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Reply-To: "Mingyue Zheng" <myzheng@mail.shcnc.ac.cn>
From: "Mingyue Zheng" <myzheng@mail.shcnc.ac.cn>
To: <CHEMISTRY@ccl.net>
Subject: Can Autodock3.0 reckon iron in?
Date: Thu, 6 Mar 2003 10:49:53 +0800
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Could anyone tell me if Autodock3.0 can reckon iron in ?
The receptor active site concerned includes an iron ,one of putative ways to inhibit the enzyme is that inhibitors may replace a residue ligand to the iron,which gives a complete loss of iron and hence the loss of enzyme activity. Thus I think the interaction between iron and inhibitors can not be ignored.
If can not,which program may do this kind of docking?
Thanks in advance.
Regards.
UTF-8
**********************************************
                Mingyue Zheng
        Drug Design & Discovery Center
         SIMM,China Acadmy of Science
 294 Tai Yuan Road, Shanghai,200031 P.R.China
             Tel:021-64311833-507
        E-Mail:myzheng@mail.shcnc.ac.cn  
**********************************************



From chemistry-request@server.ccl.net Thu Mar  6 06:31:29 2003
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Subject: Convergence problem in the single-point calculations of Gaussian 98
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Dear CCLers,
  Could anyone here tell me how to achieve the single-point calculation if
the SCF convergence fails?The calculated sturctures were obtained from
optmizations with a lower basis set than that of the single-point
calculation.I have tried to do some calculations with the method of
lowering the convergence criteria and then restarting the SCF procedure
> from the checkpoint file,where the keywords I used
are "guess=read", "geom=allcheck" , and "scf=restart".Some of them have
been accomplished at last,but there are still others remaining not
converged if the criteria is lifted.Is there any other method that can
solve this problem?Thanks a lot!
  Best wishes!

*******************************************
Bolin Lin
Department of Chemistry
University of Science & Technology of China
Hefei, Anhui 230026P. R. China
E-mail: bllin@mail.ustc.edu.cn
*******************************************




From chemistry-request@server.ccl.net Thu Mar  6 02:37:21 2003
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From: "Jens Spanget-Larsen" <spanget@virgil.ruc.dk>
Organization: Roskilde Universitetscenter
To: "Silva Lopez; Carlos" <csilval@uvigo.es>
Date: Thu, 6 Mar 2003 08:37:03 +0100
Subject: CCL:NBO Analysis
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Dear Carlos:

> I have done a NBO analysis of a transition structure were a sigma
> bond is being broken. The problem arises when check the orbital
> structure, there is still a pi bond where the sigma bond is already
> broken. Could it mean there is a certain aromaticity in that TS and
> pi electrons are still creating a "current" despite of the big bond
> distances. Is there any other point of view (with chemistry sense,
> not mathematical formulation of anything non graspable)? Thanks

You apply the NBO procedure on a "non-classical" chemical species, 
namely a transition state with a half-broken bond. The procedure 
tries to find a description of the electronic structure in terms of 
localized bonds and lone pairs, corresponding to a single classical 
Lewis formula, but this is obviously problematic for a species like 
the one you are investigating. The NBO procedure comes up with a 
compromize, and you should be careful not to overrate the chemical 
significance of the results of the analysis.

Yours, Jens >--<

=-=-=-=-=-=-=-=-=-=-=-=-=-=-=-=-=-=-=-=-=-=-=-=-=-=-=-=-=
JENS SPANGET-LARSEN         Office:         +45 4674 2710
Department of Chemistry     Fax:            +45 4674 3011
Roskilde University (RUC)   Mobile:         +45 2320 6246
P.O.Box 260                 E-Mail:        spanget@ruc.dk
DK-4000 Roskilde, Denmark   http://virgil.ruc.dk/~spanget
=-=-=-=-=-=-=-=-=-=-=-=-=-=-=-=-=-=-=-=-=-=-=-=-=-=-=-=-=


From chemistry-request@server.ccl.net Thu Mar  6 10:02:05 2003
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Date: Thu, 06 Mar 2003 09:20:27 -0500
To: CHEMISTRY@ccl.net
From: Charles Xie <qxie@concord.org>
Subject: Energy conservation of molecular dynamics in the presence of
  electrostatic forces
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Dear CCLers,

I have a general question about totoal energy conservation of classical
molecular dynamics (MD) in the presence of electrostatic forces.

Total energy is perfectly conserved when we do a typical MD with
only the wan der Waals (Lennard-Jones) potentials, using a time
step of one femtosecond (e.g. for the Argon gas as a classical example).

Problems, however, arise when molecules are charged. Because
electrostatic forces are much more long-ranged (1/r dependence) and
typically stronger, the magnitude of electrostatic forces on atoms can
be several hundred (or even thousand) times greater than that of van
der Waals forces. As a result, the time step has to be accordingly
reduced for two or three orders of magnitude, in order for the total
energy to conserve. This means a time step of 0.001-0.01 femtosecond
has to be applied.

(EXPLAIN: Most standard algorithms, such as the Verlet method, the Gear
predictor-corrector method and the Runge-Cutta method, depend on using
the term a*dt^2 to compute the solution stepwisely, where a is the 
acceleration,
dt is the time step. If this term is too large, the numerical error will 
rapidly
propogate, and the solution will diverge. Compared with pure Lennard-Jones
simulations, adding the electrostatic forces increase accelerations. 
Therefore,
dt must be decreased in order to keep a*dt^2 down.)

I can see only two ways to solve this problem, both of which turn out to be
impractical, as you will see later.

One is to accept the reality, use a smaller time step. But, reducing the time
step to 0.001 femtosecond will slow down the simulation 1000 times (in
comparison to pure Lennard-Jones simulations). You will probably never see
any emerging behavior of the model because losing your temper.

The other way around is to use smaller charges, as most molecular mechanics
force fields do. For example, instead of using 1 for a free radical's charge,
one can use 0.01 (and self-explain that this is an effective-field 
approximation).
While this would maintain energy conservation, you might not see the
emerging behaviors due to charges either --- because the electrostatic forces
are so weaker than they ought to be, they might not be able to produce
results that only strong interactions can exhibit, such as self-organization.

Energy conservation is generally not an concern for most classic molecular
dynamics simulations that assume a heat bath (for controlling the temperature
to a desired value, thus remove the numerical errors resulted from large 
a*dt^2).
However, getting the energetics right is of paramount importance to modeling
exoergicity/endoergicity of chemical reactions. Unfortunately, I am not aware
of anyone mentioning this before. All the molecular simulation books I have
(Allen and Tildesley, Leach, Rapaport and so on) do not even mention it at all.
My prior experience with CHARMm v27, if I was doing it right, is that it 
doesn't
seem to do energy conservation, even though the NVE protocol is literally 
specified.

I would greatly appreciate any advice and opinion.

Thank you,

Charles Xie

International Center
The Concord Consortium
www.concord.org



From chemistry-request@server.ccl.net Thu Mar  6 04:41:10 2003
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From: "Stephan Tatzel" <Stephan.Tatzel@po.uni-stuttgart.de>
To: "Mingyue Zheng" <myzheng@mail.shcnc.ac.cn>
Cc: "CCL-List" <chemistry@ccl.net>
References: <000f01c2e38b$113572f0$e2137fca@simm.ac.cn>
Subject: Re: CCL:Can Autodock3.0 reckon iron in?
Date: Thu, 6 Mar 2003 10:41:32 +0100
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Yes, AutoDock 3 can recognise iron atoms. AutoGrid can recognise up to
7different atomtypes in the protein. You have to change the atomtype of the
iron from Fe to M (AutoDock 1-letter atom type code) and then define the r
and epsilon values to the appropriate values for the new atom type in the
grid parameter file.

When you use AutoDockTools to set up your dockings, the program will
automatically detect an new atomtype in your protein when loading a protein
with iron and ask you to change it to the Atomtype M and also ask for the
appropriate r and epsilon values.

For further information just look on the AutoDock homepage FAQ. There is a
short tutorial How to treat an iron atom in docking.

http://www.scripps.edu/pub/olson-web/doc/autodock/faq.html


Stephan

______________________________________

Stephan Tatzel
Institute of Technical Biochemistry
University of Stuttgart
Allmandring 31
D-70569 Stuttgart, Germany

Email: Stephan.Tatzel@po.uni-stuttgart.de




----- Original Message -----
From: "Mingyue Zheng" <myzheng@mail.shcnc.ac.cn>
To: <CHEMISTRY@ccl.net>
Sent: Thursday, March 06, 2003 3:49 AM
Subject: CCL:Can Autodock3.0 reckon iron in?


> Could anyone tell me if Autodock3.0 can reckon iron in ?
> The receptor active site concerned includes an iron ,one of putative ways
to inhibit the enzyme is that inhibitors may replace a residue ligand to the
iron,which gives a complete loss of iron and hence the loss of enzyme
activity. Thus I think the interaction between iron and inhibitors can not
be ignored.
> If can not,which program may do this kind of docking?
> Thanks in advance.
> Regards.
> UTF-8
> **********************************************
>                 Mingyue Zheng
>         Drug Design & Discovery Center
>          SIMM,China Acadmy of Science
>  294 Tai Yuan Road, Shanghai,200031 P.R.China
>              Tel:021-64311833-507
>         E-Mail:myzheng@mail.shcnc.ac.cn
> **********************************************
>
>
>
> -= This is automatically added to each message by mailing script =-
> CHEMISTRY@ccl.net -- To Everybody  | CHEMISTRY-REQUEST@ccl.net -- To
Admins
> Ftp: ftp.ccl.net  |  WWW: http://www.ccl.net/chemistry/   | Jan:
jkl@ccl.net
>
>
>
>
>



From chemistry-request@server.ccl.net Thu Mar  6 09:51:03 2003
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Does anyone have a full description of the sdf-file format available?

Thanks in advance

Andreas
-- 
--------------------------------------------------------------------------------
Dr. Andreas Klamt
COSMOlogic GmbH&CoKG
Burscheider Str. 515
51381 Leverkusen, Germany

Tel.: +49-2171-73168-1
Fax:  +49-2171-73168-9
e-mail: klamt@cosmologic.de
web:    www.cosmologic.de
--------------------------------------------------------------------------------
COSMOlogic
         Your Competent Partner for
         Computational Chemistry and Fluid Thermodynamics
--------------------------------------------------------------------------------




From chemistry-request@server.ccl.net Thu Mar  6 09:29:17 2003
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From: "Madison, Vincent" <vincent.madison@spcorp.com>
To: "'chemistry@ccl.net'" <chemistry@ccl.net>
Cc: "'jkl@ccl.net'" <jkl@ccl.net>
Subject: James Kaminski
Date: Thu, 6 Mar 2003 09:29:08 -0500
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	Please post a notice on the CCL.

	Dr. James J. Kaminski died on March 1st at the age of 55.  Jim was
prominent in the computational chemistry community and co-authored more than
80 scientific papers and 25 U.S. patents.  He was a leader in the CADD group
at Schering-Plough where he worked for 25 years.  Jim was respected for his
expertise and sage counsel.  He was beloved for his optimism, sense of humor
and trademark laugh.  See the URL below for an obituary from the Newark Star
Ledger.
 
http://www.nj.com/obituaries/ledger/index.ssf?/base/news-23/104677027843610.
xml
<http://www.nj.com/obituaries/ledger/index.ssf?/base/news-23/104677027843610
.xml> 
        
(I've also attached a photo for possible posting)

Thank You,

Vincent Madison
Distinguished Fellow
Drug Design Group
Schering-Plough Research Institute
(908) 740-3979


 <<Jim_Kaminski.jpg>> 


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<META NAME=3D"Generator" CONTENT=3D"MS Exchange Server version 5.5.2653.12">
<TITLE>James Kaminski</TITLE>
</HEAD>
<BODY>
<BR>

<P>&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; <FONT SIZE=3D2 FACE=3D"Arial"=
>Please post a notice on the CCL.</FONT>
</P>

<P>&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; <FONT SIZE=3D2 FACE=3D"Arial"=
>Dr. James J. Kaminski died on March 1st at the age of 55.&nbsp; Jim was pr=
ominent in the computational chemistry community and co-authored more than =
80 scientific papers and 25 U.S. patents.&nbsp; He was a leader in the CADD=
 group at Schering-Plough where he worked for 25 years.&nbsp; Jim was respe=
cted for his expertise and sage counsel.&nbsp; He was beloved for his optim=
ism, sense of humor and trademark laugh.&nbsp; See the URL below for an obi=
tuary from the Newark Star Ledger.</FONT></P>

<P><FONT SIZE=3D2 FACE=3D"Arial">&nbsp;</FONT> <A HREF=3D"http://www.nj.com=
/obituaries/ledger/index.ssf?/base/news-23/104677027843610.xml"><U><FONT CO=
LOR=3D"#0000FF" SIZE=3D2 FACE=3D"Courier New">http://www.nj.com/obituaries/=
ledger/index.ssf?/base/news-23/104677027843610.xml</FONT></U></A>
<BR><FONT SIZE=3D2 FACE=3D"Courier New">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp=
;&nbsp;</FONT>=20
<BR><FONT SIZE=3D2 FACE=3D"Arial">(I've also attached a photo for possible =
posting)</FONT>
</P>

<P><FONT SIZE=3D2 FACE=3D"Arial">Thank You,</FONT>
</P>

<P><FONT SIZE=3D2 FACE=3D"Arial">Vincent Madison</FONT>
<BR><FONT SIZE=3D2 FACE=3D"Arial">Distinguished Fellow</FONT>
<BR><FONT SIZE=3D2 FACE=3D"Arial">Drug Design Group</FONT>
<BR><FONT SIZE=3D2 FACE=3D"Arial">Schering-Plough Research Institute</FONT>
<BR><FONT SIZE=3D2 FACE=3D"Arial">(908) 740-3979</FONT>
</P>
<BR>

<P><FONT FACE=3D"Arial" SIZE=3D2 COLOR=3D"#000000"> &lt;&lt;Jim_Kaminski.jp=
g&gt;&gt; </FONT>
</P>

<FONT SIZE=3D3><BR>
<BR>
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From chemistry-request@server.ccl.net Thu Mar  6 11:36:53 2003
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Date: Thu, 6 Mar 2003 16:32:36 +0000 (GMT)
From: Szilveszter Juhos <szilva@ribotargets.com>
To: "Dr. Andreas Klamt" <andreas.klamt@cosmologic.de>
cc: "chemistry@ccl.net" <chemistry@ccl.net>
Subject: Re: CCL:Full description of SDF file format
In-Reply-To: <3E676049.6020407@cosmologic.de>
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> Does anyone have a full description of the sdf-file format available?

http://www.mdl.com/downloads/literature/ctfile.pdf

np
Szilva


From chemistry-request@server.ccl.net Thu Mar  6 12:20:27 2003
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Date: Thu, 6 Mar 2003 09:20:21 -0800
From: "David A.  Case" <case@scripps.edu>
To: Charles Xie <qxie@concord.org>
Cc: chemistry@ccl.net
Subject: Re: CCL:Energy conservation of molecular dynamics in the presence of electrostatic forces
Message-ID: <20030306172021.GA440@scripps.edu>
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On Thu, Mar 06, 2003, Charles Xie wrote:
> 
> Problems, however, arise when molecules are charged. Because
> electrostatic forces are much more long-ranged (1/r dependence) and
> typically stronger, the magnitude of electrostatic forces on atoms can
> be several hundred (or even thousand) times greater than that of van
> der Waals forces.

I think something is wrong here: the electrostatic forces for reasonable
chemical models are not larger than vdW forces, and all of the significant
contributions to the force come from nearby atoms.  Is it possible you are
confusing energy with force?

> My prior experience with CHARMm v27, if I was doing it right, is that it 
> doesn't
> seem to do energy conservation, even though the NVE protocol is literally 
> specified.

This program should be conserving energy with a 1 fs time step.  Certainly
the nearly parallel CHARMM program does, as do other popular simulation codes.
Of course, this could depend critically on parameters you would specify,
particularly the cutoffs.

..hope this helps...dac

-- 

==================================================================
David A. Case                     |  e-mail:      case@scripps.edu
Dept. of Molecular Biology, TPC15 |  fax:          +1-858-784-8896
The Scripps Research Institute    |  phone:        +1-858-784-9768
10550 N. Torrey Pines Rd.         |  home page:                   
La Jolla CA 92037  USA            |    http://www.scripps.edu/case
==================================================================


From chemistry-request@server.ccl.net Thu Mar  6 12:47:16 2003
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Date: Thu, 06 Mar 2003 12:47:05 -0500
To: "David A.  Case" <case@scripps.edu>
From: Charles Xie <qxie@concord.org>
Subject: Re: CCL:Energy conservation of molecular dynamics in the
  presence of electrostati
Cc: CHEMISTRY@ccl.net
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 <5.1.1.6.2.20030306081753.00b185a8@secure.concord.org>
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Thank you for your answer.

At 12:20 PM 3/6/2003 -0500, you wrote:
>On Thu, Mar 06, 2003, Charles Xie wrote:
> >>
> >> Problems, however, arise when molecules are charged. Because
> >> electrostatic forces are much more long-ranged (1/r dependence) and
> >> typically stronger, the magnitude of electrostatic forces on atoms can
> >> be several hundred (or even thousand) times greater than that of van
> >> der Waals forces.
> >
>I think something is wrong here: the electrostatic forces for reasonable
>chemical models are not larger than vdW forces, and all of the significant
>contributions to the force come from nearby atoms.  Is it possible you are
>confusing energy with force?

If the electrostatic energy is greater, shouldn't the forces be greater? I
understand that there are cancellations because of positive and negative
charges scattered around. But overall, the forces should (??) be larger.
For example, suppose we play with a Lennard-Jones system. If epsilon
is increased, we will definitely observe an increasing of melting point.
The implication of this is that the interatomic forces are greater, so
the atoms cooperatively resist the raising of temperature.

I am currently dealing with gaseous phase reactions. What I did is very
simple. I started from a Lennard-Jones gas, added charges to them.
And I found it hard to get total energy conservation.


> >> My prior experience with CHARMm v27, if I was doing it right, is that
> >it
> >> doesn't
> >> seem to do energy conservation, even though the NVE protocol is
> >literally
> >> specified.
> >
>This program should be conserving energy with a 1 fs time step.  Certainly
>the nearly parallel CHARMM program does, as do other popular simulation
>codes.
>Of course, this could depend critically on parameters you would specify,
>particularly the cutoffs.

Is there any rule in determining the charges of atoms in CHARMm's force
fields? They look to a novice like me randomly chosen.


>..hope this helps...dac
>
>--

Definitely. Thanks a lot.


>==================================================================
>David A. Case                     |  e-mail:      case@scripps.edu
>Dept. of Molecular Biology, TPC15 |  fax:          +1-858-784-8896
>The Scripps Research Institute    |  phone:        +1-858-784-9768
>10550 N. Torrey Pines Rd.         |  home page:
>La Jolla CA 92037  USA            |    http://www.scripps.edu/case
>==================================================================



From chemistry-request@server.ccl.net Thu Mar  6 11:41:48 2003
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From: "sergey i. kotelevskii" <kotelevskiy@univer.kharkov.ua>
To: "'p smith'" <p.smith@student.umist.ac.uk>,
   "'CCL community'"
	 <Chemistry@ccl.net>
Subject: RE: infra-red stretching frequencies
Date: Thu, 6 Mar 2003 18:36:01 +0200
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----------
From: 	p smith
Sent: 	Friday, February 28, 2003 3:10 AM
To: 	chemistry@ccl.net
Subject: 	CCL:infra-red stretching frequencies

Hello,

	It depends. That is, the cheapest/reliable method depends on the system under study. For qualitative purposes on large stable systems, you may use AM1 or PM3 frequencies scaling them heavily above ~ 1500-2000 cm(-1). However, you couldn't expect  reliability e.g. from Hydrogen-bonded complexes in low-frequency region. As the cheapest universal tool, DFT B3LYP is recommended, with mandatory polarization functions on heavy atoms (and hydrogens for X-H stretch).
	Also take a look at:

A.P.Scott and L. Radom, "Harmonic Vibrational Frequencies: An Evaluation of Hartree-Fock, Moller-Plesset, Quadratic Configurational Interaction, Density Functional Theory, and Semiempirical Scale Factors", J. Phys. Chem. 1996, V.100, 16502-16513.

	Best regards,

	Serghey.

****************************************************************************************
Serghey I. Kotelevskii,
Department of Theoretical Chemistry and Astrochemistry,
Research Institute for Chemistry,
Kharkiv VNKarazin National University,
Svobody Square 4,
UA-61077 Kharkiv, Ukraine



Hi,
     What is the cheapest method of producing reliable IR stretching
frequencies computationally i.e. which represents the best compromise
between cost and accuracy. I know these calculations can be performed
semi-empirically but I am not sure how accurate the results are.
Cheers,
            Paul
p.smith@student.umist.ac.uk





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To: Charles Xie <qxie@concord.org>
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Subject: Re: CCL:Energy conservation of molecular dynamics in the presence
         ofelectrostatic forces
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dear Charles,

I do not agree with what you say.
Energy is usually conserved well, provided you

a) account for the long range interactions
   properly with Ewald or any equivalent method
   or at least use a force-shifted or switched 
   coulomb potential (It is well knwon that applying a 
   cutoff to the (particularly Coulomb) forces
   will heat your system up.
b) use a symplectic integration scheme
   such as any version of the Verlet algorithm
   (and NOT Runge Kutta or Gear, ...)

If you do so and still end up with a divergent energy
then there's something wrong with the program
or your input, if you ask me.

If you allow for chemical reactions, however, then
the energy will of course not be conserved (and if so than this 
would be a coincidence) unless you treat the whole system on an 
ab-initio basis, because, for example, the chemical binding energy 
of a covalent bond is of course not properly included in a 
classical MD Hamiltonian. And you seem to talk about classical MD 
in your mail, don't you ? Chemical reactions are not supposed to 
happen in such a system.

best wishes,
mic



Charles Xie wrote:
> 
> Dear CCLers,
> 
> I have a general question about totoal energy conservation of classical
> molecular dynamics (MD) in the presence of electrostatic forces.
> 
> Total energy is perfectly conserved when we do a typical MD with
> only the wan der Waals (Lennard-Jones) potentials, using a time
> step of one femtosecond (e.g. for the Argon gas as a classical example).
> 
> Problems, however, arise when molecules are charged. Because
> electrostatic forces are much more long-ranged (1/r dependence) and
> typically stronger, the magnitude of electrostatic forces on atoms can
> be several hundred (or even thousand) times greater than that of van
> der Waals forces. As a result, the time step has to be accordingly
> reduced for two or three orders of magnitude, in order for the total
> energy to conserve. This means a time step of 0.001-0.01 femtosecond
> has to be applied.
> 
> (EXPLAIN: Most standard algorithms, such as the Verlet method, the Gear
> predictor-corrector method and the Runge-Cutta method, depend on using
> the term a*dt^2 to compute the solution stepwisely, where a is the
> acceleration,
> dt is the time step. If this term is too large, the numerical error will
> rapidly
> propogate, and the solution will diverge. Compared with pure Lennard-Jones
> simulations, adding the electrostatic forces increase accelerations.
> Therefore,
> dt must be decreased in order to keep a*dt^2 down.)
> 
> I can see only two ways to solve this problem, both of which turn out to be
> impractical, as you will see later.
> 
> One is to accept the reality, use a smaller time step. But, reducing the time
> step to 0.001 femtosecond will slow down the simulation 1000 times (in
> comparison to pure Lennard-Jones simulations). You will probably never see
> any emerging behavior of the model because losing your temper.
> 
> The other way around is to use smaller charges, as most molecular mechanics
> force fields do. For example, instead of using 1 for a free radical's charge,
> one can use 0.01 (and self-explain that this is an effective-field
> approximation).
> While this would maintain energy conservation, you might not see the
> emerging behaviors due to charges either --- because the electrostatic forces
> are so weaker than they ought to be, they might not be able to produce
> results that only strong interactions can exhibit, such as self-organization.
> 
> Energy conservation is generally not an concern for most classic molecular
> dynamics simulations that assume a heat bath (for controlling the temperature
> to a desired value, thus remove the numerical errors resulted from large
> a*dt^2).
> However, getting the energetics right is of paramount importance to modeling
> exoergicity/endoergicity of chemical reactions. Unfortunately, I am not aware
> of anyone mentioning this before. All the molecular simulation books I have
> (Allen and Tildesley, Leach, Rapaport and so on) do not even mention it at all.
> My prior experience with CHARMm v27, if I was doing it right, is that it
> doesn't
> seem to do energy conservation, even though the NVE protocol is literally
> specified.
> 
> I would greatly appreciate any advice and opinion.
> 
> Thank you,
> 
> Charles Xie
> 
> International Center
> The Concord Consortium
> www.concord.org
> 
> -= This is automatically added to each message by mailing script =-
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-- 
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University College London
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From chemistry-request@server.ccl.net Thu Mar  6 11:51:11 2003
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Andreas,

it's on the MDL web site as a PDF - see
http://www.mdli.com/downloads/literature/ctfile.pdf

Regards,

Graham


Graham Mullier
Chemoinformatics Team Leader,
Chemistry Design Group,
Syngenta, Bracknell, RG42 6EY, UK.
direct line: +44 (0) 1344 414163
mailto:Graham.Mullier@syngenta.com



-----Original Message-----
From: Dr. Andreas Klamt [mailto:andreas.klamt@cosmologic.de]
Sent: 06 March 2003 14:51
To: chemistry@ccl.net
Subject: CCL:Full description of SDF file format


Does anyone have a full description of the sdf-file format available?

Thanks in advance

Andreas
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Burscheider Str. 515
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From chemistry-request@server.ccl.net Thu Mar  6 12:13:45 2003
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From: Konrad Hinsen <hinsen@cnrs-orleans.fr>
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Subject: Re: CCL:Energy conservation of molecular dynamics in the presence of  electrostatic forces
Date: Thu, 6 Mar 2003 18:11:12 +0100
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On Thursday 06 March 2003 15:20, you wrote:

> Problems, however, arise when molecules are charged. Because
> electrostatic forces are much more long-ranged (1/r dependence) and
> typically stronger, the magnitude of electrostatic forces on atoms can
> be several hundred (or even thousand) times greater than that of van
> der Waals forces. As a result, the time step has to be accordingly
> reduced for two or three orders of magnitude, in order for the total
> energy to conserve. This means a time step of 0.001-0.01 femtosecond
> has to be applied.

That doesn't seem quite right. A long range does not imply a strong force, it 
just means that the force on any given atom depends on the positions of many 
others. The contributions can (and often do, in practice) cancel out. 
Moreover, large forces do not automatically imply fast motions, other 
parameters (e.g. temperature) enter as well.

You don't say what kind of systems you study. In liquids and biomolecules at 
room termperature, a time step of 1 fs works perfectly well with 
electrostatic interactions. One does see improvement of energy conservation 
when going to 0.5 fs, but there is no need to go to time steps as small as 
those you quote. So either your system is very different, or there is a bug 
in your force calculation code.

> Energy conservation is generally not an concern for most classic molecular
> dynamics simulations that assume a heat bath (for controlling the
> temperature to a desired value, thus remove the numerical errors resulted
> from large a*dt^2).

That depends on the thermostat that is used. Personally I prefer the extended 
systems method, precisely because there is still a conserved energy that can 
be used to monitor the behaviour of the simulation.
-- 
-------------------------------------------------------------------------------
Konrad Hinsen                            | E-Mail: hinsen@cnrs-orleans.fr
Centre de Biophysique Moleculaire (CNRS) | Tel.: +33-2.38.25.56.24
Rue Charles Sadron                       | Fax:  +33-2.38.63.15.17
45071 Orleans Cedex 2                    | Deutsch/Esperanto/English/
France                                   | Nederlands/Francais
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From chemistry-request@server.ccl.net Thu Mar  6 13:38:17 2003
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From: carolina lorena <cmascayano_98@yahoo.com>
Subject: database frag to LUDI
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Hi all!

Anybody know where I can download database fragment for use with LUDI
(msi), I mean to the *.pdb/struct and *.inp files.
In my insightII/LUDI version I only find fragment_all and fragment_link
files, that database have around 1100 fragments.

Thank a lot for any help.

Carolina Mascayano




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<P>Hi all!<BR><BR>Anybody know where I can download database fragment for use with LUDI<BR>(msi), I mean to the *.pdb/struct and *.inp files.<BR>In my insightII/LUDI version I only find fragment_all and fragment_link<BR>files, that database have around 1100 fragments.<BR><BR>Thank a lot for any help.<BR><BR>Carolina Mascayano<BR></P><p><br><hr size=1>Do you Yahoo!?<br>
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From chemistry-request@server.ccl.net Thu Mar  6 13:11:23 2003
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Charles:  I am a bit confused by your results. The factor that most
influences integration step size is how rapidly the potential changes
with distance, not its magnitude. Electrostatic forces are much smoother
and change more slowly than van der Waal's terms (1/r vs 1/r^10 or 1/r^14).
A step size of 1fs should give you good energy conservation. You did not
say what code you were using. The usual cause of energy conservation 
problems
is the "stiff" nature of C-H and other similar bonds.

Here are a few possible problems:

1. Numerically check the correctness of your derivatives in the force 
calculation. Symmetric
    finite difference is simple and usually works very well for this and 
can help track down
    problems. If you are using someone else's code, then you can skip this.

2. Are you using periodic boundary conditions? If one atom of a neutral 
dipole pair crosses the
    periodic boundary, you get a sudden discontinuity in the energy 
since the charges are now
    separated by a large distance. You need to apply periodic boundaries 
to neutral charge groups
    as a whole. A traditional way of dealing with this is by using 
cutoffs with a smooth ramp
    to zero at some large distance based on distance between centers of 
charge groups.
    Nowdays, folks use particle mesh Ewald or some other summation 
method to handle electrostatics.

3. Does the energy drift or does it just fluctuate a lot around an average?
    Methods like Gear and Runge-Cutta  are not used in MD because,
    though they give very good short-time accuracy, they lack long term 
stability you get with
    a symplectic integration scheme like Verlet. If you come from a 
Physics background
    you may be accustomed to running much more accurate integrations 
with tighter error
    control.  This is usually not appropriate for large-scale MD since 
the exponential divergence
    of trajectories from their initial conditions renders coordinate 
accuracy meaningless in less than
    a picosecond. MD is used mainly for sampling coordinates. 
Nonetheless, your energy should be
    stable and not drift with time. Running equivalent time periods with 
different time steps should
    show improvement in conservation as steps get small.

Good luck.

   Richard Gillilan
   MacCHESS, Cornell


> Dear CCLers,
>
> I have a general question about totoal energy conservation of classical
> molecular dynamics (MD) in the presence of electrostatic forces.
>
> Total energy is perfectly conserved when we do a typical MD with
> only the wan der Waals (Lennard-Jones) potentials, using a time
> step of one femtosecond (e.g. for the Argon gas as a classical example).
>
> Problems, however, arise when molecules are charged. Because
> electrostatic forces are much more long-ranged (1/r dependence) and
> typically stronger, the magnitude of electrostatic forces on atoms can
> be several hundred (or even thousand) times greater than that of van
> der Waals forces. As a result, the time step has to be accordingly
> reduced for two or three orders of magnitude, in order for the total
> energy to conserve. This means a time step of 0.001-0.01 femtosecond
> has to be applied.
>
> (EXPLAIN: Most standard algorithms, such as the Verlet method, the Gear
> predictor-corrector method and the Runge-Cutta method, depend on using
> the term a*dt^2 to compute the solution stepwisely, where a is the 
> acceleration,
> dt is the time step. If this term is too large, the numerical error 
> will rapidly
> propogate, and the solution will diverge. Compared with pure 
> Lennard-Jones
> simulations, adding the electrostatic forces increase accelerations. 
> Therefore,
> dt must be decreased in order to keep a*dt^2 down.)
>
> I can see only two ways to solve this problem, both of which turn out 
> to be
> impractical, as you will see later.
>
> One is to accept the reality, use a smaller time step. But, reducing 
> the time
> step to 0.001 femtosecond will slow down the simulation 1000 times (in
> comparison to pure Lennard-Jones simulations). You will probably never 
> see
> any emerging behavior of the model because losing your temper.
>
> The other way around is to use smaller charges, as most molecular 
> mechanics
> force fields do. For example, instead of using 1 for a free radical's 
> charge,
> one can use 0.01 (and self-explain that this is an effective-field 
> approximation).
> While this would maintain energy conservation, you might not see the
> emerging behaviors due to charges either --- because the electrostatic 
> forces
> are so weaker than they ought to be, they might not be able to produce
> results that only strong interactions can exhibit, such as 
> self-organization.
>
> Energy conservation is generally not an concern for most classic 
> molecular
> dynamics simulations that assume a heat bath (for controlling the 
> temperature
> to a desired value, thus remove the numerical errors resulted from 
> large a*dt^2).
> However, getting the energetics right is of paramount importance to 
> modeling
> exoergicity/endoergicity of chemical reactions. Unfortunately, I am 
> not aware
> of anyone mentioning this before. All the molecular simulation books I 
> have
> (Allen and Tildesley, Leach, Rapaport and so on) do not even mention 
> it at all.
> My prior experience with CHARMm v27, if I was doing it right, is that 
> it doesn't
> seem to do energy conservation, even though the NVE protocol is 
> literally specified.
>
> I would greatly appreciate any advice and opinion.
>
>
>
>





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To: Charles Xie <qxie@concord.org>
Subject: Re: CCL:Energy conservation of molecular dynamics in the  presence of electrostati
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On Thursday 06 March 2003 18:47, Charles Xie wrote:

> understand that there are cancellations because of positive and negative
> charges scattered around. But overall, the forces should (??) be larger.

But cancellation is the key point. In condensed matter, the charge density 
averaged over a region containing a few atoms is always very close to zero, 
as otherwise the electrostatic energy would be so large as to make the system 
unstable.

> I am currently dealing with gaseous phase reactions. What I did is very

That may be the cause of your problem, in gas phase, I would expect energies 
and forces to vary much more strongly over time, and charge cancellation to 
happen only on very large length scales.

I wonder if standard MD is the best choice for that kind of system. Some 
adaptive step-size integrator that slows down only in case of near-collisions 
might be better. Or perhaps even a scheme similar to those used for 
hard-sphere systems, where the time step is obtained by estimating the time 
until the next collision.
-- 
-------------------------------------------------------------------------------
Konrad Hinsen                            | E-Mail: hinsen@cnrs-orleans.fr
Centre de Biophysique Moleculaire (CNRS) | Tel.: +33-2.38.25.56.24
Rue Charles Sadron                       | Fax:  +33-2.38.63.15.17
45071 Orleans Cedex 2                    | Deutsch/Esperanto/English/
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