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Date: Tue, 7 Aug 2001 09:47:58 +0000
Subject: MOPAC2000 3D periodic file
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Hi there,

am having a little trouble in getting MOPAC2000 to work with a 3D periodic model
and I was wondering if someone on this list had used MOPAC2000 for any system of
this sort and would be willing to send me an input file so that I can compare it
to what I have been using. The models I am trying to run are extended periodic
models of graphite. If anyone has an input file for a simple extended periodic
input file (no symmetry assumed) that works in MOPAC2000 then maybe I can guess
where I am going wrong! The systems I am trying to optimise are (pxqxr) models
reduced to a single unit cell with P1 symmetry (p,q,r are all integers).

I have tried using the MAKPOL facility with MOPAC2000 but it gives the same
input file for MOPAC2000 that I am already using, constructing such cells in
MOPAC2000 does not appear to be difficult at first sight for such models.

Incidentally the problem is that some of the atoms in the periodic model are
wandering a long way from their preferred positions and the structure is
buckling badly from the planar sheet of graphite atoms that we all are familiar
with. If there is any other theoretical reason why graphite should do this under
AM1 or PM3 semi-empirical then this would also be gratefully received.

Scott Owens

slo1@bnfl.com



From chemistry-request@server.ccl.net Tue Aug  7 08:48:07 2001
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To: Thomas Heine <thomas.heine@chiphy.unige.ch>
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Thomas Heine wrote:
> 
> Dear CCLers,
> 
> many MD codes use Verlet's algorithm to obtain trajectories in MD
> simulations. This algorithm is very compact and optimized for
> - minimal storage of information
> - minimal number of operations in the integration process
> to advance coordinates (and velocities) with time.
> 
> Let's assume that the computing time needed to get new coordinates R(t+ delta
> t) is negligible to the time spent for calculating energy and forces.
> 
> My question is whether there is a more sophisticated algorithm around, which
> integrates with an as large as possible delta t (determined with some
> theshold), which uses coordinates, velocities and accelerations of N previous
> iterations?

There's, e.g., different kinds of "predictor corrector" and 
"Runge-Kutta" algorithms (see "Numerical Recipies", W. H. Press)

however, low memory consumption and fast execution
are not the only advantages of the Verlet (or the equivalent
velocity Verlet and leap frog) algorithm.
It is also a so called symplectic/time-reversible algorithm
with the important consequence that the total energy is
well conserverd in the course of an MD simulation.
When performing longish MD runs with higher order algorithms 
you usually have to use a quite small time step to avoid
heating up of the the system (unless of course you use a 
thermostate, but it might be physically rather questionable to
use a thermostate for such a purpose).

I believe that, unless you have really good reasons for using them,
the effort involved in implementing such higher order algorithms
wouldn't pay out.

regards
mic

===================================================================
What I like most about myself is that I'm so understanding
when I mess things up.

-------------------------------------------------------------------
Michael Brunsteiner
Centre for Theoretical and Computational Chemistry
University College London
mailto:m.brunsteiner@ucl.ac.uk
http://www.ucl.ac.uk/~uccambr/
-------------------------------------------------------------------

From chemistry-request@server.ccl.net Tue Aug  7 10:23:51 2001
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From: "Isaac B. Bersuker" <bersuker@ne059.cm.utexas.edu>
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Please, have a look on Section 11.2 in my latest book on Electronic Structure
and Properties..., Wiley, NY, 1996, pp 578-603, especially pp 586-600, maybe you
will find some of the information you are looking for.
Isaac Bersuker

Mike Peleah wrote:

> Dear chemistry,
>
> Could anybody give me a reference on recent paper(s) (preferably
> review) on quantum-chemical investigation of small molecule
> activation?
>
> Thanks. I'll summarize answers.
>
> Best regards,
>  Mike                          mailto:MikePeleah@yahoo.com
>
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From chemistry-request@server.ccl.net Tue Aug  7 10:55:27 2001
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Dear colleagues,

The complete program for Model(l)ing 2001 (16 - 21 September 2001 in
Erlangen, Germany) is now available on the website
http://www.chemie.uni-erlangen.de/model2001/. A few places for
participants are still available at the conference. We are also pleased
to announce the following awards for the conference:

Accelrys Awards

We are pleased to announce two Accelrys Awards of USD 1000 each to
support participants to Model(l)ing 2001 from less developed countries.
Applications (with CV in English and including a poster abstract) should
be sent by email to model01@chemie.uni-erlangen.de. Closing date for
applications is August 31, 2001. Successful applicants will be informed
by email immediately after this date.

MGMS Bursaries

The Molecular Graphics and Modelling Society is offering Bursaries to
support graduate students attending Model(l)ing 2001. Eight bursaries,
each of Euro 1000, will be awarded to graduate students attending the
conference and presenting a poster. Applications (with CV in English and
including a poster abstract) should be sent by email to
model01@chemie.uni-erlangen.de. Closing date for applications is August
31, 2001. Successful applicants will be informed by email immediately
after this date.

Accelrys Poster Prizes

A total of eight poster prizes will be awarded, a cash Prize of BP ?100
and two of BP 50 (sponsored by the MGMS) and five book prizes
(Pharmacophore Perception, Development, and Use in Drug Design; Ed. by
O. F. Guner) sponsored by Accelrys. The deadline for poster submission
has been extended to August 31.


NEW!!!

The conference dinner will take place in the railway museum in
Nuremberg, the site of Germany's first railway.


We are looking forward to see you in Erlangen!
Harald Lanig and Tim Clark



-- 
------------------------------------------------------------------------
 Dr. Harald Lanig            Universitaet Erlangen/Nuernberg
 Lehrstuhl fuer              Schuhstrasse 19
 Pharmazeutische Chemie      D-91052 Erlangen, Germany
 oder
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From chemistry-request@server.ccl.net Tue Aug  7 08:45:12 2001
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CC: chemistry@ccl.net
In-reply-to: <01080610031300.07943@lcta1> (message from Thomas Heine on Mon,
	06 Aug 2001 10:03:13 +0200)
Subject: Re: CCL:beyond Verlet's algorithm
References:  <01080610031300.07943@lcta1>

> My question is whether there is a more sophisticated algorithm
> around, which integrates with an as large as possible delta t
> (determined with some theshold), which uses coordinates, velocities
> and accelerations of N previous iterations?

Various integrators known from numerical analysis have been tried, but
although some of them have a better accuracy on short time scales,
they all tend to be less stable on long time scales. A lot of
literature exists on that topic, the keyword to look for is
"symplectic integrators". There are other symplectic integrators than
the Verlet algorithm, and some of them permit larger time steps (e.g.
multiple time step integrators), but not in the way you describe, and
not without "help" from the energy evaluation.

Note also that MD integration is more of a black art than science.
Most simulations are performed with time steps that are much too large
compared to the frequency of the system, using standard criteria from
the theory of differential equations. And indeed such time steps do
not give good results for e.g. single molecules, a large system is
required to make them acceptable, probably due to error cancellation.
Moreover, it is well known (but rarely discussed) that of all the
theoretically conserved quantities, only the total energy is preserved
reasonably well in MD. Momentum and (for non-periodic systems) angular
momentum are usually "reset" periodically to prevent the accumulation
of deviations. A much smaller time step will give good conservation of
all these quantities, but is not used because of excessive CPU times.
-- 
-------------------------------------------------------------------------------
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 Tue Aug  7 14:48:17 2001
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From: "Peterson,Brian K." <PETERSBK@apci.com>
To: chemistry@ccl.net
Subject: VASP trajectory to Cerius input
Date: Tue, 7 Aug 2001 14:48:14 -0400
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Hello.  Does anyone have a routine for converting VASP trajectory files to
something that can be read
by Cerius2?  A .his file is preferred.

Thanks very much.  We will summarize for the list.


Dr. Brian K. Peterson	Air Products and Chemicals, Inc.
<mailto:petersbk@apci.com>	7201 Hamilton Boulevard
phone: 610-481-3850	Allentown, PA  18195-1501
fax: 610-706-7672	USA




+

From chemistry-request@server.ccl.net Tue Aug  7 15:49:52 2001
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Date: Tue, 7 Aug 2001 12:51:25 -0700
From: "C. Michael McCallum" <mmccallum@uop.edu>
To: Sidney Ramos <magneticdolphin@yahoo.com>, CCL List <chemistry@ccl.net>
Subject: Re: CCL:MPI libraries for Solaris
Message-ID: <20010807125125.A730@onsager.cop.uop.edu>
Reply-To: "C. Michael McCallum" <mmccallum@uop.edu>
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In-Reply-To: <20010801144254.35959.qmail@web11907.mail.yahoo.com>; from magneticdolphin@yahoo.com on Wed, Aug 01, 2001 at 07:42:54AM -0700

* Sidney Ramos (magneticdolphin@yahoo.com) [010801 11:39]:
> Dear CCLers and Dalton Users,
> 
> I get the last Dalton 1.2 version and I wish I
> compiled the parallel version in the Sun Entreprise(4
> nodes). Anybody knows where can I get MPI libraries
> for Solaris?
> Thanks for any help!
> Best Regards,
> 

Sun MPI should have come in your software bundle.  If you can compile for
parallel (mpcc or hpcc compiler(s)), you should have the MPI installed.  If
you don't, I'd talk to Sun.  The Forte suite for MP machines is very
reasonable for academics.

That being said, I have had major problems with Sun's MPI under some
specific applications (DL_POLY, for example).  You may want to try the free
MPI implementations someone else mentioned.


Cheers,

Mike McCallum

-- 
C. Michael McCallum         |  "That may be one tough nut to crack,
Associate Professor         |        but I am one determined
Chemistry, UOP              |             little squirrel"
mmccallum@uop.edu           | (209) 946-2393 | fax (209) 946-2607



From chemistry-request@server.ccl.net Tue Aug  7 21:17:21 2001
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Subject: Docking multiple ligands in one protein
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Dear All,

I would like to post this question regarding docking. Has anybody used Autodock for docking more than one ligand to a protein? My protein has six binding sites and they all bind to the same ligand, hence six ligands. My question would be:
1)is it better to dock the ligands individually to their respective sites or dock them one after another in the binding sites? By docking one after another, meaning second ligand will be docked with the first ligand attached to it from the first docking on the first site. 

2)If I dock the ligand one after another, I'm not sure what criteria I can use to choose the best docked conformation as sometimes the lowest energy docked does not give the best interactions as compared to the crystal structure. At the moment, I always choose the lowest docked conformations.

The articles I have read concerns docking of one ligand to protein. 

I would be grateful for some advice or suggestions.

Thank you very much in advance and I'll summarize the answers.

Sincerely,
Rowyna K.

Institute of Biological Sciences,
Kuala Lumpur



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