Optimize ion-ligand complex using ab initio. Write down binding 
energy and optimal distance;

2) Construct topology for classical MD using approximate sigma;
3) Calculate energy and distance from classical MD;
4) Compare them to distance and energy from ab initio;
5) If you are not satisfied, adjust your sigma;
6) Repeat classical MD until the difference between ion-ligand 
distance in classical MD becomes reasonably similar to that in ab initio.


To preserve compatibility with OPLS, use the same level of theory in 
ab initio, which they used when derived OPLS. Keep in mind that their 
original level of theory is not so perfect...



Dr. Vitaly Chaban


All the best,
Qinghua Liao






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Re: [gmx-users] Re: How to set the sigma and epsilon for Cu2+ in OPLS-AA/L

2013-04-09 Thread fantasticqhl

Dear Dr. Vitaly Chaban,

Thanks very much again. I am sorry for the unclear, charge transfer was 
also taken into account for the complex, I did not mentioned in the last 
e-mail.


What do you mean by finite T effect in MD? Kinetics?

For the reproduction of binding energy, I guess I know how to do it 
using QM method. Simply, I just need to do three single point 
calculations for complex,
ligands and ion, respectively. For MM method, it is similar, however, I 
am not sure I get get the MM energy for just one ion. Is my 
understanding right?


Thanks for all your explanations and suggestions on this problems!

All the best,
Qinghua Liao


On 04/09/2013 10:03 AM, Dr. Vitaly Chaban wrote:




On Tue, Apr 9, 2013 at 9:39 AM, fantasticqhl fantastic...@gmail.com 
mailto:fantastic...@gmail.com wrote:


Dear Dr. Vitaly Chaban,

Thanks very much for your patient and detailed suggestions on this
problem. Actually, I am doing what your suggested now.
I optimized the copper-ligand complex using QM method, and then
did some QM scannings to derive the bond and angle force constants.
Right now, I am doing the MM scanning using the same coordinates
which were used in the QM scanning. What we want is that the MM curves
can reproduce the QM curves.



I think it is simply impossible in your case to reproduce the QM 
curves. You neglect charge transfer from copper to the ligand, 
resulting a chemical bond formation, you neglect finite T effect in 
your MD. If you want to remain in the framework of LJ+Coulomb, the 
best think you can get is reproduction of ion-ligand binding energy 
and more or less adequate distance ion-closest atom of the ligand



But some of them agreed well, some of them did not. So I try to
tune the sigma of the liganded atoms, however,
it is a little complicated to tune many liganded atoms at the same
time. I am still trying to work it out.



Start from the sigma for ion-closest atom of the ligand. All other 
atoms will adjust automatically, since they are connected all together 
within the ligand.


My personal viewpoint, which you may share or not, is not to do 
anything with sigmas of other atoms of the ligand. It is best for 
future portability to limit refinement to the ion only.



It seems that you have much experience on such problems, could you
please give me some suggestions on tuning the sigmas of atoms again?
Thanks very much in advance!


All the best,
Qinghua Liao



On 04/08/2013 03:51 PM, Dr. Vitaly Chaban wrote:


On Mon, Apr 8, 2013 at 3:36 PM, fantasticqhl
fantastic...@gmail.com mailto:fantastic...@gmail.com wrote:

Dear Dr. Vitaly Chaban,

Thanks very much for your patient explanation. Yeah, you are
right, that is what I want to know: how you tuned this parameter?

Since then, if I want to set a new atom type and I know its
vdw radius, so how should I set the sigma for it based on the
vdw radius,



You cannot set the sigma based ONLY on the VDW radius.

which should be in agreement with OPLS-AA/L force filed?
Could you give me some suggestions?
I guess that I have to tune it by myself this time, right?
Thanks in advance!



I would do the following:

1) Optimize ion-ligand complex using ab initio. Write down
binding energy and optimal distance;
2) Construct topology for classical MD using approximate sigma;
3) Calculate energy and distance from classical MD;
4) Compare them to distance and energy from ab initio;
5) If you are not satisfied, adjust your sigma;
6) Repeat classical MD until the difference between ion-ligand
distance in classical MD becomes reasonably similar to that in ab
initio.

To preserve compatibility with OPLS, use the same level of theory
in ab initio, which they used when derived OPLS. Keep in mind
that their original level of theory is not so perfect...


Dr. Vitaly Chaban


All the best,
Qinghua Liao









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Re: [gmx-users] Re: How to set the sigma and epsilon for Cu2+ in OPLS-AA/L

2013-04-08 Thread fantasticqhl

Dear Dr. Vitaly Chaban,

Thanks very much for concern on my research! We are going to the use the 
bonded model together with Coulomb and LJ potentials.


My problem is that vdw radius and its sigma do not follow the equation 
of  Rvdw = pow(2, 1/6)*sigma in the OPLS force field files,
not just for copper. That's why I sent these e-mails for suggestions. I 
am sorry for the unclear.


All the best,
Qinghua Liao


On 04/08/2013 01:22 PM, Dr. Vitaly Chaban wrote:

Dear Qinghua Liao -

In that case, I am just wishing you luck with the copper containing 
systems.


Are you going to simulate copper-ligand interactions using Coulomb+LJ 
potential only? I would guess it is a chemical bonding case. Maybe the 
Morse potential (additionally) can be of better service?



Dr. Vitaly Chaban




On Mon, Apr 8, 2013 at 1:09 PM, fantasticqhl fantastic...@gmail.com 
mailto:fantastic...@gmail.com wrote:


Dear Dr. Vitaly Chaban,

Thanks very much for your explanation. I guess that I get what you
mean now! Thanks!

All the best,
Qinghua Liao

On 04/07/2013 11:35 AM, Dr. Vitaly Chaban wrote:

The equation is a direct consequence of LJ-12-6 equation. This
equation is used in OPLS and most other force fields.

The difference you found originate from the fact that, besides LJ
potential, there is much stronger Coulomb potential in the
copper-ion case. If you run simulations, you will see that
copper-ligand distance is smaller than the sum of their sigmas
multiplied by pow (2, 1/6).


Dr. Vitaly Chaban






On Sun, Apr 7, 2013 at 11:28 AM, fantasticqhl
fantastic...@gmail.com mailto:fantastic...@gmail.com wrote:

Dear Dr. Vitaly Chaban,

Thanks for the explanation. I know this equation. However,
the van der Waals radius and its counterpart sigma in
OPLS-AA/L force field files do not follow this equation.

For example, the vdw radius of copper ion is 1.4 angstrom,
and its sigma is 2.08470e-01 (I guess the unit is nm). pow(2,
1/6) is more than 1, so obviously this equation
does not work with copper. So do other atoms. I guess that
there might be an additional coefficient for this equation in
gromacs. That's the purpose for asking. Thanks very much!


All the best,
Qinghua

On 04/07/2013 10:48 AM, Dr. Vitaly Chaban wrote:

Dear Qinghua -

The formal relation is diameter = pow (2, 1/6) * sigma,
provided that you have only LJ potential in your interacting
subsystem.

If this is not the case, an optimal sigma can only be found
iteratively.


Dr. Vitaly Chaban





On Sun, Apr 7, 2013 at 10:36 AM, fantasticqhl
fantastic...@gmail.com mailto:fantastic...@gmail.com wrote:

Dear Dr. Vitaly Chaban,

Thanks very much for your reply. My question is the
relationship between van der Waals radius and sigma in
the OPLS-AA/L force filed files of Gromacs.

Of course I did ab initio optimizations of my system,
but I do not know there is some relation between the
optimal bond length (copper--atom of the ligand) and sigma.
Could you please be more clear and give a little
detailed explanation? Thanks very much!

All the best,
Qinghua

On 04/06/2013 06:07 PM, Dr. Vitaly Chaban wrote:

In systems of such kind, everything will depend on
the atom of the ligand,
which coordinated by copper ion.

Perform ab initio geometry optimization and find the
optimal distance. Then
adjust sigma(s).

Dr. Vitaly Chaban







There is a copper ion with four ligands in my
system. I am going to

study this system using MD simulations.
For the vdW parameters, R*=1.74 angstrom and
epsilon=1.14 kcal.mol from
one paper will be used in our
simulations. I already found the parameters of
copper ion (Cu2+) in the
OPLS-AA/L force field files:
sigma= 2.08470e-01, epsilon=4.76976e+00, which
are for Cu2+ without
ligands. The two epsilon are the same,
just with different units.

My question is that I do not know how to convert
the vdW radius to
sigma. I found that the vdw radius of copper is
1.4 angstrom, and the sigma in the force field
file is 2.08470e-01.
Could someone tell me how to do the converting?

Thanks very much!












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Re: [gmx-users] Re: How to set the sigma and epsilon for Cu2+ in OPLS-AA/L

2013-04-08 Thread fantasticqhl

Dear Dr. Vitaly Chaban,

Thanks very much for your patient explanation. Yeah, you are right, that 
is what I want to know: how you tuned this parameter?


Since then, if I want to set a new atom type and I know its vdw radius, 
so how should I set the sigma for it based on the vdw radius,
which should be in agreement with OPLS-AA/L force filed? Could you give 
me some suggestions?
I guess that I have to tune it by myself this time, right? Thanks in 
advance!


All the best,
Qinghua Liao




On 04/08/2013 03:21 PM, Dr. Vitaly Chaban wrote:
I think your misunderstanding comes from the belief that sigma (as 
they are tabulated in the force field files) should *exactly 
correspond* to the VDW diameter, as in encyclopedia.


This is simply not the case. In reality, sigmas in the force fields 
are tuned in order to give right interatomic distances AFTER you 
turn on all the necessary potentials (Coulombic attraction in case of 
OPLS).


Dr. Vitaly Chaban





On Mon, Apr 8, 2013 at 3:14 PM, fantasticqhl fantastic...@gmail.com 
mailto:fantastic...@gmail.com wrote:


Dear Dr. Vitaly Chaban,

Thanks very much for concern on my research! We are going to the
use the bonded model together with Coulomb and LJ potentials.

My problem is that vdw radius and its sigma do not follow the
equation of  Rvdw = pow(2, 1/6)*sigma in the OPLS force field files,
not just for copper. That's why I sent these e-mails for
suggestions. I am sorry for the unclear.

All the best,
Qinghua Liao


On 04/08/2013 01:22 PM, Dr. Vitaly Chaban wrote:

Dear Qinghua Liao -

In that case, I am just wishing you luck with the copper
containing systems.

Are you going to simulate copper-ligand interactions using
Coulomb+LJ potential only? I would guess it is a chemical bonding
case. Maybe the Morse potential (additionally) can be of better
service?


Dr. Vitaly Chaban




On Mon, Apr 8, 2013 at 1:09 PM, fantasticqhl
fantastic...@gmail.com mailto:fantastic...@gmail.com wrote:

Dear Dr. Vitaly Chaban,

Thanks very much for your explanation. I guess that I get
what you mean now! Thanks!

All the best,
Qinghua Liao

On 04/07/2013 11:35 AM, Dr. Vitaly Chaban wrote:

The equation is a direct consequence of LJ-12-6 equation.
This equation is used in OPLS and most other force fields.

The difference you found originate from the fact that,
besides LJ potential, there is much stronger Coulomb
potential in the copper-ion case. If you run simulations,
you will see that copper-ligand distance is smaller than the
sum of their sigmas multiplied by pow (2, 1/6).


Dr. Vitaly Chaban






On Sun, Apr 7, 2013 at 11:28 AM, fantasticqhl
fantastic...@gmail.com mailto:fantastic...@gmail.com wrote:

Dear Dr. Vitaly Chaban,

Thanks for the explanation. I know this equation.
However, the van der Waals radius and its counterpart
sigma in OPLS-AA/L force field files do not follow this
equation.

For example, the vdw radius of copper ion is 1.4
angstrom, and its sigma is  2.08470e-01 (I guess the
unit is nm). pow(2, 1/6) is more than 1, so obviously
this equation
does not work with copper. So do other atoms. I guess
that there might be an additional coefficient for this
equation in gromacs. That's the purpose for asking.
Thanks very much!


All the best,
Qinghua

On 04/07/2013 10:48 AM, Dr. Vitaly Chaban wrote:

Dear Qinghua -

The formal relation is diameter = pow (2, 1/6) * sigma,
provided that you have only LJ potential in your
interacting subsystem.

If this is not the case, an optimal sigma can only be
found iteratively.


Dr. Vitaly Chaban





On Sun, Apr 7, 2013 at 10:36 AM, fantasticqhl
fantastic...@gmail.com
mailto:fantastic...@gmail.com wrote:

Dear Dr. Vitaly Chaban,

Thanks very much for your reply. My question is the
relationship between van der Waals radius and sigma
in the OPLS-AA/L force filed files of Gromacs.

Of course I did ab initio optimizations of my
system, but I do not know there is some relation
between the optimal bond length (copper--atom of
the ligand) and sigma.
Could you please be more clear and give a little
detailed explanation? Thanks very much!

All the best,
Qinghua

On 04/06/2013 06:07 PM, Dr. Vitaly Chaban wrote:

In systems of such kind, everything will depend
on the atom

Re: [gmx-users] Re: How to set the sigma and epsilon for Cu2+ in OPLS-AA/L

2013-04-07 Thread fantasticqhl

Dear Dr. Vitaly Chaban,

Thanks very much for your reply. My question is the relationship between 
van der Waals radius and sigma in the OPLS-AA/L force filed files of 
Gromacs.


Of course I did ab initio optimizations of my system, but I do not know 
there is some relation between the optimal bond length (copper--atom of 
the ligand) and sigma.
Could you please be more clear and give a little detailed explanation? 
Thanks very much!


All the best,
Qinghua

On 04/06/2013 06:07 PM, Dr. Vitaly Chaban wrote:

In systems of such kind, everything will depend on the atom of the ligand,
which coordinated by copper ion.

Perform ab initio geometry optimization and find the optimal distance. Then
adjust sigma(s).

Dr. Vitaly Chaban







There is a copper ion with four ligands in my system. I am going to

study this system using MD simulations.
For the vdW parameters, R*=1.74 angstrom and epsilon=1.14 kcal.mol from
one paper will be used in our
simulations. I already found the parameters of copper ion (Cu2+) in the
OPLS-AA/L force field files:
sigma= 2.08470e-01, epsilon=4.76976e+00, which are for Cu2+ without
ligands. The two epsilon are the same,
just with different units.

My question is that I do not know how to convert the vdW radius to
sigma. I found that the vdw radius of copper is
1.4 angstrom, and the sigma in the force field file is 2.08470e-01.
Could someone tell me how to do the converting?

Thanks very much!




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Re: [gmx-users] Re: How to set the sigma and epsilon for Cu2+ in OPLS-AA/L

2013-04-07 Thread fantasticqhl

Dear Dr. Vitaly Chaban,

Thanks for the explanation. I know this equation. However, the van der 
Waals radius and its counterpart sigma in OPLS-AA/L force field files do 
not follow this equation.


For example, the vdw radius of copper ion is 1.4 angstrom, and its sigma 
is  2.08470e-01 (I guess the unit is nm). pow(2, 1/6) is more than 1, so 
obviously this equation
does not work with copper. So do other atoms. I guess that there might 
be an additional coefficient for this equation in gromacs. That's the 
purpose for asking. Thanks very much!



All the best,
Qinghua

On 04/07/2013 10:48 AM, Dr. Vitaly Chaban wrote:

Dear Qinghua -

The formal relation is diameter = pow (2, 1/6) * sigma, provided that 
you have only LJ potential in your interacting subsystem.


If this is not the case, an optimal sigma can only be found iteratively.


Dr. Vitaly Chaban





On Sun, Apr 7, 2013 at 10:36 AM, fantasticqhl fantastic...@gmail.com 
mailto:fantastic...@gmail.com wrote:


Dear Dr. Vitaly Chaban,

Thanks very much for your reply. My question is the relationship
between van der Waals radius and sigma in the OPLS-AA/L force
filed files of Gromacs.

Of course I did ab initio optimizations of my system, but I do not
know there is some relation between the optimal bond length
(copper--atom of the ligand) and sigma.
Could you please be more clear and give a little detailed
explanation? Thanks very much!

All the best,
Qinghua

On 04/06/2013 06:07 PM, Dr. Vitaly Chaban wrote:

In systems of such kind, everything will depend on the atom of
the ligand,
which coordinated by copper ion.

Perform ab initio geometry optimization and find the optimal
distance. Then
adjust sigma(s).

Dr. Vitaly Chaban







There is a copper ion with four ligands in my system. I am
going to

study this system using MD simulations.
For the vdW parameters, R*=1.74 angstrom and epsilon=1.14
kcal.mol from
one paper will be used in our
simulations. I already found the parameters of copper ion
(Cu2+) in the
OPLS-AA/L force field files:
sigma= 2.08470e-01, epsilon=4.76976e+00, which are for
Cu2+ without
ligands. The two epsilon are the same,
just with different units.

My question is that I do not know how to convert the vdW
radius to
sigma. I found that the vdw radius of copper is
1.4 angstrom, and the sigma in the force field file is
2.08470e-01.
Could someone tell me how to do the converting?

Thanks very much!






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[gmx-users] How to set the sigma and epsilon for Cu2+ in OPLS-AA/L force field

2013-04-06 Thread fantasticqhl

Dear GMX users,

There is a copper ion with four ligands in my system. I am going to 
study this system using MD simulations.
For the vdW parameters, R*=1.74 angstrom and epsilon=1.14 kcal.mol from 
one paper will be used in our
simulations. I already found the parameters of copper ion (Cu2+) in the 
OPLS-AA/L force field files:
sigma= 2.08470e-01, epsilon=4.76976e+00, which are for Cu2+ without 
ligands. The two epsilon are the same,

just with different units.

My question is that I do not know how to convert the vdW radius to 
sigma. I found that the vdw radius of copper is
1.4 angstrom, and the sigma in the force field file is 2.08470e-01. 
Could someone tell me how to do the converting?


Thanks very much!


All the best,
Qinghua
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[gmx-users] How to modify the vdw radii of some atom?

2013-03-20 Thread fantasticqhl
Hi all,

I want to modify the vdw radii of some atoms, but I did not find the file
that I can edit for this purpose. I checked the file  vdwradii.dat, but I
did not find the atoms that  I want to modify. Could someone tell me where I
can modify them? Thanks very much!

All the best,




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