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Date: Sun, 12 Jul 1998 01:44:32 -0400 (EDT)
From: "C.F. Matta" <mattacf@mcmail.CIS.McMaster.CA>
To: Romano Kroemer <romano@bellatrix.pcl.ox.ac.uk>
cc: chemistry@www.ccl.net
Subject: Re: CCL:partial charges for large molecules
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Dear Dr. Kroemer,

   The only theoretically sound partitioning of ANY molecular property
(including atomic populations) into a sum of atomic contributions is the
Bader (or virial) partitioning [2].  Bader and his coworkers generalized
quantum mechanics to "subsystem" quantum mechanics in which parts of a
system are treated on the same footing as the total system. However, the 
total system cannot be arbitrarily partitioned.  It can be
rigorously proved that the total molecular system can ONLY be partitioned
at the so called zero-flux surfaces which satisfy the quantum boundary
condition [2]: 
 
     grad rho (r) .  n(r) = 0        for all r belonging to the surface.

   These surfaces always enclose regions of the molecular space with only
one nucleus and fall between neighboring atom, which justify their
identification as "inter-atomic surfaces".

   An atomic population is computed by integrating the  electron density
bounded by all the interatomic surfaces of the atom and an exterior
envelope in the electron density.  The resulting population can then be
easily translated to an atomic charge.[2]

   The atomic charges computed in this way retain a remarkable stability
and transferability among different molecules.  These charges are
independent of basis functions centered on neighboring atoms and retain
the characteristic signature of the "atoms of wet chemistry" even when
bonded to dissimilar neighboring atoms.

  With this transferability in mind, we have just completed a study (to
be submitted to publication soon) of the atomic properties of the
genetically-coded amino acids, which will become our electron density
building blocks (exactly what nature does!).[1]  All the atomic properties
(including the populations) retain a remarkable stability on going from
amino acids to dipeptides to tripeptides etc. which justifies the approach
of building a polypeptide density by sticking amino acid fragments
together at their common inter-atomic surface.[1]

  I suggest you have a look at:

     [1] C. Chang and R. F. W. Bader "Theoretical Construction of a
	 Polypeptide", J. Phys. Chem. Vol. 96, No.4 (1992), p.1654.

     [2] R. F. W. Bader "Atoms in Molecules: A Quantum Theory",
	 Clarendon Press, (Oxford, 1990).

  Or visit the web site (where you can also download all the software
  related to the theory):
               
         http://www.chemistry.mcmaster.ca/faculty/bader/aim/


Sincerely,

Cherif Matta
Graduate student
Department of Chemistry
McMaster University
Hamilton, Ontario
Canada L8S 4M1




On Thu, 9 Jul 1998, Romano Kroemer wrote:

> 
> Dear all,
> 
> could somebody point me to references for the following problem/method:
> 
> I have a large molecule and want to calculate partial charges with a fairly
>   sophisticated method. As the molecule is too large, I divide it into
>   moderately sized _overlapping_ pieces, calculate the partial charges for
>   each of these chunks, and derive then the charges for the whole molecule.
>   The "overlapping pieces" procedure is necessary in order to avoid
>   "boundary problems".
> 
> Comments on the advantages and drawbacks of such an approach (such as the
>   perturbations of the charges on one end of the molecule by the charges
>   on the other end when the molecule is not linear) are of course
>   welcome. 
> 
> Thank you very much in advance for your input. I will post a summary to the
>   list.
> 
> Yours sincerely,
> Romano Kroemer
> 
> -- 
> ===============================================================================
> Dr. Romano T. Kroemer
> Phys. & Theoret. Chem. Lab.
> University of Oxford
> South Parks Rd.                       | Tel:     ++44-1865-275475 
> Oxford OX1 3QZ                        | Fax:     ++44-1865-275410
> England, U.K.                         | Email:   romano@bellatrix.pcl.ox.ac.uk
> ===============================================================================
> 
> 
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From michener@echuca.net.au  Sun Jul 12 07:30:40 1998
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Subject: Future Vehicle Fuels
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Hello,

I am interested in obtaining information concerning the future of
vehicle fuels, namely petrol, ethanol/methanol, hydrogen and
electricity. For each fuel, I am researching:

1. What are the chemical reactions involved when used in the engine?
2. How much energy is contained per unit mass/volume?
3. How efficient is energy conversion when using the fuel?
4. Where does the fuel come from?
5. How safe is production and use of the fuel?
6. What waste materials does use of the fuel produce?
7. What are other environmental considerations?
8. What are the economic considerations? 
   (eg. cost of production, cost per unit energy, 
   impact on current fuel organisations)

If you have any information that would help with my research, please
email me A.S.A.P. with details (eg. URL, reference, or means by which I
can recieve the information, eg. fax). This information is for a Year 12
Chemistry Project and will be used and acknowledged appropriately. 

Any help would be greatly appreciated :) 
Regards,
Sarah Michener

P.S. This message was mailed to several mailing lists. I appologise to
those who receive it more than once.

----------------------------
Sarah Michener
Email: sus25@hotmail.com
URL:   http://users.mcmedia.com.au/~michener/sarah.html
   
Year 12 (Senior), Rochester Secondary College        
Edward St., Rochester, Victoria, Australia, 3561
Phone (RSC) 03 5484 1844, Fax (RSC) 03 5484  2348

From pueyo@pinon.ccu.uniovi.es  Sun Jul 12 11:17:09 1998
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Date: Sun, 12 Jul 1998 17:17:08 +0200 (METDST)
From: Victor Lua~na <pueyo@pinon.ccu.uniovi.es>
Subject: Re:  CCL:basis functions in LaTeX
To: CHEMISTRY@www.ccl.net, chemistry-request@www.ccl.net
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>Krzysztof Radacki <krys.radacki@ac.rwth-aachen.de> wrote:
> ....
>I'm trying to formate table with some basis fuctions in first column.
>When  I type:
>{\centering \begin{tabular}{|c|c|c|c|c|c|c|}
>\hline
>&$^1$H&$^{11}$B&$^{13}$C&$^{19}$F&$^{29}$Si &$^{31}$P\\
>\hline
>\hline
>RHF/6$-$31G(d)&32.9017&106.750&201.7315&&450.1988&\\
> ....
>\end{tabular}\par}
> ....
>What should I write to obtain output with '/' in the same position in
>cell?

You can try to split the first column into three parts:

\begin{tabular}{|r@{0pt}c@{0pt}l|c ....}
 ....
RHF & / & 6--31G(d) & ....

Note the use of @{0pt} to avoid the standard separation between columns
inserted by TeX.

           Best regards,
                         Victor Lua~na

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From tajkhors@mbp-sgi7.inet.dkfz-heidelberg.de  Sun Jul 12 14:06:07 1998
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From: "Emadeddin Tajkhorshid" <tajkhors@mbp-sgi7.inet.dkfz-heidelberg.de>
Message-Id: <9807122007.ZM27113@mbp-sgi7.inet.dkfz-heidelberg.de>
Date: Sun, 12 Jul 1998 20:07:16 -0700
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To: chemistry@www.ccl.net (Computational Chemistry List)
Subject: linear molecule optimization
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Dear colleagues

Locating a transition state, I have to optimize a molecule in a linear
conformation. I tried to use redundant coordinate as well as cartesian
coordinnates to optimize the system. However, always the job (G94) stops
because of the very large RMS in the change in the internal coordinates during
the geometry optimization. I decided to first look at another (standard) linear
molecule, namely allene molecule (H2C=C=CH2). G94 automatically assigns the
following bond angles by calling them "L" and proceeds successfully to optimize
the system.


 ! A4    L(1,2,5)              180.             estimate D2E/DX2             !
 ! A5    L(1,2,5)              180.             estimate D2E/DX2             !

First of all, I would like to know whether it is possible to define such
coordinates in the input file.

And ...

My main problem is to optimize the linear system. Any comment and/or suggestion
with regard to the linear system optimization is highly appreciated.

Thanx in advance

-- 
Emad
*********************************************************************
E. Tajkhorshid				
German Cancer Research Center; DKFZ             Tel: +49 6221 42 2340
Dept. Molecular Biophysics (H0200)              FAX: +49 6221 42 2333
P.O.Box 101949			   
69009 Heidelberg, Germany     Email: E.Tajkhorshid@DKFZ-Heidelberg.de 
*********************************************************************
* "Never express yourself more clearly than you think." -Niels Bohr *
*********************************************************************

