From chemistry-request@server.ccl.net  Sun Jun 18 20:37:14 2000
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From: "David Anick" <david.anick@gte.net>
To: <CHEMISTRY@ccl.net>
Subject: Activation Barrier vs Stability
Date: Sun, 18 Jun 2000 20:30:00 -0400


Dear CCL subscribers,

I would be interested in opinions, examples, best guesses,
references, or published data related to the following two
questions.  I will be happy to summarize responses.

(1) I have a unimolecular "rearrangement" reaction for which I
have computed state A ("reactant"), state B ("product"), and
the T-state.  All three are converged to nicely by optimization
programs, with A and B being PES minima and the TS a 1st order
saddle.  The electronic energy of A is below that of the TS by
3 kcal/mol, but when I compute and add in the ZPE's, state A
has slightly higher energy than the TS (by ~ 0.2 kcal/mol).
State B is of considerably lower energy than either, even after
ZPE corrections.
 What does this mean?  Would the molecule quickly tunnel
out of state A at 0 K?  Can I consider A to be a stable (even
if short-lived) state of the molecule, or must it be viewed as
an unstable intermediate or transitional state?  Would it be
correct to use the energy difference between A and B, to talk
about a Boltzmann distribution of a population into states
A and B, or would it all be basically B?

(2) Like (1) in that there is a unimolecular reaction A -> B,
but now both A and B have energies below the TS (including
the ZPE corrections).  My question is, is there a ball park
estimate for the temperature T at which A becomes unstable,
in terms of the activation barrier (i.e. DG =3D G(TS) - G(A)).
I'm open to opinions about how "unstable" should be defined,
but an operational definition could be "half-life of A less than
a minute".  I think this comes down to predicting the pre-
Arrhenius factor, and there will be a wide range answers
depending on the reaction, but I wonder if anyone can offer
gross generalizations, e.g. "small organic molecules for which
such a rearrangement pathway exists, are typically unstable
above temp DG/10kB", or the like.  The DG's (with ZPE included)
I'm looking at are between 2 and 10 kcal/mol, and the reactions
involve the movement of 3 to 6 second row atoms.

Thank you very much for taking the time to read this.  Any
and all responses will be much appreciated.

Sincerely,

David Anick MD PhD
David.Anick@gte.net



From chemistry-request@server.ccl.net  Mon Jun 19 06:06:11 2000
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Date: Mon, 19 Jun 2000 11:03:57 +0100
From: Herbert Fruchtl <fruechtl@fecit.co.uk>
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To: yunlong song <caddk@online.sh.cn>
CC: "CHEMISTRY@ccl.net" <CHEMISTRY@ccl.net>
Subject: Re: CCL:about AM1
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Dear Yunlong,

The result of a geometry optimization depends not only on the Hamiltonian, 
but also on the optimization algorithm, e.g., which (if any) Hessian
update is used, maximum step length, etc.. If a barrier is crossed depends 
very much on the optimization method, and possibly on the exact starting
point (if not to say luck). The optimizers generally used in quantum 
chemistry are guaranteed to find a local minimum (if they converge), not 
necessarily the global minimum, or the closest minimum to the starting
structure, or whichever minimum you look for.

If you want to compare the AM1 implementations, look at single-point
energies. The optimizer is not part of the method. Both Gaussian and newer 
versions of MOPAC have several optimizers to choose from (Gaussian more so).

HTH,

  Herbert

yunlong song wrote:
> 
> Dear CCLers,
> I find that AM1 method in Gaussian 98 may be different from AM1 in MOPAC,because when I optimize the same molecule
> with the two methods, I got different results.AM1 in G98 seems to be much effective ,in that it can overcome a large
> energy barrier. I am interested to know which cause this difference.Can it be the implementation method that cause such
> results? Can you tell me the difference about the same method in the two soft package?
> Any information will be appreciated!
> Thank you in advance!
>


From chemistry-request@server.ccl.net  Mon Jun 19 10:42:15 2000
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Date: Mon, 19 Jun 2000 22:33:50 +0900
From: Mao Xiang <xmao@iris.sipp.ac.cn>
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Subject: proton transfer reaction 
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Hello:
  Does anyone know the references or some compuational methods to get
the kinetic parameters of the intramolecular or intermolecular proton
transfer reaction in gas or solution. Thanks in advance.

Regards,
mao xiang

  ~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~
|  Xiang Mao                                                     |
|  Lab of Molecular Regulation for Microbial Secondary Metabolism |
|  Shanghai institute of Plant Physiology, Academia Sinica        |
|  300 Fenglin Road, Shanghai, China, 200032                      |
|  Tel: +86-21-64042090-4791                                      |
|  Fax: +86-21-64042385                                           |
  ~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~

From chemistry-request@server.ccl.net  Mon Jun 19 13:38:32 2000
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To: yunlong song <caddk@online.sh.cn>
CC: "CHEMISTRY@ccl.net" <CHEMISTRY@ccl.net>
Subject: Re: CCL:about AM1
References: <20000617082155.BFHE361.fep2.online.sh.cn@cadd>
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yunlong song wrote:
> 
> Dear CCLers,
> I find that AM1 method in Gaussian 98 may be different from AM1 in MOPAC,because when I optimize the same molecule
> with the two methods, I got different results.AM1 in G98 seems to be much effective ,in that it can overcome a large
> energy barrier. I am interested to know which cause this difference.Can it be the implementation method that cause such
> results? Can you tell me the difference about the same method in the two soft package?
> Any information will be appreciated!
> Thank you in advance!
> 
> Dr yunlong song
> -------------------
> songyunlong@163.net
> 
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Dr. WSong,
I have never had G94/G98 give different answers relative to MOPAC if the
MOPAC optimization was done using EF, PRECISE and GNORM=0 keywords.  I
believe this problem was also discussed by Stewart and Boyd in (I
believe) a JCompChem article.

John McKelvey

From chemistry-request@server.ccl.net  Mon Jun 19 14:00:19 2000
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Subject: CCL: molecular chain dimensions
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Hello All,

I'm conducting research on biological nanoscale composites. I have a
situation where I know the connectivity of a molecular chain (sulfated
fucose polymer), and would like to
calculate the physical dimensions of the chain (average diameter for all
of the various conformations) as well as, say, how many molecular chains
may be bundled together to make a nano-scale fiber of known diameter.

I was hoping that someone could recommend some references so that I
could learn how to do this. Also I understand that there are computer
programs that do these types of calculations, what would be an
appropriate one? Thank you.



