[gmx-users] about g_sas analysis

2010-03-18 Thread supti mukherjee
Dear gromacs users,
I have some doubts regarding the options to be selected in g_sas program.
g_sas asks for two groups, first one for calculation and second one for
output. As I have understood from the manual that first group should contain
all non solvent groups and second one the whole or part of these groups. Now
my doubt is that in a system of protein+ligand, when I am selecting both the
protein and ligand in option 1 ( in the calculation group) it automatically
is sending the second selected group to second option ( that is in the
output group). Is the solvent accessible area  given in terms of the output
group in the xvg file?
 I want to calculate solvent accessibility of the ligand which is surrounded
by the protein. Selecting what option can mimic that situation most closely?

Regards
Supti
NIMHANS, BANGALORE
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Re: [gmx-users] about g_sas analysis

2010-03-18 Thread Milan Melichercik

supti mukherjee wrote:

Dear gromacs users,
I have some doubts regarding the options to be selected in g_sas 
program. g_sas asks for two groups, first one for calculation and second 
one for output. As I have understood from the manual that first group 
should contain all non solvent groups and second one the whole or part 
of these groups. Now my doubt is that in a system of protein+ligand, 
when I am selecting both the protein and ligand in option 1 ( in the 
calculation group) it automatically is sending the second selected group 
to second option ( that is in the output group). Is the solvent 
accessible area  given in terms of the output group in the xvg file?
 I want to calculate solvent accessibility of the ligand which is 
surrounded by the protein. Selecting what option can mimic that 
situation most closely?

Regards
Supti
NIMHANS, BANGALORE



You need to create new group which contains atoms from both protein and 
ligand (make_ndx or by hand) and input number of this new group - the 
most of the programs reads only one group per input (the rest write 
something about selecting two groups...). Therefore the second number is 
read for the second input (as the group for output).
About the rest of you question - I don't feel fully qualified to answer 
it and I hope, somebody will.

Best.

Milan
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Re: [gmx-users] about g_sas analysis

2010-03-18 Thread Tsjerk Wassenaar
Hi,

Recently there was a relatively extensive discussion on the list
regarding g_sas. Check the archives.

Cheers,

Tsjerk

On Thu, Mar 18, 2010 at 9:07 AM, Milan Melichercik
 wrote:
> supti mukherjee wrote:
>>
>> Dear gromacs users,
>> I have some doubts regarding the options to be selected in g_sas program.
>> g_sas asks for two groups, first one for calculation and second one for
>> output. As I have understood from the manual that first group should contain
>> all non solvent groups and second one the whole or part of these groups. Now
>> my doubt is that in a system of protein+ligand, when I am selecting both the
>> protein and ligand in option 1 ( in the calculation group) it automatically
>> is sending the second selected group to second option ( that is in the
>> output group). Is the solvent accessible area  given in terms of the output
>> group in the xvg file?
>>  I want to calculate solvent accessibility of the ligand which is
>> surrounded by the protein. Selecting what option can mimic that situation
>> most closely?
>> Regards
>> Supti
>> NIMHANS, BANGALORE
>>
>>
>>
> You need to create new group which contains atoms from both protein and
> ligand (make_ndx or by hand) and input number of this new group - the most
> of the programs reads only one group per input (the rest write something
> about selecting two groups...). Therefore the second number is read for the
> second input (as the group for output).
> About the rest of you question - I don't feel fully qualified to answer it
> and I hope, somebody will.
> Best.
>
> Milan
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>



-- 
Tsjerk A. Wassenaar, Ph.D.

post-doctoral researcher
Molecular Dynamics Group
Groningen Institute for Biomolecular Research and Biotechnology
University of Groningen
The Netherlands
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[gmx-users] query regarding normal mode analysis

2010-03-18 Thread sarbani chattopadhyay
hi,
  I am trying to do a normal mode analysis on a protein.I tried to energy 
minimize the structure, but was not being able to bring the Fmax less than that 
of the order 1.0e-03.
   Then I used the following ".mdp" file where I used the l-bfgs 
minimization method, using "cut-off" for electrostatics and Van der Waals 
interaction with rvdw and rcuolomb=0.

define   = -DFLEXIBLE
constraints  = none
integrator   = l-bfgs
tinit= 0
nsteps   = 15000
nbfgscorr= 50
emtol= .001
emstep   = 0.1
gen_vel  = yes
gen-temp = 300
nstcomm  =  1
; NEIGHBORSEARCHING PARAMETERS
; nblist update frequency
nstlist  = 0
; ns algorithm (simple or grid)
ns-type  = simple
; Periodic boundary conditions: xyz (default), no (vacuum)
; or full (infinite systems only)
pbc  = no
; nblist cut-off
rlist= 0
domain-decomposition = no
; OPTIONS FOR ELECTROSTATICS AND VDW
; Method for doing electrostatics
coulombtype  = Cut-Off
rcoulomb-switch  = 0
rcoulomb = 0
; Dielectric constant (DC) for cut-off or DC of reaction field
epsilon-r= 1
; Method for doing Van der Waals
vdw-type = Cut-off
; cut-off lengths
rvdw-switch  = 0
rvdw = 0

The Fmax went down to  
Maximum force =  9.67927896882578e-07 on atom 3271, after doing the energy 
minimization with the above parameters twice.

Then I used the same parameters, (while only changing the "integrator=nm") and 
did the normal mode analysis. 
The maximum force as calculated before the NMA was
Maximum force: 9.67928e-07.

Thus the Fmax as calculated at the end of the energy minimization and at the 
start of the NMA was the same.
But while going through the  gromacs manual and the user mailing list archives, 
I have seen that the it is suggested that the van der Waals and Coulomb 
interactions should be calculated as

switched Coulomb & van der Waals interactions; cutoffs e.g. at 1.0 nm, switched 
from 0.8 nm (or shifted from 0 nm).
rlist at 1.2 to 1.3

Changing the parameters in nm.mdp file gives the following message:Maximum 
force: 2.50866e+02 Maximum force probably not small enough to ensure that you 
are in anenergy well. Be aware that negative eigenvalues may occur when 
theresulting matrix is diagonalized.


If I use these parameters in the energy minimization step the Fmax does not go 
down. Have I done the process correctly, or should I try again to reduce the 
Fmax in energy minimization step using switched cuolomb and van der waals 
interactions and then do NMA.

Any suggestion will be of great help.
Thanking You,
Sarbani Chattopadhyay 







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[gmx-users] query regarding normal mode analysis

2010-03-18 Thread sarbani chattopadhyay
hi,
  I am trying to do a normal mode analysis on a protein.I tried to energy 
minimize the structure, but was not being able to bring the Fmax less than that 
of the order 1.0e-03.
   Then I used the following ".mdp" file where I used the l-bfgs 
minimization method, using "cut-off" for electrostatics and Van der Waals 
interaction with rvdw and rcuolomb=0.

define   = -DFLEXIBLE
constraints  = none
integrator   = l-bfgs
tinit= 0
nsteps   = 15000
nbfgscorr= 50
emtol= .001
emstep   = 0.1
gen_vel  = yes
gen-temp = 300
nstcomm  =  1
; NEIGHBORSEARCHING PARAMETERS
; nblist update frequency
nstlist  = 0
; ns algorithm (simple or grid)
ns-type  = simple
; Periodic boundary conditions: xyz (default), no (vacuum)
; or full (infinite systems only)
pbc  = no
; nblist cut-off
rlist= 0
domain-decomposition = no
; OPTIONS FOR ELECTROSTATICS AND VDW
; Method for doing electrostatics
coulombtype  = Cut-Off
rcoulomb-switch  = 0
rcoulomb = 0
; Dielectric constant (DC) for cut-off or DC of reaction field
epsilon-r= 1
; Method for doing Van der Waals
vdw-type = Cut-off
; cut-off lengths
rvdw-switch  = 0
rvdw = 0

The Fmax went down to  
Maximum force =  9.67927896882578e-07 on atom 3271, after doing the energy 
minimization with the above parameters twice.

Then I used the same parameters, (while only changing the "integrator=nm") and 
did the normal mode analysis. 
The maximum force as calculated before the NMA was
Maximum force: 9.67928e-07.

Thus the Fmax as calculated at the end of the energy minimization and at the 
start of the NMA was the same.
But while going through the  gromacs manual and the user mailing list archives, 
I have seen that the it is suggested that the van der Waals and Coulomb 
interactions should be calculated as

switched Coulomb & van der Waals interactions; cutoffs e.g. at 1.0 nm, switched 
from 0.8 nm (or shifted from 0 nm).
rlist at 1.2 to 1.3

Changing the parameters in nm.mdp file gives the following message:Maximum 
force: 2.50866e+02 Maximum force probably not small enough to ensure that you 
are in anenergy well. Be aware that negative eigenvalues may occur when 
theresulting matrix is diagonalized.


If I use these parameters in the energy minimization step the Fmax does not go 
down. Have I done the process correctly, or should I try again to reduce the 
Fmax in energy minimization step using switched cuolomb and van der waals 
interactions and then do NMA.

Any suggestion will be of great help.
Thanking You,
Sarbani Chattopadhyay 







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[gmx-users] Re: script to constraint distance between ligand and protein

2010-03-18 Thread David Mobley
Hi,

I don't have a version of this tool that I'm comfortable distributing at this 
point (for what it's worth, the message you're referring to is almost 4 years 
old!). 

You should be able to get help with your specific topology file problem 
on-list. 

Free energy calculations are one of the hardest things you can do with gromacs. 
I'd encourage you to start by doing some plain simulations in gromacs before 
trying to set up free energy calculations.

The specific error you are seeing is undoubtedly because the protein in your 
system only contains 2591 atoms and you are trying to add restraints between 
some atom in the protein and atom 2606, which you think is in the ligand. For 
restraints to work, you need the protein and ligand to be part of the same [ 
atoms ] section in the topology file, so that the ligand will be numbered 
consecutively with the protein. (Technically, the protein and ligand must be 
part of the same gromacs "molecule", even though they are not connected).

Again, this should go on-list. 



On Mar 18, 2010, at 7:48 AM, sunita gupta wrote:

> Hi David
> 
> I appologise for bothering on your personal mail id again as you have already 
> told me not to interrupt u personally.
> 
> bt after going through the mailing archive 
> http://www.mail-archive.com/gmx-users@gromacs.org/msg03610.html, you have 
> suggested use of a script which can be asked off-list.
> I am really new to gromacs and trying to calculate binding free energy of a 
> protein-ligand.. After referring through many research articles...I got to 
> know to add restraints on the bond, angle and dihedrals of protein and 
> ligand, as it is also involved in thermodynamics cycle.
> 
> I tried to add distance restraints between a protein and ligand atom and 
> encountered with the following error
> Fatal error:
> [ file 3z.top, line 16103 ]:
> Atom index (2606) in distance_restraints out of bounds (1-2591).
> 
> Kindly send me that script which can merge the topologies for ligand and 
> protein, I have individual .top and .gro files for protein and ligand.
> 
> Thanks in Advance
> -- 
> Best Regards
> SUNITA GUPTA
> 

David Mobley
dmob...@gmail.com
504-383-3662



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[gmx-users] Re: g_desort

2010-03-18 Thread chris . neale

Dear Jennifer:

I have tried to download the package to reproduce your problem, but  
have been unable.


http://www.gromacs.org/index.php?title=Download_%26_Installation/User_contributions/Other_software

links to G_DESORT.tgz, but that link sends me to:

http://www.gromacs.org/@api/deki/files/54/=G_DESORT.tgz

with the text:

Internal Error (500)
Could not retrieve attachment fileid 109 rev 1

My memory is not perfect on g_desort because it has been a long time  
since I wrote it or even used it. Gromacs version 4 uses domain  
decomposition which essentially re-sorts at every neighbourlist update  
and also sorts over a 3 dimensional grid (gromacs 3 with sort simply  
grids on the x dimension). Therefore gromacs 4 is recommended.


If this assistance does not work, and if you still need g_desort, then  
please describe how you downloaded it and I will take another look.


Regarding the error, I am not sure why the tarball contains a  
Makefile, I would think that you need your own. Try this:


1. cat Makefile.i386-apple-darwin8.10.1 | sed "s/template/g_desort/g"  
> Makefile.g_desort

2. Make -f Makefile.g_desort

If that doesn't work, then perhaps you have an old version of  
g_desort. The first one that I uploaded was missing a semi-colon after  
one of the lines in


static char *desc[] = {

at the top of main(). That was eventually fixed, but perhaps not in  
the version that you obtained.


The allowance of deshuffling and not desorting was, I think,  
unfortunate. I have no inside scoop on the why, but as best as I can  
guess, sorting made sense and allowed a speed gain and was thus used  
in benchmarking tests to evidence the fantastic speed of gromacs. The  
fact that the trajectory was essentially unusable and un-resortable  
was not immediately obvious to a new user. g_desort remedies this  
problem, although I mention again that in gromacs 4 there is no need  
for g_desort and I suggest that you migrate to gromacs 4.


Chris.


Quoting Jennifer Rendell :


Good morning, Chris.

I have just downloaded a copy of g_desort and am trying to compile it.
My C programming is way in the past. I am geting an error:

$ make -f Makefile.g_desort
cc -O3 -fomit-frame-pointer -finline-functions -Wall -Wno-unused
-malign-double -funroll-all-loops -I/usr/local/gromacs/include/gromacs
-c -o g_desort.o g_desort.c
g_desort.c:1: error: unknown -malign-X option specified: 'double'
make: *** [g_desort.o] Error 1

I have put the tarball in
/usr/local/gromacs-3.3.2/share/gromacs/template which now contains the
files:
$ ls
Makefile.g_desort g_desort.c
Makefile.i386-apple-darwin8.10.1 template.c
README

If I edit the Makefile.g_desort and remove references to
-malign-double, then I get lots and lots of errors that start like this:
$ make -f Makefile.g_desort
cc -O3 -fomit-frame-pointer -finline-functions -Wall -Wno-unused
-funroll-all-loops -I/usr/local/gromacs/include/gromacs -c -o
g_desort.o g_desort.c
g_desort.c:40:22: error: statutil.h: No such file or directory
g_desort.c:41:22: error: typedefs.h: No such file or directory
g_desort.c:42:21: error: smalloc.h: No such file or directory
g_desort.c:43:17: error: vec.h: No such file or directory
g_desort.c:44:22: error: copyrite.h: No such file or directory
g_desort.c:46:19: error: tpxio.h: No such file or directory
g_desort.c: In function ‘main’:
...
(271 lines in total)

So I think it needs something the -malign-double gives it. Now I'm out
of ideas... Are you able to help?

I understand the point of shuffling (distributing evenly the atoms over
N cpus) and sorting (makes more sense to distribute nearby molecules on
the same node). But why make it possible to deshuffle (with provided
index file) and not to desort (no index file, and no command)??? Must
be an historical reason...

In hope and advance appreciation, Jennifer

--
Jennifer Rendell
Dept. of Biochemistry
Memorial University of Newfoundland & Labrador
709-737-6733




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[gmx-users] charge group assignment with AMBER parameters

2010-03-18 Thread Jacob Spooner
I am attempting a simulation of a drug molecule using the ffamber/gaff within 
gromacs.  When it comes to assigning charge groups the manual says that one 
should group together nearby atoms and  the groups should have a net integer 
charge.  Since AMBER charge parameters are obtained from QM calculations of the 
specific molecule they do not form into integer charge groups like with OPLS 
whose charge parameters are dictated by atom type and stay the constant in 
different molecules.  I was wondering if somebody who has worked with AMBER in 
GROMACS could give some guidance with regards to charge group assignment.  

Thanks

Jake Spooner
University of the Fraser Valley

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[gmx-users] g_covar -ref

2010-03-18 Thread vijaya subramanian

Hi
Has anyone studied the effect of using different reference structures,
not the average structure, when carrying out PCA.  Does it make sense to use 
a structure besides the average to calculate the covariance matrix?
Thanks
Vijaya


  
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[gmx-users] g_covar -ref

2010-03-18 Thread vijaya subramanian


Hi
Does anyone studied the effect of using different reference structures,
not the average structure, when carrying out PCA.  Does it make sense to use 
a structure besides the average to calculate the covariance matrix?
Thanks
Vijaya

  
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Re: [gmx-users] charge group assignment with AMBER parameters

2010-03-18 Thread Justin A. Lemkul



Jacob Spooner wrote:

I am attempting a simulation of a drug molecule using the ffamber/gaff within
gromacs.  When it comes to assigning charge groups the manual says that one
should group together nearby atoms and  the groups should have a net integer
charge.  Since AMBER charge parameters are obtained from QM calculations of
the specific molecule they do not form into integer charge groups like with
OPLS whose charge parameters are dictated by atom type and stay the constant
in different molecules.  I was wondering if somebody who has worked with
AMBER in GROMACS could give some guidance with regards to charge group
assignment.



A quick look through some of the .rtp files from the ffamber distributions 
indicates that, at least for amino acid and nucleic acid residues, each atom is 
its own charge group.  That probably has something to do with the underlying 
theory of the force field (i.e., the derivation scheme did not use charge 
groups), but you can look into the literature there to be sure.


-Justin


Thanks

Jake Spooner University of the Fraser Valley



--


Justin A. Lemkul
Ph.D. Candidate
ICTAS Doctoral Scholar
MILES-IGERT Trainee
Department of Biochemistry
Virginia Tech
Blacksburg, VA
jalemkul[at]vt.edu | (540) 231-9080
http://www.bevanlab.biochem.vt.edu/Pages/Personal/justin


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Re: [gmx-users] g_covar -ref

2010-03-18 Thread Tsjerk Wassenaar
Hi Vijaya,

Well, to start with that will be something as calculating the
'fluctuation' as sum((xi-ri)^2)/N, with xi and ri denoting the ith
atom of the conformation x and the reference structure r and the sum
is over time/observations. In the case of no variation in xi, the
value you get will still be finite, in stead of zero, as would
probably be most meaningful.
Now for the covariances, there's a bit more to it. The covariance is
the product moment of the deviations: sum((xi-ri)(xj-rj))/N. When
there is no correlation, the deviations about the mean are random and
average out to zero. But with the deviations against a reference, that
is not the case. So the results should be regarded meaningless, unless
you have a good reason for doing so, and come with a solid
justification. Okay, there may be a purpose, but I'll leave that to
your imagination :)

Hope it helps,

Tsjerk

On Thu, Mar 18, 2010 at 5:33 PM, vijaya subramanian
 wrote:
> Hi
> Has anyone studied the effect of using different reference structures,
> not the average structure, when carrying out PCA.  Does it make sense to use
> a structure besides the average to calculate the covariance matrix?
> Thanks
> Vijaya
>
>
>
> 
> Hotmail: Trusted email with powerful SPAM protection. Sign up now.
> --
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> http://lists.gromacs.org/mailman/listinfo/gmx-users
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>



-- 
Tsjerk A. Wassenaar, Ph.D.

post-doctoral researcher
Molecular Dynamics Group
Groningen Institute for Biomolecular Research and Biotechnology
University of Groningen
The Netherlands
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RE: [gmx-users] g_covar -ref

2010-03-18 Thread vijaya subramanian

PCA refers to covariance analysis (though SVD gives the same results).
Principal components are obtained by projecting the trajectory onto
 the eigenvectors of the covariance matrix.
I just wanted to know why the option -ref was offered and if it had any 
significance.
Thanks
Vijaya

> Date: Thu, 18 Mar 2010 17:51:04 +0100
> Subject: Re: [gmx-users] g_covar -ref
> From: tsje...@gmail.com
> To: gmx-users@gromacs.org
> 
> Hi Vijaya,
> 
> Well, to start with that will be something as calculating the
> 'fluctuation' as sum((xi-ri)^2)/N, with xi and ri denoting the ith
> atom of the conformation x and the reference structure r and the sum
> is over time/observations. In the case of no variation in xi, the
> value you get will still be finite, in stead of zero, as would
> probably be most meaningful.
> Now for the covariances, there's a bit more to it. The covariance is
> the product moment of the deviations: sum((xi-ri)(xj-rj))/N. When
> there is no correlation, the deviations about the mean are random and
> average out to zero. But with the deviations against a reference, that
> is not the case. So the results should be regarded meaningless, unless
> you have a good reason for doing so, and come with a solid
> justification. Okay, there may be a purpose, but I'll leave that to
> your imagination :)
> 
> Hope it helps,
> 
> Tsjerk
> 
> On Thu, Mar 18, 2010 at 5:33 PM, vijaya subramanian
>  wrote:
> > Hi
> > Has anyone studied the effect of using different reference structures,
> > not the average structure, when carrying out PCA.  Does it make sense to use
> > a structure besides the average to calculate the covariance matrix?
> > Thanks
> > Vijaya
> >
> >
> >
> > 
> > Hotmail: Trusted email with powerful SPAM protection. Sign up now.
> > --
> > gmx-users mailing listgmx-users@gromacs.org
> > http://lists.gromacs.org/mailman/listinfo/gmx-users
> > Please search the archive at http://www.gromacs.org/search before posting!
> > Please don't post (un)subscribe requests to the list. Use the
> > www interface or send it to gmx-users-requ...@gromacs.org.
> > Can't post? Read http://www.gromacs.org/mailing_lists/users.php
> >
> 
> 
> 
> -- 
> Tsjerk A. Wassenaar, Ph.D.
> 
> post-doctoral researcher
> Molecular Dynamics Group
> Groningen Institute for Biomolecular Research and Biotechnology
> University of Groningen
> The Netherlands
> -- 
> gmx-users mailing listgmx-users@gromacs.org
> http://lists.gromacs.org/mailman/listinfo/gmx-users
> Please search the archive at http://www.gromacs.org/search before posting!
> Please don't post (un)subscribe requests to the list. Use the 
> www interface or send it to gmx-users-requ...@gromacs.org.
> Can't post? Read http://www.gromacs.org/mailing_lists/users.php
  
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Re: [gmx-users] g_covar -ref

2010-03-18 Thread Tsjerk Wassenaar
Hi Vijaya,

I'm sorry if I didn't quite get that first sentence of yours. Did you
meant to start it with "I thought that ..."? Or were you trying to
explain me something you thought I missed?

PCA stands for 'principal component analysis', not 'covariance
analysis'. For instance, PCA can be applied to correlations, and then
is 'correlation analysis'. SVD is a particular flavour of PCA and here
yields the same results as traditional PCA because the covariance
matrix is symmetric, but otherwise they're not strictly the same. That
is to say, the SVD is obtained by extracting the eigenvectors from the
matrices transpose(S) x S and S x transpose(S). Which are quite
obviously identical if S is a symmetric matrix.

By the way, was your question regarding the -ref option answered, or
did the answer elude you? If the latter is the case, maybe if now you
feel sufficiently confident that I know a bit about PCA, you can go
through the answer again.

Cheers,

Tsjerk

On Thu, Mar 18, 2010 at 7:01 PM, vijaya subramanian
 wrote:
> PCA refers to covariance analysis (though SVD gives the same results).
> Principal components are obtained by projecting the trajectory onto
>  the eigenvectors of the covariance matrix.
> I just wanted to know why the option -ref was offered and if it had any
> significance.
> Thanks
> Vijaya
>
>> Date: Thu, 18 Mar 2010 17:51:04 +0100
>> Subject: Re: [gmx-users] g_covar -ref
>> From: tsje...@gmail.com
>> To: gmx-users@gromacs.org
>>
>> Hi Vijaya,
>>
>> Well, to start with that will be something as calculating the
>> 'fluctuation' as sum((xi-ri)^2)/N, with xi and ri denoting the ith
>> atom of the conformation x and the reference structure r and the sum
>> is over time/observations. In the case of no variation in xi, the
>> value you get will still be finite, in stead of zero, as would
>> probably be most meaningful.
>> Now for the covariances, there's a bit more to it. The covariance is
>> the product moment of the deviations: sum((xi-ri)(xj-rj))/N. When
>> there is no correlation, the deviations about the mean are random and
>> average out to zero. But with the deviations against a reference, that
>> is not the case. So the results should be regarded meaningless, unless
>> you have a good reason for doing so, and come with a solid
>> justification. Okay, there may be a purpose, but I'll leave that to
>> your imagination :)
>>
>> Hope it helps,
>>
>> Tsjerk
>>
>> On Thu, Mar 18, 2010 at 5:33 PM, vijaya subramanian
>>  wrote:
>> > Hi
>> > Has anyone studied the effect of using different reference structures,
>> > not the average structure, when carrying out PCA.  Does it make sense to
>> > use
>> > a structure besides the average to calculate the covariance matrix?
>> > Thanks
>> > Vijaya
>> >
>> >
>> >
>> > 
>> > Hotmail: Trusted email with powerful SPAM protection. Sign up now.
>> > --
>> > gmx-users mailing list    gmx-us...@gromacs.org
>> > http://lists.gromacs.org/mailman/listinfo/gmx-users
>> > Please search the archive at http://www.gromacs.org/search before
>> > posting!
>> > Please don't post (un)subscribe requests to the list. Use the
>> > www interface or send it to gmx-users-requ...@gromacs.org.
>> > Can't post? Read http://www.gromacs.org/mailing_lists/users.php
>> >
>>
>>
>>
>> --
>> Tsjerk A. Wassenaar, Ph.D.
>>
>> post-doctoral researcher
>> Molecular Dynamics Group
>> Groningen Institute for Biomolecular Research and Biotechnology
>> University of Groningen
>> The Netherlands
>> --
>> gmx-users mailing list gmx-users@gromacs.org
>> http://lists.gromacs.org/mailman/listinfo/gmx-users
>> Please search the archive at http://www.gromacs.org/search before posting!
>> Please don't post (un)subscribe requests to the list. Use the
>> www interface or send it to gmx-users-requ...@gromacs.org.
>> Can't post? Read http://www.gromacs.org/mailing_lists/users.php
>
> 
> Hotmail: Trusted email with Microsoft’s powerful SPAM protection. Sign up
> now.
> --
> gmx-users mailing list    gmx-us...@gromacs.org
> http://lists.gromacs.org/mailman/listinfo/gmx-users
> Please search the archive at http://www.gromacs.org/search before posting!
> Please don't post (un)subscribe requests to the list. Use the
> www interface or send it to gmx-users-requ...@gromacs.org.
> Can't post? Read http://www.gromacs.org/mailing_lists/users.php
>



-- 
Tsjerk A. Wassenaar, Ph.D.

post-doctoral researcher
Molecular Dynamics Group
Groningen Institute for Biomolecular Research and Biotechnology
University of Groningen
The Netherlands
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RE: [gmx-users] g_covar -ref

2010-03-18 Thread vijaya subramanian

Hi
Your answer truly eludes me, unless -ref is an useless option.
In any case it isn't particularly important.
Vijaya



> Date: Thu, 18 Mar 2010 19:37:40 +0100
> Subject: Re: [gmx-users] g_covar -ref
> From: tsje...@gmail.com
> To: gmx-users@gromacs.org
> 
> Hi Vijaya,
> 
> I'm sorry if I didn't quite get that first sentence of yours. Did you
> meant to start it with "I thought that ..."? Or were you trying to
> explain me something you thought I missed?
> 
> PCA stands for 'principal component analysis', not 'covariance
> analysis'. For instance, PCA can be applied to correlations, and then
> is 'correlation analysis'. SVD is a particular flavour of PCA and here
> yields the same results as traditional PCA because the covariance
> matrix is symmetric, but otherwise they're not strictly the same. That
> is to say, the SVD is obtained by extracting the eigenvectors from the
> matrices transpose(S) x S and S x transpose(S). Which are quite
> obviously identical if S is a symmetric matrix.
> 
> By the way, was your question regarding the -ref option answered, or
> did the answer elude you? If the latter is the case, maybe if now you
> feel sufficiently confident that I know a bit about PCA, you can go
> through the answer again.
> 
> Cheers,
> 
> Tsjerk
> 
> On Thu, Mar 18, 2010 at 7:01 PM, vijaya subramanian
>  wrote:
> > PCA refers to covariance analysis (though SVD gives the same results).
> > Principal components are obtained by projecting the trajectory onto
> >  the eigenvectors of the covariance matrix.
> > I just wanted to know why the option -ref was offered and if it had any
> > significance.
> > Thanks
> > Vijaya
> >
> >> Date: Thu, 18 Mar 2010 17:51:04 +0100
> >> Subject: Re: [gmx-users] g_covar -ref
> >> From: tsje...@gmail.com
> >> To: gmx-users@gromacs.org
> >>
> >> Hi Vijaya,
> >>
> >> Well, to start with that will be something as calculating the
> >> 'fluctuation' as sum((xi-ri)^2)/N, with xi and ri denoting the ith
> >> atom of the conformation x and the reference structure r and the sum
> >> is over time/observations. In the case of no variation in xi, the
> >> value you get will still be finite, in stead of zero, as would
> >> probably be most meaningful.
> >> Now for the covariances, there's a bit more to it. The covariance is
> >> the product moment of the deviations: sum((xi-ri)(xj-rj))/N. When
> >> there is no correlation, the deviations about the mean are random and
> >> average out to zero. But with the deviations against a reference, that
> >> is not the case. So the results should be regarded meaningless, unless
> >> you have a good reason for doing so, and come with a solid
> >> justification. Okay, there may be a purpose, but I'll leave that to
> >> your imagination :)
> >>
> >> Hope it helps,
> >>
> >> Tsjerk
> >>
> >> On Thu, Mar 18, 2010 at 5:33 PM, vijaya subramanian
> >>  wrote:
> >> > Hi
> >> > Has anyone studied the effect of using different reference structures,
> >> > not the average structure, when carrying out PCA.  Does it make sense to
> >> > use
> >> > a structure besides the average to calculate the covariance matrix?
> >> > Thanks
> >> > Vijaya
> >> >
> >> >
> >> >
> >> > 
> >> > Hotmail: Trusted email with powerful SPAM protection. Sign up now.
> >> > --
> >> > gmx-users mailing listgmx-users@gromacs.org
> >> > http://lists.gromacs.org/mailman/listinfo/gmx-users
> >> > Please search the archive at http://www.gromacs.org/search before
> >> > posting!
> >> > Please don't post (un)subscribe requests to the list. Use the
> >> > www interface or send it to gmx-users-requ...@gromacs.org.
> >> > Can't post? Read http://www.gromacs.org/mailing_lists/users.php
> >> >
> >>
> >>
> >>
> >> --
> >> Tsjerk A. Wassenaar, Ph.D.
> >>
> >> post-doctoral researcher
> >> Molecular Dynamics Group
> >> Groningen Institute for Biomolecular Research and Biotechnology
> >> University of Groningen
> >> The Netherlands
> >> --
> >> gmx-users mailing list gmx-users@gromacs.org
> >> http://lists.gromacs.org/mailman/listinfo/gmx-users
> >> Please search the archive at http://www.gromacs.org/search before posting!
> >> Please don't post (un)subscribe requests to the list. Use the
> >> www interface or send it to gmx-users-requ...@gromacs.org.
> >> Can't post? Read http://www.gromacs.org/mailing_lists/users.php
> >
> > 
> > Hotmail: Trusted email with Microsoft’s powerful SPAM protection. Sign up
> > now.
> > --
> > gmx-users mailing listgmx-users@gromacs.org
> > http://lists.gromacs.org/mailman/listinfo/gmx-users
> > Please search the archive at http://www.gromacs.org/search before posting!
> > Please don't post (un)subscribe requests to the list. Use the
> > www interface or send it to gmx-users-requ...@gromacs.org.
> > Can't post? Read http://www.gromacs.org/mailing_lists/users.php
> >
> 
> 
> 
> -- 
> Tsjerk A. Wassenaar, Ph.D.
> 
> post-doctoral researcher
> Molecular Dynamics Group
> Groningen Institute for Biomolec

[gmx-users] What is Dmax, and are .tpr files transferrable between operating systems

2010-03-18 Thread Warren Gallin
Can someone tell me what the Dmax value is that is output to the  
terminal during energy minimization?


Example output:

Step= 2164, Dmax= 6.2e-03 nm, Epot= -1.17364e+06 Fmax= 8.49209e+02,  
atom= 56
Step= 2165, Dmax= 7.5e-03 nm, Epot= -1.17365e+06 Fmax= 1.05171e+04,  
atom= 56
Step= 2166, Dmax= 9.0e-03 nm, Epot= -1.17370e+06 Fmax= 3.16057e+03,  
atom= 56
Step= 2168, Dmax= 5.4e-03 nm, Epot= -1.17370e+06 Fmax= 5.04184e+03,  
atom= 56
Step= 2169, Dmax= 6.4e-03 nm, Epot= -1.17371e+06 Fmax= 4.79470e+03,  
atom= 56
Step= 2171, Dmax= 3.9e-03 nm, Epot= -1.17373e+06 Fmax= 1.10629e+03,  
atom= 56


And second, are .tpr files platform independent, i.e. if I create  
a .tpr file using MacOSX, can I simply copy it onto a system running  
Linux invoke mdrun to run the simulation?  I'm using the same version  
(4.0.7) on both platforms.


Thanks,

Warren Gallin
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Re: [gmx-users] What is Dmax, and are .tpr files transferrable between operating systems

2010-03-18 Thread Justin A. Lemkul



Warren Gallin wrote:
Can someone tell me what the Dmax value is that is output to the 
terminal during energy minimization?


Dmax is the largest step size taken.



Example output:

Step= 2164, Dmax= 6.2e-03 nm, Epot= -1.17364e+06 Fmax= 8.49209e+02, 
atom= 56
Step= 2165, Dmax= 7.5e-03 nm, Epot= -1.17365e+06 Fmax= 1.05171e+04, 
atom= 56
Step= 2166, Dmax= 9.0e-03 nm, Epot= -1.17370e+06 Fmax= 3.16057e+03, 
atom= 56
Step= 2168, Dmax= 5.4e-03 nm, Epot= -1.17370e+06 Fmax= 5.04184e+03, 
atom= 56
Step= 2169, Dmax= 6.4e-03 nm, Epot= -1.17371e+06 Fmax= 4.79470e+03, 
atom= 56
Step= 2171, Dmax= 3.9e-03 nm, Epot= -1.17373e+06 Fmax= 1.10629e+03, 
atom= 56


And second, are .tpr files platform independent, i.e. if I create a .tpr 
file using MacOSX, can I simply copy it onto a system running Linux 
invoke mdrun to run the simulation?  I'm using the same version (4.0.7) 
on both platforms.




Yes.

-Justin


Thanks,

Warren Gallin


--


Justin A. Lemkul
Ph.D. Candidate
ICTAS Doctoral Scholar
MILES-IGERT Trainee
Department of Biochemistry
Virginia Tech
Blacksburg, VA
jalemkul[at]vt.edu | (540) 231-9080
http://www.bevanlab.biochem.vt.edu/Pages/Personal/justin


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Re: [gmx-users] g_covar -ref

2010-03-18 Thread Tsjerk Wassenaar
Hi Vijaya,

> Your answer truly eludes me, unless -ref is an useless option.

Well, that's pretty close to the conclusion. The use is limited to a
few very specific cases and it might be better to hide the option from
the view of casual users.

But apparently you didn't catch the why yet. If you imagine a pendulum
going back and forth, the principal components will be commonly
determined by taking the deviations from the mean position. Then you
get two components, one for the direction of the motion and one for
the deflection from linearity, right? But now, you calculate  the
deviations not with respect to the average position, but you take the
deviations with respect to a position that is away from the mean, say
halfway to the left. Now you can follow the same procedure,
calculating a matrix of cross products for these deviations, and
diagonalizing it. But what do these results then mean? This is a neat
example to run with pen and paper... You should even be able to solve
it analytically :)

Have fun,

Tsjerk


> In any case it isn't particularly important.
> Vijaya
>
>
>
>> Date: Thu, 18 Mar 2010 19:37:40 +0100
>> Subject: Re: [gmx-users] g_covar -ref
>> From: tsje...@gmail.com
>> To: gmx-users@gromacs.org
>>
>> Hi Vijaya,
>>
>> I'm sorry if I didn't quite get that first sentence of yours. Did you
>> meant to start it with "I thought that ..."? Or were you trying to
>> explain me something you thought I missed?
>>
>> PCA stands for 'principal component analysis', not 'covariance
>> analysis'. For instance, PCA can be applied to correlations, and then
>> is 'correlation analysis'. SVD is a particular flavour of PCA and here
>> yields the same results as traditional PCA because the covariance
>> matrix is symmetric, but otherwise they're not strictly the same. That
>> is to say, the SVD is obtained by extracting the eigenvectors from the
>> matrices transpose(S) x S and S x transpose(S). Which are quite
>> obviously identical if S is a symmetric matrix.
>>
>> By the way, was your question regarding the -ref option answered, or
>> did the answer elude you? If the latter is the case, maybe if now you
>> feel sufficiently confident that I know a bit about PCA, you can go
>> through the answer again.
>>
>> Cheers,
>>
>> Tsjerk
>>
>> On Thu, Mar 18, 2010 at 7:01 PM, vijaya subramanian
>>  wrote:
>> > PCA refers to covariance analysis (though SVD gives the same results).
>> > Principal components are obtained by projecting the trajectory onto
>> >  the eigenvectors of the covariance matrix.
>> > I just wanted to know why the option -ref was offered and if it had any
>> > significance.
>> > Thanks
>> > Vijaya
>> >
>> >> Date: Thu, 18 Mar 2010 17:51:04 +0100
>> >> Subject: Re: [gmx-users] g_covar -ref
>> >> From: tsje...@gmail.com
>> >> To: gmx-users@gromacs.org
>> >>
>> >> Hi Vijaya,
>> >>
>> >> Well, to start with that will be something as calculating the
>> >> 'fluctuation' as sum((xi-ri)^2)/N, with xi and ri denoting the ith
>> >> atom of the conformation x and the reference structure r and the sum
>> >> is over time/observations. In the case of no variation in xi, the
>> >> value you get will still be finite, in stead of zero, as would
>> >> probably be most meaningful.
>> >> Now for the covariances, there's a bit more to it. The covariance is
>> >> the product moment of the deviations: sum((xi-ri)(xj-rj))/N. When
>> >> there is no correlation, the deviations about the mean are random and
>> >> average out to zero. But with the deviations against a reference, that
>> >> is not the case. So the results should be regarded meaningless, unless
>> >> you have a good reason for doing so, and come with a solid
>> >> justification. Okay, there may be a purpose, but I'll leave that to
>> >> your imagination :)
>> >>
>> >> Hope it helps,
>> >>
>> >> Tsjerk
>> >>
>> >> On Thu, Mar 18, 2010 at 5:33 PM, vijaya subramanian
>> >>  wrote:
>> >> > Hi
>> >> > Has anyone studied the effect of using different reference
>> >> > structures,
>> >> > not the average structure, when carrying out PCA.  Does it make sense
>> >> > to
>> >> > use
>> >> > a structure besides the average to calculate the covariance matrix?
>> >> > Thanks
>> >> > Vijaya
>> >> >
>> >> >
>> >> >
>> >> > 
>> >> > Hotmail: Trusted email with powerful SPAM protection. Sign up now.
>> >> > --
>> >> > gmx-users mailing list    gmx-us...@gromacs.org
>> >> > http://lists.gromacs.org/mailman/listinfo/gmx-users
>> >> > Please search the archive at http://www.gromacs.org/search before
>> >> > posting!
>> >> > Please don't post (un)subscribe requests to the list. Use the
>> >> > www interface or send it to gmx-users-requ...@gromacs.org.
>> >> > Can't post? Read http://www.gromacs.org/mailing_lists/users.php
>> >> >
>> >>
>> >>
>> >>
>> >> --
>> >> Tsjerk A. Wassenaar, Ph.D.
>> >>
>> >> post-doctoral researcher
>> >> Molecular Dynamics Group
>> >> Groningen Institute for Biomolecular Research and Biotechnology
>> >> University of Groningen

RE: [gmx-users] g_covar -ref

2010-03-18 Thread vijaya subramanian

Hi
Thanks for your input, what are the few specific cases where 
a reference structure might be used?
Vijaya

> Date: Thu, 18 Mar 2010 20:42:36 +0100
> Subject: Re: [gmx-users] g_covar -ref
> From: tsje...@gmail.com
> To: gmx-users@gromacs.org
> 
> Hi Vijaya,
> 
> > Your answer truly eludes me, unless -ref is an useless option.
> 
> Well, that's pretty close to the conclusion. The use is limited to a
> few very specific cases and it might be better to hide the option from
> the view of casual users.
> 
> But apparently you didn't catch the why yet. If you imagine a pendulum
> going back and forth, the principal components will be commonly
> determined by taking the deviations from the mean position. Then you
> get two components, one for the direction of the motion and one for
> the deflection from linearity, right? But now, you calculate  the
> deviations not with respect to the average position, but you take the
> deviations with respect to a position that is away from the mean, say
> halfway to the left. Now you can follow the same procedure,
> calculating a matrix of cross products for these deviations, and
> diagonalizing it. But what do these results then mean? This is a neat
> example to run with pen and paper... You should even be able to solve
> it analytically :)
> 
> Have fun,
> 
> Tsjerk
> 
> 
> > In any case it isn't particularly important.
> > Vijaya
> >
> >
> >
> >> Date: Thu, 18 Mar 2010 19:37:40 +0100
> >> Subject: Re: [gmx-users] g_covar -ref
> >> From: tsje...@gmail.com
> >> To: gmx-users@gromacs.org
> >>
> >> Hi Vijaya,
> >>
> >> I'm sorry if I didn't quite get that first sentence of yours. Did you
> >> meant to start it with "I thought that ..."? Or were you trying to
> >> explain me something you thought I missed?
> >>
> >> PCA stands for 'principal component analysis', not 'covariance
> >> analysis'. For instance, PCA can be applied to correlations, and then
> >> is 'correlation analysis'. SVD is a particular flavour of PCA and here
> >> yields the same results as traditional PCA because the covariance
> >> matrix is symmetric, but otherwise they're not strictly the same. That
> >> is to say, the SVD is obtained by extracting the eigenvectors from the
> >> matrices transpose(S) x S and S x transpose(S). Which are quite
> >> obviously identical if S is a symmetric matrix.
> >>
> >> By the way, was your question regarding the -ref option answered, or
> >> did the answer elude you? If the latter is the case, maybe if now you
> >> feel sufficiently confident that I know a bit about PCA, you can go
> >> through the answer again.
> >>
> >> Cheers,
> >>
> >> Tsjerk
> >>
> >> On Thu, Mar 18, 2010 at 7:01 PM, vijaya subramanian
> >>  wrote:
> >> > PCA refers to covariance analysis (though SVD gives the same results).
> >> > Principal components are obtained by projecting the trajectory onto
> >> >  the eigenvectors of the covariance matrix.
> >> > I just wanted to know why the option -ref was offered and if it had any
> >> > significance.
> >> > Thanks
> >> > Vijaya
> >> >
> >> >> Date: Thu, 18 Mar 2010 17:51:04 +0100
> >> >> Subject: Re: [gmx-users] g_covar -ref
> >> >> From: tsje...@gmail.com
> >> >> To: gmx-users@gromacs.org
> >> >>
> >> >> Hi Vijaya,
> >> >>
> >> >> Well, to start with that will be something as calculating the
> >> >> 'fluctuation' as sum((xi-ri)^2)/N, with xi and ri denoting the ith
> >> >> atom of the conformation x and the reference structure r and the sum
> >> >> is over time/observations. In the case of no variation in xi, the
> >> >> value you get will still be finite, in stead of zero, as would
> >> >> probably be most meaningful.
> >> >> Now for the covariances, there's a bit more to it. The covariance is
> >> >> the product moment of the deviations: sum((xi-ri)(xj-rj))/N. When
> >> >> there is no correlation, the deviations about the mean are random and
> >> >> average out to zero. But with the deviations against a reference, that
> >> >> is not the case. So the results should be regarded meaningless, unless
> >> >> you have a good reason for doing so, and come with a solid
> >> >> justification. Okay, there may be a purpose, but I'll leave that to
> >> >> your imagination :)
> >> >>
> >> >> Hope it helps,
> >> >>
> >> >> Tsjerk
> >> >>
> >> >> On Thu, Mar 18, 2010 at 5:33 PM, vijaya subramanian
> >> >>  wrote:
> >> >> > Hi
> >> >> > Has anyone studied the effect of using different reference
> >> >> > structures,
> >> >> > not the average structure, when carrying out PCA.  Does it make sense
> >> >> > to
> >> >> > use
> >> >> > a structure besides the average to calculate the covariance matrix?
> >> >> > Thanks
> >> >> > Vijaya
> >> >> >
> >> >> >
> >> >> >
> >> >> > 
> >> >> > Hotmail: Trusted email with powerful SPAM protection. Sign up now.
> >> >> > --
> >> >> > gmx-users mailing listgmx-users@gromacs.org
> >> >> > http://lists.gromacs.org/mailman/listinfo/gmx-users
> >> >> > Please search the archive at http://www.gromacs

Re: [gmx-users] g_covar -ref

2010-03-18 Thread Tsjerk Wassenaar
Hi Vijaya,

Hmmm. Well, it may make some sense to take a defined extreme point to
take deviations from. Like for motion on an arc, it may make sense to
take the center of the circle to determine the deviations. But what
that will yield; how that translates to wiggling proteins... :S

Cheers,

Tsjerk

On Thu, Mar 18, 2010 at 9:11 PM, vijaya subramanian
 wrote:
> Hi
> Thanks for your input, what are the few specific cases where
> a reference structure might be used?
> Vijaya
>
>> Date: Thu, 18 Mar 2010 20:42:36 +0100
>> Subject: Re: [gmx-users] g_covar -ref
>> From: tsje...@gmail.com
>> To: gmx-users@gromacs.org
>>
>> Hi Vijaya,
>>
>> > Your answer truly eludes me, unless -ref is an useless option.
>>
>> Well, that's pretty close to the conclusion. The use is limited to a
>> few very specific cases and it might be better to hide the option from
>> the view of casual users.
>>
>> But apparently you didn't catch the why yet. If you imagine a pendulum
>> going back and forth, the principal components will be commonly
>> determined by taking the deviations from the mean position. Then you
>> get two components, one for the direction of the motion and one for
>> the deflection from linearity, right? But now, you calculate the
>> deviations not with respect to the average position, but you take the
>> deviations with respect to a position that is away from the mean, say
>> halfway to the left. Now you can follow the same procedure,
>> calculating a matrix of cross products for these deviations, and
>> diagonalizing it. But what do these results then mean? This is a neat
>> example to run with pen and paper... You should even be able to solve
>> it analytically :)
>>
>> Have fun,
>>
>> Tsjerk
>>
>>
>> > In any case it isn't particularly important.
>> > Vijaya
>> >
>> >
>> >
>> >> Date: Thu, 18 Mar 2010 19:37:40 +0100
>> >> Subject: Re: [gmx-users] g_covar -ref
>> >> From: tsje...@gmail.com
>> >> To: gmx-users@gromacs.org
>> >>
>> >> Hi Vijaya,
>> >>
>> >> I'm sorry if I didn't quite get that first sentence of yours. Did you
>> >> meant to start it with "I thought that ..."? Or were you trying to
>> >> explain me something you thought I missed?
>> >>
>> >> PCA stands for 'principal component analysis', not 'covariance
>> >> analysis'. For instance, PCA can be applied to correlations, and then
>> >> is 'correlation analysis'. SVD is a particular flavour of PCA and here
>> >> yields the same results as traditional PCA because the covariance
>> >> matrix is symmetric, but otherwise they're not strictly the same. That
>> >> is to say, the SVD is obtained by extracting the eigenvectors from the
>> >> matrices transpose(S) x S and S x transpose(S). Which are quite
>> >> obviously identical if S is a symmetric matrix.
>> >>
>> >> By the way, was your question regarding the -ref option answered, or
>> >> did the answer elude you? If the latter is the case, maybe if now you
>> >> feel sufficiently confident that I know a bit about PCA, you can go
>> >> through the answer again.
>> >>
>> >> Cheers,
>> >>
>> >> Tsjerk
>> >>
>> >> On Thu, Mar 18, 2010 at 7:01 PM, vijaya subramanian
>> >>  wrote:
>> >> > PCA refers to covariance analysis (though SVD gives the same
>> >> > results).
>> >> > Principal components are obtained by projecting the trajectory onto
>> >> >  the eigenvectors of the covariance matrix.
>> >> > I just wanted to know why the option -ref was offered and if it had
>> >> > any
>> >> > significance.
>> >> > Thanks
>> >> > Vijaya
>> >> >
>> >> >> Date: Thu, 18 Mar 2010 17:51:04 +0100
>> >> >> Subject: Re: [gmx-users] g_covar -ref
>> >> >> From: tsje...@gmail.com
>> >> >> To: gmx-users@gromacs.org
>> >> >>
>> >> >> Hi Vijaya,
>> >> >>
>> >> >> Well, to start with that will be something as calculating the
>> >> >> 'fluctuation' as sum((xi-ri)^2)/N, with xi and ri denoting the ith
>> >> >> atom of the conformation x and the reference structure r and the sum
>> >> >> is over time/observations. In the case of no variation in xi, the
>> >> >> value you get will still be finite, in stead of zero, as would
>> >> >> probably be most meaningful.
>> >> >> Now for the covariances, there's a bit more to it. The covariance is
>> >> >> the product moment of the deviations: sum((xi-ri)(xj-rj))/N. When
>> >> >> there is no correlation, the deviations about the mean are random
>> >> >> and
>> >> >> average out to zero. But with the deviations against a reference,
>> >> >> that
>> >> >> is not the case. So the results should be regarded meaningless,
>> >> >> unless
>> >> >> you have a good reason for doing so, and come with a solid
>> >> >> justification. Okay, there may be a purpose, but I'll leave that to
>> >> >> your imagination :)
>> >> >>
>> >> >> Hope it helps,
>> >> >>
>> >> >> Tsjerk
>> >> >>
>> >> >> On Thu, Mar 18, 2010 at 5:33 PM, vijaya subramanian
>> >> >>  wrote:
>> >> >> > Hi
>> >> >> > Has anyone studied the effect of using different reference
>> >> >> > structures,
>> >> >> > not the average structure, when carryin

[gmx-users] T-coupling groups

2010-03-18 Thread Zuzana Benkova
Dear GROMACS users,
I have checked the mails in archive which deal with the problem I am 
facing but did not find the answer what I do wrong. 

I want to compile a PEO chain centered in box of 2900 water molecules. 

In my md.mdp the relevant section is as follows
Tcoupl  =  nose-hoover
tc-grps =  PEO  SOL
tau_t   =  0.1  0.1
ref_t   =  50   50
gen_vel =  yes
gen_temp    =  50   50

I have generated an index file where I have defined the PEO group. The [ SOL ] group contains 129-8828 atoms and the [ PEO ] contains 1-128atoms. This matches with the gro file. I 
tried to prepare a tpr file using

grompp -f md.mdp -c PEO18_2900TIP3P_opt.gro -n PEO18_2900TIP3P.ndx  -p 
topol.top -o PEO18_2900TIP3P_50K

and got message

Program grompp, VERSION 4.0.3
Source code file: readir.c, line: 1050

Fatal error:
16 atoms are not part of any of the T-Coupling groups

I tried the compilations with 4.0.3 and 4.0.5 versions but the message 
was the same.  I would be really thankful for an advice which can move me 
further. Thank you in advance.

Zuzana




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Re: [gmx-users] T-coupling groups

2010-03-18 Thread Justin A. Lemkul



Zuzana Benkova wrote:

Dear GROMACS users,
I have checked the mails in archive which deal with the problem I am 
facing but did not find the answer what I do wrong.


I want to compile a PEO chain centered in box of 2900 water molecules.

In my md.mdp the relevant section is as follows
Tcoupl  =  nose-hoover
tc-grps =  PEO  SOL
tau_t   =  0.1  0.1
ref_t   =  50   50
gen_vel =  yes
gen_temp=  50   50

I have generated an index file where I have defined the PEO group. The [ 
SOL ] group contains 129-8828 atoms and the [ PEO ] contains 1-128atoms. 
This matches with the gro file. I tried to prepare a tpr file using




You shouldn't have to do this.  By default, each moleculetype is given its own 
default index group:


http://www.gromacs.org/Documentation/Terminology/Default_Index_Groups

grompp -f md.mdp -c PEO18_2900TIP3P_opt.gro -n PEO18_2900TIP3P.ndx  -p 
topol.top -o PEO18_2900TIP3P_50K


and got message

Program grompp, VERSION 4.0.3
Source code file: readir.c, line: 1050

Fatal error:
16 atoms are not part of any of the T-Coupling groups

I tried the compilations with 4.0.3 and 4.0.5 versions but the message 
was the same.


This is not a version-specific bug, so I'd imagine not.  There's something in 
your system that is not coupled.  Perhaps you've done something wrong in setting 
the index groups.  Try without an index file (see above comment).  If there's 
something else in the system, it needs to be accounted for.


-Justin




 I would be really thankful for an advice which can move me further. 
Thank you in advance.


Zuzana





--


Justin A. Lemkul
Ph.D. Candidate
ICTAS Doctoral Scholar
MILES-IGERT Trainee
Department of Biochemistry
Virginia Tech
Blacksburg, VA
jalemkul[at]vt.edu | (540) 231-9080
http://www.bevanlab.biochem.vt.edu/Pages/Personal/justin


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Re: [gmx-users] T-coupling groups

2010-03-18 Thread jampani srinivas
Dear Zuzana,

Recently i have done similar selection, I have got this error only when i
miss some atoms or when i have some atoms in both groups. I would suggest
you to check your groups carefully or you can make indexes for these
selections in VMD and check whether you are missing some atoms from both
groups.

Srinivs.


On Thu, Mar 18, 2010 at 4:55 PM, Zuzana Benkova wrote:

> Dear GROMACS users,
> I have checked the mails in archive which deal with the problem I am facing
> but did not find the answer what I do wrong.
>
> I want to compile a PEO chain centered in box of 2900 water molecules.
>
> In my md.mdp the relevant section is as follows
> Tcoupl  =  nose-hoover
> tc-grps =  PEO  SOL
> tau_t   =  0.1  0.1
> ref_t   =  50   50
> gen_vel =  yes
> gen_temp=  50   50
>
> I have generated an index file where I have defined the PEO group. The [
> SOL ] group contains 129-8828 atoms and the [ PEO ] contains 1-128atoms.
> This matches with the gro file. I tried to prepare a tpr file using
>
> grompp -f md.mdp -c PEO18_2900TIP3P_opt.gro -n PEO18_2900TIP3P.ndx  -p
> topol.top -o PEO18_2900TIP3P_50K
>
> and got message
>
> Program grompp, VERSION 4.0.3
> Source code file: readir.c, line: 1050
>
> Fatal error:
> 16 atoms are not part of any of the T-Coupling groups
>
> I tried the compilations with 4.0.3 and 4.0.5 versions but the message was
> the same.
>
>
>  I would be really thankful for an advice which can move me further. Thank
> you in advance.
>
> Zuzana
>
>
>
>
> --
> gmx-users mailing listgmx-users@gromacs.org
> http://lists.gromacs.org/mailman/listinfo/gmx-users
> Please search the archive at http://www.gromacs.org/search before posting!
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[gmx-users] g_bundle problem

2010-03-18 Thread Stefan Hoorman
I have tried using g_bundle in order to analyse helix axes in my
transmembran helices. I created two groups in my ndx file that included the
alpha carbons of the first half of my helix and a second group for the alpha
carbons for the second half. When I try using g_bundle the following error
comes up:
"Fatal error:
The size of one of your index groups is not a multiple of n"
What am I doing wrong?
Thank you
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Re: [gmx-users] g_bundle problem

2010-03-18 Thread Justin A. Lemkul



Stefan Hoorman wrote:
I have tried using g_bundle in order to analyse helix axes in my 
transmembran helices. I created two groups in my ndx file that included 
the alpha carbons of the first half of my helix and a second group for 
the alpha carbons for the second half. When I try using g_bundle the 
following error comes up:

"Fatal error:
The size of one of your index groups is not a multiple of n"
What am I doing wrong?


Not a clue - What is your exact command line?  How many atoms are in each index 
group?  The value of n is the number of parts into which the axes are divided 
and there are several criteria in the code that must be met, else you get this 
error.  So without this information, the best guess is: some criterion is not 
being met.


-Justin


Thank you



--


Justin A. Lemkul
Ph.D. Candidate
ICTAS Doctoral Scholar
MILES-IGERT Trainee
Department of Biochemistry
Virginia Tech
Blacksburg, VA
jalemkul[at]vt.edu | (540) 231-9080
http://www.bevanlab.biochem.vt.edu/Pages/Personal/justin


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Re: [gmx-users] g_bundle problem

2010-03-18 Thread Justin A. Lemkul



Justin A. Lemkul wrote:



Stefan Hoorman wrote:
I have tried using g_bundle in order to analyse helix axes in my 
transmembran helices. I created two groups in my ndx file that 
included the alpha carbons of the first half of my helix and a second 
group for the alpha carbons for the second half. When I try using 
g_bundle the following error comes up:

"Fatal error:
The size of one of your index groups is not a multiple of n"
What am I doing wrong?


Not a clue - What is your exact command line?  How many atoms are in 
each index group?  The value of n is the number of parts into which the 
axes are divided and there are several criteria in the code that must be 


*Edit* The value of n is the number of parts into which the *groups* are 
divided, not the axes...been one of those days, sorry.


-Justin

--


Justin A. Lemkul
Ph.D. Candidate
ICTAS Doctoral Scholar
MILES-IGERT Trainee
Department of Biochemistry
Virginia Tech
Blacksburg, VA
jalemkul[at]vt.edu | (540) 231-9080
http://www.bevanlab.biochem.vt.edu/Pages/Personal/justin


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Re: [gmx-users] g_bundle problem

2010-03-18 Thread Milan Melichercik
On Friday 19 March 2010 02:36:49 Stefan Hoorman wrote:
> I have tried using g_bundle in order to analyse helix axes in my
> transmembran helices. I created two groups in my ndx file that included the
> alpha carbons of the first half of my helix and a second group for the
>  alpha carbons for the second half. When I try using g_bundle the following
>  error comes up:
> "Fatal error:
> The size of one of your index groups is not a multiple of n"
> What am I doing wrong?

g_bundle analyzes bundles of axes - and therefore number of atoms each group 
have to be divisible by number of axes (entered by -na). And I suppose, you 
are interested in analyzing only one axis, don't you?

Milan
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[gmx-users] removal of center of mass motion needed for accelerated water molecules?

2010-03-18 Thread Yang Wang
Hi all,

I have a periodical system comprised a nanotube and water solvent. Positive
acceleration is applied to every water molecules and I am trying to count
the water flux through the nanotube. I also specified force constraints
(1000) on the nanotube to keep it in place. The question is whether removal
of center of mass motion is needed for this kind system with accelerated
water molecules. I performed the simulation with removal of center of mass
motion for the nanotube and water as two groups (nstcomm=1,
comm-mode=Linear, comm-grps=CNT SOL).The flux result is significantly
smaller than the result from simulations w/o removal of center of mass
motion.

As I understand it, removal of center of mass motion is generally required
for equilibrium MD runs in Gromacs. However, the simulations that I
performed are non-equilibrium MD runs. Could anyone help me with some
advices on this problem? I highly appreciate your help!

Sincerely,

Yang

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[gmx-users] compile problem on Centos X86_64 with gcc44 and fftw2

2010-03-18 Thread Wu Rongqin
Title: compile problem on Centos X86_64 with gcc44 and fftw2






Dear all users,

I compiled the program likes this:

a, fftw3
  ./configure --enable-float make   make install. All sounds ok
b, gromacs4.0.5
  ./configure --with-fft=fftw3  make make install. All sound ok.

However when I copy gmxtest to the direcotry amd typed:
  make tests,
the output is as following:

(if test -d "gmxtest"; then cd "gmxtest"; ./gmxtest.pl all; cd ..; \
    else echo "No gmxtest directory found. Please download and unpack it here.";\
    fi)
All 16 simple tests PASSED
FAILED. Check files in aminoacids
FAILED. Check files in field
FAILED. Check files in tip4p
FAILED. Check files in tip4pflex
FAILED. Check files in water
5 out of 14 complex tests FAILED
FAILED. Check files in kernel020
FAILED. Check files in kernel120
FAILED. Check files in kernel121
FAILED. Check files in kernel122
FAILED. Check files in kernel123
FAILED. Check files in kernel124
FAILED. Check files in kernel220
FAILED. Check files in kernel221
FAILED. Check files in kernel222
FAILED. Check files in kernel223
FAILED. Check files in kernel224
FAILED. Check files in kernel320
FAILED. Check files in kernel321
FAILED. Check files in kernel322
FAILED. Check files in kernel323
FAILED. Check files in kernel324
16 out of 63 kernel tests FAILED
All 45 pdb2gmx tests PASSED


Seems that my compilation failed? Please give some suggestions.

Also best configurations for my platform recommended from you are welcome

Best regards

R Q Wu




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Re: [gmx-users] compile problem on Centos X86_64 with gcc44 and fftw2

2010-03-18 Thread Justin A. Lemkul



Wu Rongqin wrote:

Dear all users,

I compiled the program likes this:

a, fftw3
  ./configure --enable-float make   make install. All sounds ok
b, gromacs4.0.5
  ./configure --with-fft=fftw3  make make install. All sound ok.



Why not install the latest version (4.0.7)?  You'll get the latest bug fixes and 
features, rather than using a distribution that is seven months old.



However when I copy gmxtest to the direcotry amd typed:
  make tests,
the output is as following:

(if test -d "gmxtest"; then cd "gmxtest"; ./gmxtest.pl all; cd ..; \
else echo "No gmxtest directory found. Please download and 
unpack it here.";\

fi)


As the message advises you, in order to do this you have to actually download 
the gmxtest package:


http://www.gromacs.org/index.php?title=Download_%26_Installation/Test-Set

But, be warned, that it is relatively useless.  It does not rigorously test many 
feature combinations, and the failures it reports can often be spurious.


-Justin


All 16 simple tests PASSED
FAILED. Check files in aminoacids
FAILED. Check files in field
FAILED. Check files in tip4p
FAILED. Check files in tip4pflex
FAILED. Check files in water
5 out of 14 complex tests FAILED
FAILED. Check files in kernel020
FAILED. Check files in kernel120
FAILED. Check files in kernel121
FAILED. Check files in kernel122
FAILED. Check files in kernel123
FAILED. Check files in kernel124
FAILED. Check files in kernel220
FAILED. Check files in kernel221
FAILED. Check files in kernel222
FAILED. Check files in kernel223
FAILED. Check files in kernel224
FAILED. Check files in kernel320
FAILED. Check files in kernel321
FAILED. Check files in kernel322
FAILED. Check files in kernel323
FAILED. Check files in kernel324
16 out of 63 kernel tests FAILED
All 45 pdb2gmx tests PASSED


Seems that my compilation failed? Please give some suggestions.

Also best configurations for my platform recommended from you are welcome

Best regards

R Q Wu



--


Justin A. Lemkul
Ph.D. Candidate
ICTAS Doctoral Scholar
MILES-IGERT Trainee
Department of Biochemistry
Virginia Tech
Blacksburg, VA
jalemkul[at]vt.edu | (540) 231-9080
http://www.bevanlab.biochem.vt.edu/Pages/Personal/justin


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答复: [gmx-users] compile problem on Cen tos X86_64 with gcc44 and fftw2

2010-03-18 Thread Wu Rongqin
Title: ´ð¸´: [gmx-users] compile problem on Centos X86_64 with gcc44 and fftw2






Dear Dr. Justin,

I also followed your tutorial "Lysozyme in Water" on website.
However, on the energy miminization step, I cannot reproduce your results.
The minimization stopped at 61 steps. However, Sometimes it might stop at 760 steps.
I do not why gromacs cannot reproduce. A problem from compile?

Regards

Wu


-Original Message-
From: gmx-users-boun...@gromacs.org 代表 Justin A. Lemkul
Sent: 2010-3-19 (星期五) 11:48
To: Discussion list for GROMACS users
Subject: Re: [gmx-users] compile problem on Centos X86_64 with gcc44 and fftw2



Wu Rongqin wrote:
> Dear all users,
>
> I compiled the program likes this:
>
> a, fftw3
>   ./configure --enable-float make   make install. All sounds ok
> b, gromacs4.0.5
>   ./configure --with-fft=fftw3  make make install. All sound ok.
>

Why not install the latest version (4.0.7)?  You'll get the latest bug fixes and
features, rather than using a distribution that is seven months old.

> However when I copy gmxtest to the direcotry amd typed:
>   make tests,
> the output is as following:
>
> (if test -d "gmxtest"; then cd "gmxtest"; ./gmxtest.pl all; cd ..; \
> else echo "No gmxtest directory found. Please download and
> unpack it here.";\
> fi)

As the message advises you, in order to do this you have to actually download
the gmxtest package:

http://www.gromacs.org/index.php?title=Download_%26_Installation/Test-Set

But, be warned, that it is relatively useless.  It does not rigorously test many
feature combinations, and the failures it reports can often be spurious.

-Justin

> All 16 simple tests PASSED
> FAILED. Check files in aminoacids
> FAILED. Check files in field
> FAILED. Check files in tip4p
> FAILED. Check files in tip4pflex
> FAILED. Check files in water
> 5 out of 14 complex tests FAILED
> FAILED. Check files in kernel020
> FAILED. Check files in kernel120
> FAILED. Check files in kernel121
> FAILED. Check files in kernel122
> FAILED. Check files in kernel123
> FAILED. Check files in kernel124
> FAILED. Check files in kernel220
> FAILED. Check files in kernel221
> FAILED. Check files in kernel222
> FAILED. Check files in kernel223
> FAILED. Check files in kernel224
> FAILED. Check files in kernel320
> FAILED. Check files in kernel321
> FAILED. Check files in kernel322
> FAILED. Check files in kernel323
> FAILED. Check files in kernel324
> 16 out of 63 kernel tests FAILED
> All 45 pdb2gmx tests PASSED
>
>
> Seems that my compilation failed? Please give some suggestions.
>
> Also best configurations for my platform recommended from you are welcome
>
> Best regards
>
> R Q Wu
>

--


Justin A. Lemkul
Ph.D. Candidate
ICTAS Doctoral Scholar
MILES-IGERT Trainee
Department of Biochemistry
Virginia Tech
Blacksburg, VA
jalemkul[at]vt.edu | (540) 231-9080
http://www.bevanlab.biochem.vt.edu/Pages/Personal/justin


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Re: 答复: [gmx-users] compile probl em on Centos X86_64 with gcc44 and fftw2

2010-03-18 Thread Mark Abraham


- Original Message -
From: Wu Rongqin 
Date: Friday, March 19, 2010 16:10
Subject: 答复: [gmx-users] compile problem on Centos X86_64 with gcc44 and fftw2
To: jalem...@vt.edu, Discussion list for GROMACS users , 
Discussion list for GROMACS users 







> ´ð¸´: [gmx-users] compile 
problem on Centos X86_64 with gcc44 and fftw2
---
| 







> Dear Dr. Justin,

> 
> 
I also followed your tutorial "Lysozyme in Water" on website.
> 
However, on the energy miminization step, I cannot reproduce your results.
> 
The minimization stopped at 61 steps. However, Sometimes it might stop at 760 
steps.
> 
I do not why gromacs cannot reproduce. A problem from compile?

EM should be quite reproducible. You're probably not reproducing the same 
calculation.

Mark
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