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Hi all,

is there anyone who can tell me whether there is a maximum
numbers of atoms over which the molecule cartesian coordinates are
not displayed by default in the Gaussian98 output?

I suppose it's 50, but I don't know how to increase it!

Can anybody help me please?

Thanks in advance,

Gian Pietro

From chemistry-request@server.ccl.net  Tue Jun 29 08:39:58 1999
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Date: Tue, 29 Jun 1999 14:36:16 +0200
From: Andreas Goeller <goeller@pc04.chemie.uni-jena.de>
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Dear CCLers,

is there anybody who knows about or has something like a queueing system
for W95/98/NT, something that accepts jobs, stores them and executes
them one after another, like gNQS or others do in UNIX?

Or, is there somebody who has ported Gamess to Linux so it works better
than in NT. The PCGamess page suggests to run it under Linux in the wine
emulator environment.

To summarize, I look for queued execution of Gamess on PC.
-- 
                                Andreas Goeller

---------------------------------------------------------------
   Dr. Andreas Goeller       Institut fuer Physikalische Chemie
                               Friedrich-Schiller-Universitaet
                                       Lessingstr. 10
phone: +49(0)-3641-948352               D-07743 Jena
  fax: +49(0)-3641-948302 (secretary)     Germany
email: goeller@pc04.chemie.uni-jena.de
http://www.uni-jena.de/chemie/photo/goeller/goeller.html
---------------------------------------------------------------
   Dr. Andreas Goeller   ehemals Computer Chemie Centrum

email: goeller@organik.uni-erlangen.de
http://www.organik.uni-erlangen.de/clark/goeller/goeller.html
---------------------------------------------------------------
From chemistry-request@server.ccl.net  Tue Jun 29 08:56:22 1999
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	from ACHIM@PSIPSY; Tue Jun 29 14:52:13 1999
From: "Achim Lienke" <achim@psipsy.uct.ac.za>
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Subject: Nucleophilic addition to a carbonyl group
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Dear CCLers,

is there anybody who knows a good reference for modelling transition 
states and relative rate constants for the addition of nucleophiles 
(amine) to a carbonyl group (ester, amide)?

I will summarize

Achim

 

----------------------------------------------------------------------
Achim Lienke    
Department of Chemistry
University of Cape Town
Private Bag
Rondebosch 7701
South Africa

Phone: ++27-21-650-2325 or -2530
Fax: ++ 27-21-689-7499
email: achim@psipsy.uct.ac.za
----------------------------------------------------------------------
From chemistry-request@server.ccl.net  Tue Jun 29 11:46:21 1999
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Date: Tue, 29 Jun 1999 17:42:37 +0200
From: Christoph Steinbeck <steinbeck@ice.mpg.de>
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To: chemistry@server.ccl.NET, CHMINF-L@LISTSERV.INDIANA.EDU
Subject: ANNOUCE: JChemPaint 0.3
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I'd like to announce the release of JChemPaint v0.3

JChemPaint is a 2D molecular structure editor written in Java, with a
GUI based on the Swing tool kit. It is developed as an Open Source
Project and released under GNU General Public License.
The code should be considered pre-alpha quality, but there are enough
features implemented to get an idea about where the program development
is heading. 

JChemPaint development is coordinated by Christoph Steinbeck and his
Chemical Information group (http://www.ice.mpg.de/departments/ChemInf)
at the Max Planck Instiutute of Chemical Ecology
(http://www.ice.mpg.de).

The program currently supports: 

1. A subset of the regular drawing features of commercial programs, as
there are
    - drawing of single, double and triple bonds (no stereo descriptors
yet). 
    - deletion of bonds and atoms 
    - one-click drawing of ring templates (3-8) 
    - one-click spiro attachment of rings to an atom 
      (can be member of a ring or a chain), but no condensation yet. 
2. Loading and saving of structures as MDL Molfiles and in Chemical
Markup Language (CML). 
3. Automated Structure Layout, aka Structure Diagram Generation. 

More information as well as a download option can be found on
http://www.ice.mpg.de/~stein/projects/JChemPaint/

People a sought to join the development of JChemPaint.

JChemPaint is associated with the OpenScience project
(www.openscience.org) and the 3D molecular viewer JMol
(http://www.openscience.org/jmol/), both initiated by Dan Gezelter at
Columbia University (http://www.chem.columbia.edu/~gezelter/).

Cheers, 

Chris

--
Dr. Christoph Steinbeck (http://www.ice.mpg.de/~stein)
MPI of Chemical Ecology, Tatzendpromenade 1a, 07745 Jena, Germany
Tel: +49(0)3641 643644 - Mobile: +49(0)177 8236510 - Fax: +49(0)3641
643665

What is man but that lofty spirit - that sense of enterprise. 
... Kirk, "I, Mudd," stardate 4513.3..
From chemistry-request@server.ccl.net  Mon Jun 28 06:00:35 1999
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Date: Mon, 28 Jun 1999 09:59:51 +0000 (GMT)
From: Ulrike Salzner <salzner@pinar.fen.bilkent.edu.tr>
To: ccl <chemistry@ccl.net>
Subject: gopenmol - printing
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Hello,
I have installed GopenMol on my PC and got some really great orbital 
contour plots. Now I would like to print them, preferentially in black 
and white for use in a paper. Can anybody give me advice how to do this? 
Please explain it for dummies.

Thanks,
Uli Salzner


===================================================================

Dr. Ulrike Salzner

Department of Chemistry		Tel.: (312) 290-2122
Bilkent University		Fax.: (312) 266-5097
06533 Bilkent, Ankara 		e-mail: salzner@fen.bilkent.edu.tr
Turkey

====================================================================


From chemistry-request@server.ccl.net  Mon Jun 28 11:08:07 1999
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From: Suzanne Sirois <siroiss@CERCA.UMontreal.CA>
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Subject: Database->list
To: chemistry@ccl.net
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Dear CClers,
 I wish to extend my thanks to those people who replied to my question. 
My original question was:

	------------
       | Database   |  DOCK-->  Known Enzyme 
       |  of all    |           Structure.
       | known drugs|
        -----------

       I am looking for a database of all known drugs 
with their corresponding chemical structure.
%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%
I was overwhelm by the number of requests asking for posting the answers 
as compare to the number of answers itself.

Here are some URLs which provide the 2D or 3D structures:
http://nci3d.chemweb.com:8012/nci3d/query.html -> 126554 Records
http://chem.sis.nlm.nih.gov/hsdb/
http://www.chemfinder.com/
anymore (free access)?

http://www.cas.org/

information without the structure:
http://toxnet.nlm.nih.gov/servlets/simple-search?1.25.0.1689
http://cri.ensmp.fr/biam/acceuil.html  -> french very nice web page!

site providing a list of databases links:
http://www.chemweb.com/databases
http://expasy.hcuge.ch/
http://www.expasy.ch/alinks.html#Proteins
http://www.ncifcrf.gov/fcrdc/resources/index.html
http://www.chemie.de/~knecht/englisch/dataeng.phtml
http://www.chemfinder.com/siteslist.html
http://www.iucr.ac.uk/sincris-top/themes/chimie/
http://www2.ccc.uni-erlangen.de/services/webmol.html
http://wit.mcs.anl.gov/WIT2/
%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%
Anyone who wants to update this list is very welcome.

%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%
Suzanne Sirois, Ph.D.

From chemistry-request@server.ccl.net  Tue Jun 29 07:09:08 1999
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Date: Tue, 29 Jun 1999 13:03:15 +0200
From: Herve Toulhoat <Herve.Toulhoat@ifp.fr>
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To: CCL <CHEMISTRY@ccl.net>
CC: Herve TOULHOAT <Herve.TOULHOAT@ifp.fr>
Subject: SUMMARY: Vibrational entropy of a transition state
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Dear CCL'ers,

I summarize below the replies I obtained very quickly to my question. It
helped a lot.
CCL proved once again very effective in filling the gaps of my porous
personal knowledge.

I thank very much all those who supplied information. I hope this
summary will be useful to others.

I found thereafter that in MOPAC 6.0 the keyword TRANS=n allows to
delete the first n vibrations (i.e. the negative(s) frequencies) for a
thermochemical calculation. I am not sure this very useful feature is
present in other "off the self" codes available (could vendors and
authors manifest themselves on that point?).

With my best regards,

Dr Herve TOULHOAT

Directeur de Recherche Associe
Group Leader, Molecular Modeling and Computational Chemistry
Div. Computer Science and Applied Mathematics, IFP
Director, Groupement de Recherches CNRS G1209:
Dynamique Moleculaire Quantique Appliquee a la Catalyse
Research Group CNRS G1209
Ab Initio Molecular Dynamics Applied to Catalysis
(Scientific Partners: CNRS, IFP, Total, University of vienna, TU
Eindhoven)

INSTITUT FRANCAIS DU PETROLE                    Tel: +33-01-47-52-73-50
1 & 4 Avenue de Bois-Preau                      Fax: +33-01-47-52-70-22
92852 RUEIL-MALMAISON Cedex FRANCE       E-mail: herve.toulhoat@ifp.fr

Visit IFP Website at http://www.ifp.fr


My original request was:
=========================================================================

The transition state theory (TST) allows to relate in principle
the rate constant of a reaction to the variation in free energy
between reactant(s) and the transition state. Of specific interest
is the variation of entropy between reactant(s) and TS, which relates to
the so-called pre-exponential
factor of the rate equation.

The entropy change for a gas phase reaction will be dominated by the
vibrational component.
The vibrational entropy of a molecular species can be evaluated from the
set of vibrational
normal modes. A TS however corresponds to a saddle point of the PES, and
exhibits therefore
one imaginary frequency (one negative eigenvalue in the hessian matrix).
This imaginary
frequency cannot be included in the statistical mechanical calculation
of the vibrational entropy.
Is it legitimate to simply forget about it?

More generally, is there a rigourous procedure for evaluating the
vibrational entropy of a TS?
============================================================================

I obtained very rapidly a clearcut answer through numerous replies:
===========================================================================

>From R.A.van Santen <R.A.v.Santen@tue.nl>:

Dear Herve,

        In our book R.A. van Santen, H. Niemantsverdriet, Chemical
kinetics
and Catalysis we have explained why in the transition state entropy the
reaction coordinate is not included. The procedure is vigorous. I hope
to
see you Soon.

        Best regards,

                Rutger

Eindhoven University of Technology
Laboratory for Inorganic Chemistry and Catalysis
P.O. Box 513
5600 MB EINDHOVEN
The Netherlands

Tel.: +31 40 2472730
Fax:  +31 40 2455054

(Comment: I have read the book some times ago, certainly not carefully
enough!
 Indeed the answer is there page 149 for instance. Specialthanks to you
Rutger).
===============================================================================

>From Ned C.Haubein:

Dr. Toulhoat,

> This imaginary frequency cannot be included in the statistical
> mechanical calculation of the vibrational entropy. Is it legitimate to

> simply forget about it?

yes, you should omit the contribution of the motion along the reaction
coordinate.  For a rigorous derivation, see "Kinetics and Mechanism"  by

John W. Moore and Ralph G. Pearson, 3rd ed, Wiley, 1981 pp 165,178.

~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~
Ned C. Haubein
Graduate Student
Dept. of Chemical Engineering
Northwestern University
2145 Sheridan Rd / Rm E136
Evanston, IL 60208-3120
Phone: 847-467-1402
Fax:   847-491-3728
Email: n-haubein@nwu.edu
~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~
===============================================================================

>From Wayne Steinmetz <WSTEINMETZ@POMONA.EDU>:

In Eyring's derivation of the TST, the contributions of the degree of
freedom
with an imaginary vibrational frequency is handled separately.  This
degree of freedom corresponds to translation in reaction space along the

reaction coordinate.  The particle-in-a-one-dimensional-box model is
used
to evaluate its partition function.  The result of this calculation and
the contribution of the velocity in reaction space at the transition
state
combine to yield the kT/h term.  Therefore, in the well known result
rate constant = (kT/h) x [exp(-delGact/kT)], translation in reaction
space, the degree of freedom associated with the imaginary frequency,
does NOT
contribute to the calculation of delGact, the standard Gibbs free energy
of
activation.  In this sense, the transition state is a peculiar species
with
only 3N-1 degree of freedom, not 3N as in the case of a normal molecule.

A useful reference for these calculations from first principles
is H. S. Johnston, Gas Phase Reaction Rate Theory, Ronald Press, New
York,
1966.  Johnston was the first to come up with a reaction mechanism for
the destruction of stratospheric ozone.  In his case, the villain was
NO.  His calculations were instrumental in ending the US participation
in
the development of the supersonic transport which would have dumped
large amounts of NO in the stratosphere.  Rowland later used his
approach
to establish that atomic chlorine would have the same effect.
In the development of his model, Johnston required rate  constants
that had not been measured at the time.  He therefore refined the
use of TST to obtain reasonable estimates of the missing data.

(Comment: I was delighted with this point of modern history. I suppose
Concorde is to be blamed for a part of the ozone hole. I am afraid
however of subsonic transport as well.)
=============================================================================

>From Karl Irikura <karl.irikura@nist.gov>:


Dear Dr. Toulhoat,

I've never seen any mathematical discussion of this (but I'm not a
kineticist).  The
quasi-equilibrium hypothesis of TST only makes sense physically if
motion along one degree of
freedom, the reaction coordinate, is prohibited, because any
displacement in that direction would
yield a molecular structure that is no considered a transition state.
If you agree with this, then
it's easy to accept that the (imaginary) "frequency" in the deleted
coordinate should also be
deleted.  This is what people usually do, so the vibrational partition
function includes only 3N-7
vibrational coordinates but is otherwise ordinary.

If you do not agree to delete that coordinate, then clearly the
"imaginary frequency" is
irrelevant, since it describes only the curvature of the surface and has
nothing to do with energy
eigenstates (which alone determine the partition function).  Instead,
the energy levels on the
unbound (one-dimensional) potential are a continuum of scattering
states.  You could work out
the corresponding partition function for a model potential, e.g., U =
-0.5*k*x*x (maybe this has
already been done in some textbook).  Perhaps the result would be
similar to that for a free
translation.  But I wonder if this approach would be consistent with the
usual simple treatment
(translational or vibrational or rotational) of the reactants along all
coordinates, including the
special one.  Please let me know if you learn whether this can be worked
out consistently.

Meilleurs voeux,

Karl Irikura

================================================================================

>From Carlos Gonzalez <carlos.gonzalez@nist.gov>:

Dear Herve;

Once a reacting system goes from the reactant side (a stationary point
characterized by a all
positive frequencies) towards the TS, one of the modes becomes a
translation and this is
basically why it becomes imaginary (col 1, in mathematical language).
So, accordingly, this
mode can not and should not be included in the zero point energy
corrections for the calculation
of the entropy. A similar situation arises when you step down from a TS
following a reaction
path toward the minima. In these cases, of course overall translations,
and rotations should be
projected out of the Hessian, but you also need to project out the
translation along the reaction
coordinate (the one that correlates with the mode that gives an
imaginary frequency at the TS).
This is a general procedure that is used to compute the rate constants
as well as the DeltaG of
activatioan along the path needed in VTST calculations. You can read
Donald Truhlar's papers
on this subject. I hope this little note helps you.


Carlos Gonzalez.
==============================================================================

>From Frank Jensen <frj@dou.dk>:

        The missing frequency is the reaction coordinate, and is
part of the pre-exponential factor. So yes, it is legitimate
to not include it in the entropy. And note for bimolecular
reactions the translational entropy change by 30-40 eu., which
usually is much larger than the vibrational component.

> More generally, is there a rigourous procedure for evaluating the
> vibrational entropy of a TS?

        Beyond the rigid rotor-harmonic frequency approximation, there
are no 'standard' procedure. The next improvement could be anharmonic
corrections. Try looking up some of Truhlars work.

        Frank

================================================================================================

>From Jordi Villa (<jvilla@imim.es>):

Dear Herve,

I recommend to you to read some work from Donald G. Truhlar
(http://comp.chem.umn.edu/~truhlar/)
specially the following references:

"The Current Status of Transition State Theory," D. G. Truhlar, W. L.
Hase, and J. T. Hynes, Journal of Physical Chemistry 87, 2664-2682
(1983). Erratum: 87, 5523 (1983).

"Generalized Transition State Theory," D. G. Truhlar, A. D. Isaacson,
and B. C. Garrett, in Theory of Chemical Reaction Dynamics,
     edited by M. Baer (CRC Press, Boca Raton, FL, 1985), Vol. 4, pp.
65-137.

"Transition State Theory," M. M. Kreevoy and D. G. Truhlar, in
Investigation of Rates and Mechanisms of Reactions, 4th edition,
     edited by C. F. Bernasconi (John Wiley and Sons, New York, 1986),
Part 1, pp. 13-95. [Tech. Chem. (N.Y.), 4th ed., 6/Pt. 1, 13-95
     (1986)]

"Dynamical Formulation of Transition State Theory: Variational
Transition States and Semiclassical Tunneling," S. C. Tucker and
     D. G. Truhlar, in New Theoretical Concepts for Understanding
Organic Reactions, edited by J. Bertrán and I. G. Csizmadia (Kluwer,
     Dordrecht, The Netherlands, 1989), pp. 291-346. [NATO ASI Ser. C
267, 291-346 (1989)]

"Current Status of TransitionState Theory," D. G. Truhlar, B. C.
Garrett, and S. J. Klippenstein, Journal of Physical Chemistry 100,
12771-12800
(1996). (Centennial Issue)

and to take a look at his computer progrtam POLYRATE
(http://comp.chem.umn.edu/polyrate/)

Best wishes

=====================================================================================




--



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<!DOCTYPE HTML PUBLIC "-//W3C//DTD HTML 4.0 Transitional//EN">
<HTML>
Dear CCL'ers,
<P>I summarize below the replies I&nbsp;obtained very quickly to my question.
It helped a lot.
<BR>CCL proved once again very effective in filling the gaps of my porous
personal knowledge.
<P>I thank very much all those who supplied information. I hope this summary
will be useful to others.
<P>I found thereafter that in MOPAC&nbsp;6.0 the keyword TRANS=n allows
to delete the first n vibrations (i.e. the negative(s) frequencies) for
a thermochemical calculation. I am not sure this very useful feature is
present in other "off the self" codes available (could vendors and authors
manifest themselves on that point?).
<P>With my best regards,
<P>Dr Herve TOULHOAT<BR>
<BR>
Directeur de Recherche Associe<BR>
Group Leader, Molecular Modeling and Computational Chemistry&nbsp;<BR>
Div. Computer Science and Applied Mathematics, IFP<BR>
Director, Groupement de Recherches CNRS G1209:&nbsp;<BR>
Dynamique Moleculaire Quantique Appliquee a la Catalyse<BR>
Research Group CNRS G1209<BR>
Ab Initio Molecular Dynamics Applied to Catalysis<BR>
(Scientific Partners: CNRS, IFP, Total, University of vienna, TU Eindhoven)<BR>
&nbsp;<BR>
INSTITUT FRANCAIS DU PETROLE&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;
Tel: +33-01-47-52-73-50<BR>
1 &amp; 4 Avenue de Bois-Preau&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;
Fax: +33-01-47-52-70-22<BR>
92852 RUEIL-MALMAISON Cedex FRANCE&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;
E-mail: herve.toulhoat@ifp.fr<BR>
<BR>
Visit IFP Website at <A HREF="http://www.ifp.fr">http://www.ifp.fr</A>
<BR>&nbsp;
<P>My original request was:
<BR>=========================================================================
<BR>The transition state theory (TST) allows to relate in principle
<BR>the rate constant of a reaction to the variation in free energy
<BR>between reactant(s) and the transition state. Of specific interest
<BR>is the variation of entropy between reactant(s) and TS, which relates
to the so-called pre-exponential
<BR>factor of the rate equation.
<P>The entropy change for a gas phase reaction will be dominated by the
vibrational component.
<BR>The vibrational entropy of a molecular species can be evaluated from
the set of vibrational
<BR>normal modes. A TS however corresponds to a saddle point of the PES,
and exhibits therefore
<BR>one imaginary frequency (one negative eigenvalue in the hessian matrix).
This imaginary
<BR>frequency cannot be included in the statistical mechanical calculation
of the vibrational entropy.
<BR>Is it legitimate to simply forget about it?
<P>More generally, is there a rigourous procedure for evaluating the vibrational
entropy of a TS?
<BR>============================================================================
<P>I obtained very rapidly a clearcut answer through numerous replies:
<BR>===========================================================================
<BR>From R.A.van Santen &lt;R.A.v.Santen@tue.nl>:
<P>Dear Herve,
<P>&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; In our book R.A. van Santen,
H. Niemantsverdriet, Chemical kinetics
<BR>and Catalysis we have explained why in the transition state entropy
the
<BR>reaction coordinate is not included. The procedure is vigorous. I hope
to
<BR>see you Soon.
<P>&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; Best regards,
<P>&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;
Rutger
<P>Eindhoven University of Technology
<BR>Laboratory for Inorganic Chemistry and Catalysis
<BR>P.O. Box 513
<BR>5600 MB EINDHOVEN
<BR>The Netherlands
<P>Tel.: +31 40 2472730
<BR>Fax:&nbsp; +31 40 2455054
<P>(Comment: I have read the book some times ago, certainly not carefully
enough!
<BR>&nbsp;Indeed the answer is there page 149 for instance. Specialthanks
to you Rutger).
<BR>===============================================================================
<BR>From Ned C.Haubein:
<P>Dr. Toulhoat,
<P>> This imaginary frequency cannot be included in the statistical
<BR>> mechanical calculation of the vibrational entropy. Is it legitimate
to
<BR>> simply forget about it?
<P>yes, you should omit the contribution of the motion along the reaction
<BR>coordinate.&nbsp; For a rigorous derivation, see "Kinetics and Mechanism"&nbsp;
by
<BR>John W. Moore and Ralph G. Pearson, 3rd ed, Wiley, 1981 pp 165,178.
<P>~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~
<BR>Ned C. Haubein
<BR>Graduate Student
<BR>Dept. of Chemical Engineering
<BR>Northwestern University
<BR>2145 Sheridan Rd / Rm E136
<BR>Evanston, IL 60208-3120
<BR>Phone: 847-467-1402
<BR>Fax:&nbsp;&nbsp; 847-491-3728
<BR>Email: n-haubein@nwu.edu
<BR>~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~
<BR>===============================================================================
<BR>From Wayne Steinmetz &lt;WSTEINMETZ@POMONA.EDU>:
<P>In Eyring's derivation of the TST, the contributions of the degree of
freedom
<BR>with an imaginary vibrational frequency is handled separately.&nbsp;
This
<BR>degree of freedom corresponds to translation in reaction space along
the
<BR>reaction coordinate.&nbsp; The particle-in-a-one-dimensional-box model
is used
<BR>to evaluate its partition function.&nbsp; The result of this calculation
and
<BR>the contribution of the velocity in reaction space at the transition
state
<BR>combine to yield the kT/h term.&nbsp; Therefore, in the well known
result
<BR>rate constant = (kT/h) x [exp(-delGact/kT)], translation in reaction
<BR>space, the degree of freedom associated with the imaginary frequency,
does NOT
<BR>contribute to the calculation of delGact, the standard Gibbs free energy
of
<BR>activation.&nbsp; In this sense, the transition state is a peculiar
species with
<BR>only 3N-1 degree of freedom, not 3N as in the case of a normal molecule.
<BR>A useful reference for these calculations from first principles
<BR>is H. S. Johnston, Gas Phase Reaction Rate Theory, Ronald Press, New
York,
<BR>1966.&nbsp; Johnston was the first to come up with a reaction mechanism
for
<BR>the destruction of stratospheric ozone.&nbsp; In his case, the villain
was
<BR>NO.&nbsp; His calculations were instrumental in ending the US participation
in
<BR>the development of the supersonic transport which would have dumped
<BR>large amounts of NO in the stratosphere.&nbsp; Rowland later used his
approach
<BR>to establish that atomic chlorine would have the same effect.
<BR>In the development of his model, Johnston required rate&nbsp; constants
<BR>that had not been measured at the time.&nbsp; He therefore refined
the
<BR>use of TST to obtain reasonable estimates of the missing data.
<P>(Comment: I was delighted with this point of modern history. I suppose
Concorde is to be blamed for a part of the ozone hole. I am afraid however
of subsonic transport as well.)
<BR>=============================================================================
<P>From Karl Irikura &lt;karl.irikura@nist.gov>:
<BR>&nbsp;
<P>Dear Dr. Toulhoat,
<P>I've never seen any mathematical discussion of this (but I'm not a kineticist).&nbsp;
The
<BR>quasi-equilibrium hypothesis of TST only makes sense physically if
motion along one degree of
<BR>freedom, the reaction coordinate, is prohibited, because any displacement
in that direction would
<BR>yield a molecular structure that is no considered a transition state.&nbsp;
If you agree with this, then
<BR>it's easy to accept that the (imaginary) "frequency" in the deleted
coordinate should also be
<BR>deleted.&nbsp; This is what people usually do, so the vibrational partition
function includes only 3N-7
<BR>vibrational coordinates but is otherwise ordinary.
<P>If you do not agree to delete that coordinate, then clearly the "imaginary
frequency" is
<BR>irrelevant, since it describes only the curvature of the surface and
has nothing to do with energy
<BR>eigenstates (which alone determine the partition function).&nbsp; Instead,
the energy levels on the
<BR>unbound (one-dimensional) potential are a continuum of scattering states.&nbsp;
You could work out
<BR>the corresponding partition function for a model potential, e.g., U
= -0.5*k*x*x (maybe this has
<BR>already been done in some textbook).&nbsp; Perhaps the result would
be similar to that for a free
<BR>translation.&nbsp; But I wonder if this approach would be consistent
with the usual simple treatment
<BR>(translational or vibrational or rotational) of the reactants along
all coordinates, including the
<BR>special one.&nbsp; Please let me know if you learn whether this can
be worked out consistently.
<P>Meilleurs voeux,
<P>Karl Irikura
<P>================================================================================
<P>From Carlos Gonzalez &lt;carlos.gonzalez@nist.gov>:
<P>Dear Herve;
<P>Once a reacting system goes from the reactant side (a stationary point
characterized by a all
<BR>positive frequencies) towards the TS, one of the modes becomes a translation
and this is
<BR>basically why it becomes imaginary (col 1, in mathematical language).
So, accordingly, this
<BR>mode can not and should not be included in the zero point energy corrections
for the calculation
<BR>of the entropy. A similar situation arises when you step down from
a TS following a reaction
<BR>path toward the minima. In these cases, of course overall translations,
and rotations should be
<BR>projected out of the Hessian, but you also need to project out the
translation along the reaction
<BR>coordinate (the one that correlates with the mode that gives an imaginary
frequency at the TS).
<BR>This is a general procedure that is used to compute the rate constants
as well as the DeltaG of
<BR>activatioan along the path needed in VTST calculations. You can read
Donald Truhlar's papers
<BR>on this subject. I hope this little note helps you.
<BR>&nbsp;
<P>Carlos Gonzalez.
<BR>==============================================================================
<P>From Frank Jensen &lt;frj@dou.dk>:
<P>&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; The missing frequency is
the reaction coordinate, and is
<BR>part of the pre-exponential factor. So yes, it is legitimate
<BR>to not include it in the entropy. And note for bimolecular
<BR>reactions the translational entropy change by 30-40 eu., which
<BR>usually is much larger than the vibrational component.
<P>> More generally, is there a rigourous procedure for evaluating the
<BR>> vibrational entropy of a TS?
<P>&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; Beyond the rigid rotor-harmonic
frequency approximation, there
<BR>are no 'standard' procedure. The next improvement could be anharmonic
<BR>corrections. Try looking up some of Truhlars work.
<P>&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; Frank
<P>================================================================================================
<P>From Jordi Villa (&lt;jvilla@imim.es>):
<P>Dear Herve,
<P>I recommend to you to read some work from Donald G. Truhlar
<BR>(<A HREF="http://comp.chem.umn.edu/~truhlar/">http://comp.chem.umn.edu/~truhlar/</A>)
<BR>specially the following references:
<P>"The Current Status of Transition State Theory," D. G. Truhlar, W. L.
<BR>Hase, and J. T. Hynes, Journal of Physical Chemistry 87, 2664-2682
<BR>(1983). Erratum: 87, 5523 (1983).
<P>"Generalized Transition State Theory," D. G. Truhlar, A. D. Isaacson,
<BR>and B. C. Garrett, in Theory of Chemical Reaction Dynamics,
<BR>&nbsp;&nbsp;&nbsp;&nbsp; edited by M. Baer (CRC Press, Boca Raton,
FL, 1985), Vol. 4, pp.
<BR>65-137.
<P>"Transition State Theory," M. M. Kreevoy and D. G. Truhlar, in
<BR>Investigation of Rates and Mechanisms of Reactions, 4th edition,
<BR>&nbsp;&nbsp;&nbsp;&nbsp; edited by C. F. Bernasconi (John Wiley and
Sons, New York, 1986),
<BR>Part 1, pp. 13-95. [Tech. Chem. (N.Y.), 4th ed., 6/Pt. 1, 13-95
<BR>&nbsp;&nbsp;&nbsp;&nbsp; (1986)]
<P>"Dynamical Formulation of Transition State Theory: Variational
<BR>Transition States and Semiclassical Tunneling," S. C. Tucker and
<BR>&nbsp;&nbsp;&nbsp;&nbsp; D. G. Truhlar, in New Theoretical Concepts
for Understanding
<BR>Organic Reactions, edited by J. Bertr&aacute;n and I. G. Csizmadia
(Kluwer,
<BR>&nbsp;&nbsp;&nbsp;&nbsp; Dordrecht, The Netherlands, 1989), pp. 291-346.
[NATO ASI Ser. C
<BR>267, 291-346 (1989)]
<P>"Current Status of TransitionState Theory," D. G. Truhlar, B. C.
<BR>Garrett, and S. J. Klippenstein, Journal of Physical Chemistry 100,
<BR>12771-12800
<BR>(1996). (Centennial Issue)
<P>and to take a look at his computer progrtam POLYRATE
<BR>(<A HREF="http://comp.chem.umn.edu/polyrate/">http://comp.chem.umn.edu/polyrate/</A>)
<P>Best wishes
<P>=====================================================================================
<BR>&nbsp;
<BR>&nbsp;
<PRE>--</PRE>
&nbsp;</HTML>

--------------E82D31D1494BC0BABF041F13--

From chemistry-request@server.ccl.net  Tue Jun 29 16:24:16 1999
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Date: Tue, 29 Jun 1999 15:19:59 -0600
From: Max Valdez <maxvalde@ce.fis.unam.mx>
Organization: Centro de Ciencias Fisicas, UNAM
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To: GP Miscione <giampi@gandalf.ciam.unibo.it>
CC: ccl <chemistry@server.ccl.net>
Subject: Re: CCL:Max. numbers of atoms (G98)
References: <3778896A.FF97D00D@gandalf.ciam.unibo.it>
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    Hi, I use Gaussian 94 for a molecule with more than 70 atoms without any
problem, are you asking about gaussian viewer?.

    As I know the limits of Gaussian are set in the number of basis functions, not
in the number of atoms.

    Max Valdez

GP Miscione wrote:

> Hi all,
>
> is there anyone who can tell me whether there is a maximum
> numbers of atoms over which the molecule cartesian coordinates are
> not displayed by default in the Gaussian98 output?
>
> I suppose it's 50, but I don't know how to increase it!
>
> Can anybody help me please?
>
> Thanks in advance,
>
> Gian Pietro
>
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From: Gerardo =?ISO-8859-1?Q?Gonz=E1lez?= Aguilar <gerardo@fq.oc.uh.cu>
To: Andreas Goeller <goeller@pc04.chemie.uni-jena.de>
cc: chemistry@ccl.net
Subject: Re: CCL:NT queueing
In-Reply-To: <3778BDC0.2781@pc04.chemie.uni-jena.de>
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Dear Andreas,

During two-three months I had the same problem, but it is ease to solve,
just create a batch (.BAT) file with the adecuate sequence of task you 
want to perform an run this file and you will obtain the desired results,
you can make this file with a small program write in C, Pascal or even in
Basic, collecting each input file in a given directory.

for example I run my MOPAC calculations using this file (his name is 
mopac.bat)
ECHO ***************** MOPAC RUNNING **************
mopac <<mydata1.txt
mopac <<mydata2.txt
.
.
.

*********************** FINISH **********************

where mydata1.txt (and mydata2.txt also ) are text files with the
following content:

mydata?
y

because with the .BAT file I state to the OS that execute MOPAC
redirecting the keyboard input to mydata1.txt and mydata2.txt files, MOPAC
program (my version) just ask for an input file (mydata?.txt) and if I
want to display the results.

I have a Pascal source code to make the batch and the *.txt files
automatically, just you need to put all the desired input files in a given
subdirectory and to run that program.



Good luck
Gerardo.


-------------------------OOOooooOOO-------------------------------------
                   |                        | e-mail:
Gerardo Gonzalez   |  Dpto. de Quimica      | gerardo@fq.oc.uh.cu
Prof. of Chemistry |  Univ. de Camaguey     | or:
                   |  C. Circunv km 5 1/2   | gerardo@reduc.cmw.edu.cu
                   |  Camaguey 74650, Cuba  |
------------------------<>--------<>-------------------------------------

On Tue, 29 Jun 1999, Andreas Goeller wrote:

> Dear CCLers,
> 
> is there anybody who knows about or has something like a queueing system
> for W95/98/NT, something that accepts jobs, stores them and executes
> them one after another, like gNQS or others do in UNIX?
> 
> Or, is there somebody who has ported Gamess to Linux so it works better
> than in NT. The PCGamess page suggests to run it under Linux in the wine
> emulator environment.
> 
> To summarize, I look for queued execution of Gamess on PC.
> -- 
>                                 Andreas Goeller
> 
> ---------------------------------------------------------------
>    Dr. Andreas Goeller       Institut fuer Physikalische Chemie
>                                Friedrich-Schiller-Universitaet
>                                        Lessingstr. 10
> phone: +49(0)-3641-948352               D-07743 Jena
>   fax: +49(0)-3641-948302 (secretary)     Germany
> email: goeller@pc04.chemie.uni-jena.de
> http://www.uni-jena.de/chemie/photo/goeller/goeller.html
> ---------------------------------------------------------------
>    Dr. Andreas Goeller   ehemals Computer Chemie Centrum
> 
> email: goeller@organik.uni-erlangen.de
> http://www.organik.uni-erlangen.de/clark/goeller/goeller.html
> ---------------------------------------------------------------
> 
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> 
> 
> 
> 

