Re: [gmx-users] genbox + python bug?

2015-03-13 Thread Marcelo Depólo
Thanks for the insights, Mark.

It was a 'aprun' issue. When I remove it from the command, everything
worked out.

--
Marcelo

2015-03-13 14:10 GMT-03:00 Mark Abraham mark.j.abra...@gmail.com:

 On Fri, Mar 13, 2015 at 5:46 PM, Marcelo Depólo marcelodep...@gmail.com
 wrote:

  Hey,
 
  I have a python script running gmx commands (version 4.6.7) until the
  following:
 
 
 
  *if systype == 'system_1' or systype == 'system_2':genboxcommand =
  aprun -n 1 genbox_mpi -cs spc216.gro -cp  + prefix + .min0.gro -p  +
  prefix + .top -o  + prefix + .wat.gro -maxsol  + str(water+ion) + 
  os.system(genboxcommand)*
 
  And I get the following:
 
 
  *Invalid command line argument:--cp*
 
  As you can see, the -cp flag is correct at the command, but inside the
  script it is read as '--cp' for some reason. Also, other gmx commands run
  just fine before the crash. This might be a synergetic bug from python
 and
  genbox?
 
  Does anyone has a suggestion?
 

 I'd actually suspect aprun of over-stepping its bounds - I seem to recall
 some issue like this reported. Anyway, it is useless to run genbox with MPI
 (and generally useless to do so in a workflow that needs to run mdrun on a
 machine where aprun would be used, where your compute resources are lying
 idle while genbox and friends do string processing and file I/O...), so I'd
 either do my non-mdrun processing separately, or via a version of GROMACS
 that is not compiled to run with MPI. Perhaps you can get away with just
 running genbox_mpi on its own, YMMV.

 Mark


  --
  Marcelo Depólo Polêto
  B.Sc. Biochemistry - University of Viçosa (Brazil)
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-- 
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B.Sc. Biochemistry - University of Viçosa (Brazil)
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Re: [gmx-users] Dihedral angle autocorrelation function - g_chi function mismatch

2015-03-13 Thread atanu das
Thanks David for the clarifications. I really appreciate it.Atanu 

 On Friday, 13 March 2015 2:07 AM, David van der Spoel 
sp...@xray.bmc.uu.se wrote:
   

 On 2015-03-13 00:30, atanu das wrote:
 Hi David, I have checked both the codes, g_angle.c and g_chi.c, and the same 
 Cos function is used in both the cases (please correct me if I am wrong).  
 g_angle analysis: I have used the following command to calculate the average 
 autocorrelation function (ACF) over all the backbone phi  psi dihedral 
 angles given in the index file. The phi-psi definition I use in the index 
 file is the usual description of dihedral angles i.e. C-N-CA-C and N-CA-C-N. 
 g_angle -f final.xtc -n phi-psi.ndx -oc dihcorr.xvg -type dihedral -avercorr 
 g_chi analysis: I have used the following command to estimate the 
 autocorrelation function of individual dihedral angles and then estimated the 
 average autocorrelation function to compare with the previous result.  g_chi 
 -s md.tpr -f final.xtc -corr -phi -psi
 The two curves (average ACFs calculated by two procedure) show almost similar 
 behavior (tried to attach the figure file, but couldn't due to size limit). 
 The slightly faster relaxation time obtained from g_chi may be attributed to 
 the phi-psi description in-built in g_chi analysis (H-N-CA-C and N-CA-C-O).
  Is there a way to calculate ACF using the formula you described in your 
Biophysical Journal 97 article (Eq. 1)? ThanksAtanu


I think g_chi does exactly that.


      On Thursday, 12 March 2015 6:12 PM, atanu das samr...@yahoo.co.in 
wrote:


  HiDavid,  Ihave checked both the codes, g_angle.c and g_chi.c, and the same 
Cos function is usedin both the cases (please correct me if I am wrong). I am 
sending this figureto you (to all others) to explain my approach clearly.  
Ihave simulated the system for 1 microsecond and chosen the default i.e. half 
ofthe simulations length (500 ns) for ACF analysis.  g_angleanalysis: I have 
used the following command to calculate the averageautocorrelation function 
(ACF) over all the backbone phi  psi dihedralangles given in the index file. 
The phi-psi definition I used in the index fileis the usual description of 
dihedral angles i.e. C-N-CA-C and N-CA-C-N.  g_angle-f final.xtc -n 
phi-psi.ndx -oc dihcorr.xvg -type dihedral -avercorr  g_chianalysis: I have 
used the following command to estimate the autocorrelationfunction of 
individual dihedral angles and then estimated the averageautocorrelation 
function to compare with the previous result. The two curvesshow almost 
similar beha
 vior. The
 slightly faster relaxation time obtained fromg_chi (green line) may be 
attributed to the phi-psi description in-built in g_chianalysis (H-N-CA-C and 
N-CA-C-O)  g_chi-s md.tpr -f final.xtc -corr -phi -psi  Isthere a way to 
calculate ACF using the formula you described in your BiophysicalJournal 97 
article (Eq. 1)?  ThanksAtanu

      On Thursday, 12 March 2015 2:19 PM, David van der Spoel 
sp...@xray.bmc.uu.se wrote:


  On 2015-03-12 19:03, atanu das wrote:
 Hi again,
 Just to add a note ---
 It seems that g_angle can also calculate the dihedral angle autocorrelation 
 function with the option -oc. Does this program use the same functional form 
 as g_chi i.e. is the functions defined as ---
 C(t) = cos(theta(tau)) cos(theta(tau+t)) 
 I don't think so, but please check the source code if unsure.
 ThanksAtanu

        On Wednesday, 11 March 2015 9:13 PM, atanu das samr...@yahoo.co.in 
wrote:


    Hi All,
 As Prof. David van der Spoel referred in the last communication about how 
 the dihedral angle autocorrelation function is calculated via the program 
 g_chi, I have a query regarding the differences that I found between the 
 function mentioned in the article (Biophys. J. 72 pp. 2032-2041 (1997)) and 
 the function used by the program g_chi.
 According to the article, the dihedral angle autocorrelation function is 
 defined as:
 C(t) = cos[theta(tau)-theta(tau+t)] . (Eq. 1 of the article)

 However, the g_chi program uses the function:
 C(t) = cos(theta(tau)) cos(theta(tau+t))  . (Eq. 2)
 So, apparently the g_chi program uses a different function. Am I correct? Is 
 there a way around it? I mean is there a way to estimate C(t) using the 
 function given in the article (Eq. 1)?
 ThanksAtanu





-- 
David van der Spoel, Ph.D., Professor of Biology
Dept. of Cell  Molec. Biol., Uppsala University.
Box 596, 75124 Uppsala, Sweden. Phone:    +46184714205.
sp...@xray.bmc.uu.se    http://folding.bmc.uu.se
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Re: [gmx-users] genbox + python bug?

2015-03-13 Thread Mark Abraham
On Fri, Mar 13, 2015 at 5:46 PM, Marcelo Depólo marcelodep...@gmail.com
wrote:

 Hey,

 I have a python script running gmx commands (version 4.6.7) until the
 following:



 *if systype == 'system_1' or systype == 'system_2':genboxcommand =
 aprun -n 1 genbox_mpi -cs spc216.gro -cp  + prefix + .min0.gro -p  +
 prefix + .top -o  + prefix + .wat.gro -maxsol  + str(water+ion) + 
 os.system(genboxcommand)*

 And I get the following:


 *Invalid command line argument:--cp*

 As you can see, the -cp flag is correct at the command, but inside the
 script it is read as '--cp' for some reason. Also, other gmx commands run
 just fine before the crash. This might be a synergetic bug from python and
 genbox?

 Does anyone has a suggestion?


I'd actually suspect aprun of over-stepping its bounds - I seem to recall
some issue like this reported. Anyway, it is useless to run genbox with MPI
(and generally useless to do so in a workflow that needs to run mdrun on a
machine where aprun would be used, where your compute resources are lying
idle while genbox and friends do string processing and file I/O...), so I'd
either do my non-mdrun processing separately, or via a version of GROMACS
that is not compiled to run with MPI. Perhaps you can get away with just
running genbox_mpi on its own, YMMV.

Mark


 --
 Marcelo Depólo Polêto
 B.Sc. Biochemistry - University of Viçosa (Brazil)
 --
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 http://www.gromacs.org/Support/Mailing_Lists/GMX-Users_List before
 posting!

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[gmx-users] diisopropylethylene topology

2015-03-13 Thread Jennifer Vo
Dear All,

Does anyone has the itp file for diisopropylethylene? It would be very
helpful if you can share.
Many thanks in advance.
Regards,
Quy
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[gmx-users] Placing system at the centre of the box.

2015-03-13 Thread Rajan Kumar
Hi all,

I am trying to study wetting of water on Graphene oxide(GO). My
structure has functional group in form of epoxide group
on one side of the Graphene sheet. Also I have added water
molecules in form of spherical droplet on the same side of the sheet.

I used the following commands to generate .gro.

editconf -f GO.pdb -o conf.gro -box 3 3 3 -angles 90 90 90 -c

-

Read 260 atoms
No velocities found
system size :  1.845  1.562  1.523 (nm)
center  :  0.985  0.828  0.380 (nm)
box vectors :  0.000  0.000  0.000 (nm)
box angles  :   0.00   0.00   0.00 (degrees)
box volume  :   0.00   (nm^3)
shift   :  0.515  0.672  1.120 (nm)
new center  :  1.500  1.500  1.500 (nm)
new box vectors :  3.000  3.000  3.000 (nm)
new box angles  :  90.00  90.00  90.00 (degrees)
new box volume  :  27.00   (nm^3)



My question is, what is this* center* and how is it calculated by editconf?
When I see conf.gro in VMD, I don't actually see my system at the geometric
center of the box.


​

-- 
Rajan Kumar
Indian Institute of Technology, Guwahati
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Re: [gmx-users] Dihedral angle autocorrelation function - g_chi function mismatch

2015-03-13 Thread David van der Spoel

On 2015-03-13 00:30, atanu das wrote:

Hi David, I have checked both the codes, g_angle.c and g_chi.c, and the same Cos 
function is used in both the cases (please correct me if I am wrong).  g_angle 
analysis: I have used the following command to calculate the average 
autocorrelation function (ACF) over all the backbone phi  psi dihedral angles 
given in the index file. The phi-psi definition I use in the index file is the 
usual description of dihedral angles i.e. C-N-CA-C and N-CA-C-N. g_angle -f 
final.xtc -n phi-psi.ndx -oc dihcorr.xvg -type dihedral -avercorr g_chi analysis: I 
have used the following command to estimate the autocorrelation function of 
individual dihedral angles and then estimated the average autocorrelation function 
to compare with the previous result.  g_chi -s md.tpr -f final.xtc -corr -phi -psi
The two curves (average ACFs calculated by two procedure) show almost similar 
behavior (tried to attach the figure file, but couldn't due to size limit). The 
slightly faster relaxation time obtained from g_chi may be attributed to the 
phi-psi description in-built in g_chi analysis (H-N-CA-C and N-CA-C-O).
  Is there a way to calculate ACF using the formula you described in your 
Biophysical Journal 97 article (Eq. 1)? ThanksAtanu



I think g_chi does exactly that.



  On Thursday, 12 March 2015 6:12 PM, atanu das samr...@yahoo.co.in wrote:


  HiDavid,  Ihave checked both the codes, g_angle.c and g_chi.c, and the same Cos 
function is usedin both the cases (please correct me if I am wrong). I am sending 
this figureto you (to all others) to explain my approach clearly.   Ihave simulated 
the system for 1 microsecond and chosen the default i.e. half ofthe simulations 
length (500 ns) for ACF analysis.  g_angleanalysis: I have used the following 
command to calculate the averageautocorrelation function (ACF) over all the 
backbone phi  psi dihedralangles given in the index file. The phi-psi 
definition I used in the index fileis the usual description of dihedral angles i.e. 
C-N-CA-C and N-CA-C-N.  g_angle-f final.xtc -n phi-psi.ndx -oc dihcorr.xvg -type 
dihedral -avercorr   g_chianalysis: I have used the following command to estimate 
the autocorrelationfunction of individual dihedral angles and then estimated the 
averageautocorrelation function to compare with the previous result. The two 
curvesshow almost similar beha

vior. The
slightly faster relaxation time obtained fromg_chi (green line) may be 
attributed to the phi-psi description in-built in g_chianalysis (H-N-CA-C and 
N-CA-C-O)   g_chi-s md.tpr -f final.xtc -corr -phi -psi  Isthere a way to 
calculate ACF using the formula you described in your BiophysicalJournal 97 
article (Eq. 1)?  ThanksAtanu


  On Thursday, 12 March 2015 2:19 PM, David van der Spoel 
sp...@xray.bmc.uu.se wrote:


  On 2015-03-12 19:03, atanu das wrote:

Hi again,
Just to add a note ---
It seems that g_angle can also calculate the dihedral angle autocorrelation 
function with the option -oc. Does this program use the same functional form as 
g_chi i.e. is the functions defined as ---
C(t) = cos(theta(tau)) cos(theta(tau+t)) 

I don't think so, but please check the source code if unsure.

ThanksAtanu

   On Wednesday, 11 March 2015 9:13 PM, atanu das samr...@yahoo.co.in 
wrote:


   Hi All,
As Prof. David van der Spoel referred in the last communication about how the 
dihedral angle autocorrelation function is calculated via the program g_chi, I 
have a query regarding the differences that I found between the function 
mentioned in the article (Biophys. J. 72 pp. 2032-2041 (1997)) and the function 
used by the program g_chi.
According to the article, the dihedral angle autocorrelation function is 
defined as:
C(t) = cos[theta(tau)-theta(tau+t)] . (Eq. 1 of the article)

However, the g_chi program uses the function:
C(t) = cos(theta(tau)) cos(theta(tau+t))  . (Eq. 2)
So, apparently the g_chi program uses a different function. Am I correct? Is 
there a way around it? I mean is there a way to estimate C(t) using the 
function given in the article (Eq. 1)?
ThanksAtanu







--
David van der Spoel, Ph.D., Professor of Biology
Dept. of Cell  Molec. Biol., Uppsala University.
Box 596, 75124 Uppsala, Sweden. Phone:  +46184714205.
sp...@xray.bmc.uu.sehttp://folding.bmc.uu.se
--
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Re: [gmx-users] boron atom

2015-03-13 Thread Faezeh Pousaneh
OK, thanks Justin.


Best regards


On Fri, Mar 13, 2015 at 1:52 AM, Justin Lemkul jalem...@vt.edu wrote:



 On 3/12/15 9:16 AM, Faezeh Pousaneh wrote:

 Hi,

 Does any one know  which force filed contains 'Boron' atom? I need it for
 my simulation, molecule sodium tetraphenylborate.


 None of the built-in force fields have boron.  So either you need to
 obtain parameters that are published or derive them yourself.

 -Justin

 --
 ==

 Justin A. Lemkul, Ph.D.
 Ruth L. Kirschstein NRSA Postdoctoral Fellow

 Department of Pharmaceutical Sciences
 School of Pharmacy
 Health Sciences Facility II, Room 629
 University of Maryland, Baltimore
 20 Penn St.
 Baltimore, MD 21201

 jalem...@outerbanks.umaryland.edu | (410) 706-7441
 http://mackerell.umaryland.edu/~jalemkul

 ==
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[gmx-users] problem in defining protonation state of amino acids

2015-03-13 Thread Tushar Ranjan Moharana
Hi everyone,
I want to do a constant pH simulation of my protein using CHARMM36. I
calculated protonation state of various amino acid at required pH using H++
server. However when trying to run pdb2gmx got fatal error Atom HB3 in
residue SER 3 was not found in rtp entry SER with 11 atoms while sorting
atoms. I can remove the error by adding -ignh but my concerned is this may
change the protonation state. Please help me with your valuable
suggestion.

Thanks for your time and effort.

Tushar Ranjan Moharana
B. Tech, NIT Warangal
Ph D Student, CCMB
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[gmx-users] query regarding coarse grained simulation of a peripheral membrane protein

2015-03-13 Thread Antara mazumdar
​Hi,
How do i generate a topology file of a peripherally attached dimeric
protein with a homogenous lipid bilayer using coarse grained approach? ​i
have concatenated the coarse grained structure of lipids and protein prior
to this.

-- 

*Best,*
*Antara*

--
J.R.F.(Project)
Systems Biology Group
CSIR - Institute of Genomics  Integrative Biology
South Campus, New Delhi-110020
M:+91-9717970040
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Re: [gmx-users] problem in defining protonation state of amino acids

2015-03-13 Thread Justin Lemkul



On 3/13/15 8:08 AM, Tushar Ranjan Moharana wrote:

Hi everyone,
I want to do a constant pH simulation of my protein using CHARMM36. I


Just for clarity fixed protonation and constant pH are not synonymous. 
Natively, GROMACS does not do constant pH simulations, though I believe some 
groups have developed software to do this.



calculated protonation state of various amino acid at required pH using H++
server. However when trying to run pdb2gmx got fatal error Atom HB3 in
residue SER 3 was not found in rtp entry SER with 11 atoms while sorting
atoms. I can remove the error by adding -ignh but my concerned is this may
change the protonation state. Please help me with your valuable
suggestion.


As the name implies, HB3 is attached to CB.  The force field expects HB1 and 
HB2, but your coordinate file doesn't adhere to that nomenclature.  Renaming the 
offending HB3 or using -ignh are both fine.  HB* are not titratable (under 
normal circumstances, and moreover the force field won't support any weird 
anionic CB form of SER) so they don't factor into your setup.


-Justin

--
==

Justin A. Lemkul, Ph.D.
Ruth L. Kirschstein NRSA Postdoctoral Fellow

Department of Pharmaceutical Sciences
School of Pharmacy
Health Sciences Facility II, Room 629
University of Maryland, Baltimore
20 Penn St.
Baltimore, MD 21201

jalem...@outerbanks.umaryland.edu | (410) 706-7441
http://mackerell.umaryland.edu/~jalemkul

==
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[gmx-users] genbox + python bug?

2015-03-13 Thread Marcelo Depólo
Hey,

I have a python script running gmx commands (version 4.6.7) until the
following:



*if systype == 'system_1' or systype == 'system_2':genboxcommand =
aprun -n 1 genbox_mpi -cs spc216.gro -cp  + prefix + .min0.gro -p  +
prefix + .top -o  + prefix + .wat.gro -maxsol  + str(water+ion) + 
os.system(genboxcommand)*

And I get the following:


*Invalid command line argument:--cp*

As you can see, the -cp flag is correct at the command, but inside the
script it is read as '--cp' for some reason. Also, other gmx commands run
just fine before the crash. This might be a synergetic bug from python and
genbox?

Does anyone has a suggestion?
-- 
Marcelo Depólo Polêto
B.Sc. Biochemistry - University of Viçosa (Brazil)
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