From javito@netcom.com  Tue Apr 26 01:31:33 1994
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From: javito@netcom.com (James Vito)
Message-Id: <199404260447.VAA28177@netcom.com>
Subject: PDB Format ?
To: chemistry@ccl.net
Date: Mon, 25 Apr 1994 21:47:07 -0700 (PDT)
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I was wondering if anyone knew where a detailed description
of the PDB format could be found.

Thanks.

Jim Vito


From P84031@VM.BIU.AC.IL  Tue Apr 26 03:31:38 1994
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Date: Tue, 26 Apr 94 09:37:36 IDT
From: "Dr. Pinchas Aped" <P84031@VM.BIU.AC.IL>
Subject: ab initio matrix elements calc.
To: CHEMISTRY@ccl.net
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Dear Netters:
 
     Does anybody have or know of any ab initio codes that can calculate
first and second derivative matrix elements between orthogonal wave
functions - the kind that appear in Born-Oppenheimer couplings?
 
     Any help will be greatly appreciated.
 
                                                   Pinchas Aped
 
------------------------------------------------------------------------
Dr. Pinchas Aped                         Tel.:   (+972-3) 531-8634
Department of Chemistry                  FAX :   (+972-3) 535-1250
Bar-Ilan University                      E-Mail: P84031@BARILVM (bitnet)
52900 Ramat-Gan, ISRAEL                          aped@gefen.cc.biu.ac.il
------------------------------------------------------------------------

From Patrick.Bultinck@rug.ac.be  Tue Apr 26 03:33:50 1994
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From: Patrick Bultinck <Patrick.Bultinck@rug.ac.be>
Subject: Re:Ethylen calculation with GAMESS
To: chemistry@ccl.net
In-Reply-To: <01HBLL24R0YA8WWL50@MPS.OHIO-STATE.EDU>
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If I recall correctly...

When you input a Z-matrix, you would normally have to state COORD=ZMT in 
your $CONTRL group.
Looking at the GAMESS (US,1993) manual I believe that the only occassion 
on which you can use symmetry as well as giving only the symmetry unique 
atoms at the same time is when you choose COORD=UNIQUE. This however 
requires you to use cartesian coordinates.

When you really wish to use a Z-matrix (which I do) you have to input 
all atoms. Specifying a symmetry point group is useful because symmetry 
may be exploited in your integral evaluations e.g. Also the result of an 
optimisation will never yield a lower symmetry that the one given at the 
beginning. Bear in mind that your Z-matrix has to respect the symmetry 
point group you gave...

Best regards,


|-----------------------------------------------------------------------|
|     C-C                       Patrick Bultinck                        |
|    /   \                      Dept. Physical & Inorganic Chemistry    |
| C-O     O-C                   Section Quantum Chemistry               |
| |         |                   University of Ghent                     |
| C-O     O-C                   Krijgslaan 281 (S-3)                    |
|    \   /                      9000 Gent                               |
|     C-C                       Belgium                                 |
|                               Tel. Int'l code/32/9/264.44.44          |
| Macrocycles                   Fax. Int'l code/32/9/264.49.83          |
| Quantum Chemical              E-mail : Patrick.Bultinck@rug.ac.be     |
| Calculations                                                          |     
|-----------------------------------------------------------------------|






From J0LIU001@ULKYVX.LOUISVILLE.EDU  Tue Apr 26 04:31:35 1994
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 26 Apr 1994 02:07:44 EST
Date: Tue, 26 Apr 1994 02:07:44 -0500 (EST)
From: "jianling liu-->DERBY HORSE" <J0LIU001@ULKYVX.LOUISVILLE.EDU>
Subject: mosaic
To: chemistry@ccl.net
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hello netters:  can some computer guru teach me how to install mosaic
on PC (which does has TCP access to the internet) ?  I know I  do need
winsock 1.1-compliant, but where?  I got the Trumpet Winsock , which is
a shareware. But I can not figure out how...? Will it require me to uninstall
my original networking package(which is PCTCP ,from FTP INC.)

enjoy the beautiful spring !

From Patrick.Bultinck@rug.ac.be  Tue Apr 26 04:34:07 1994
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Date: Tue, 26 Apr 1994 09:34:22 +0200 (MET DST)
From: Patrick Bultinck <Patrick.Bultinck@rug.ac.be>
Subject: Use of symmetry in optimisations
To: chemistry@ccl.net
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Netters,

I have just sent a reply to a question concerning the use of a Z-matrix 
for a calculation on ethylene, using GAMESS (US).

As a direct consequence I rembered something that I am not very 
comfortable with...

In section 4 of the GAMESS manual, I find under a title : ***The role of 
symmetry*** that it is best to use symmetry during an optimisation.
However GAMESS never lowers the symmetry during an optimisation. It is a 
well known fact that sometimes a minimal energy structure differs (a lot) 
from the symmetry you might expect. Isn't it then safer to always do 
unconstrained optimisations, and if you think that the result differs so 
little from a certain symmetry point group, you can always do a 
symmetry-optimisation starting from the geometry with that symmetry, and 
compare energies...

The most important disadvantage is off course that it often takes a lot 
of time to reach a certain symmetry point group, when you start from 
zero-symmery.

Any thoughts on this...

Those interested in a summary of some sort should send me a note, if 
enough interest exists, I send one to CCL.

Thanks,


|-----------------------------------------------------------------------|
|     C-C                       Patrick Bultinck                        |
|    /   \                      Dept. Physical & Inorganic Chemistry    |
| C-O     O-C                   Section Quantum Chemistry               |
| |         |                   University of Ghent                     |
| C-O     O-C                   Krijgslaan 281 (S-3)                    |
|    \   /                      9000 Gent                               |
|     C-C                       Belgium                                 |
|                               Tel. Int'l code/32/9/264.44.44          |
| Macrocycles                   Fax. Int'l code/32/9/264.49.83          |
| Quantum Chemical              E-mail : Patrick.Bultinck@rug.ac.be     |
| Calculations                                                          |     
|-----------------------------------------------------------------------|




From cosgrove@zeneca-ph.co.uk  Tue Apr 26 05:31:43 1994
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From: Dave Cosgrove <cosgrove@zeneca-ph.co.uk>
Date: Tue, 26 Apr 94 09:50:46 GMT
Message-Id: <19412.9404260950@iciukph.zeneca-ph.co.uk>
Received: from zeneca by iciukph.zeneca-ph.co.uk; Tue, 26 Apr 94 09:50:46 GMT
To: chemistry@ccl.net
Subject: PDB formats





Presumably the definitive work on PDB formats is supplied by
Brookhaven.  A copy is in /pub/format.desc.ps at pdb.pdb.bnl.gov.



***     ---  __o       __o       __o       ***
***  ------  \<,       \<,       \<,       ***
*** ----- ( )/ ( )  ( )/ ( )  ( )/ ( )     ***

+++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++
Dave Cosgrove
Zeneca Pharmaceuticals                      ----------------------------------
26T8, Mereside                             |  Tel (0)625 515521               |
Alderley Park                              |  Fax (0)625 586900               |
Macclesfield                               |                                  |
Cheshire                                   |  email cosgrove@zeneca-ph.co.uk  |
SK10 4TG                                    ----------------------------------
Great Britain
+++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++


From dvsg23424@ggr.co.uk  Tue Apr 26 06:31:41 1994
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Date: 26 Apr 94 10:12:00 BST
Subject: CD spectra
To: chemistry@ccl.net


Dear All,
        I am hoping to contact anyone working in the area of circular
dichroism (CD), especially any groups working on the interpretation,
quantification or prediction of the spectra by quantum mechanical methods.

I will summarise for the net if appropriate.

                Darren.


Dr D Green
Glaxo R&D
Ware
Herts.
UK

From moshe_o@VNET.IBM.COM  Tue Apr 26 09:31:41 1994
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Date: Tue, 26 Apr 94 15:28:27 IDT
From: "Moshe Olshansky" <moshe_o@VNET.IBM.COM>
To: chemistry@ccl.net
Subject: Hartree Fock on PC


Dear netters!
We are trying to speed up the computation of 4 centers 2 electron
repulsion integrals by using a new formula.
To test our algorithm (in the future) and to get started beyond
just formulae (in the present) we need a package doing HF computations.
We would like to replace their routines computing the above ERIs by
ours (both to compare speeds and to verify the correctness of our
routines).  To be able to do so we will obviously need the source
code of the original package.
Since only 1.5 to 2 people are working on this subject at our
institution,  it would be very difficult to get even RS/6000 just
for ourselves,  and it is always a problem to get enough disk space
for our purposes (even though we are at IBM).  Moreover,  since this
project is aside from the mainstream of things being done here,  we
won't like to invest too much funds in it (at least at this stage).
So we are thinking of buying a Pentium-based PC (or PS) with a relatively
large disk to be used almost solely for our project.
My question is:  could anybody recommend a decent package doing HF on PC
(as stated earlier,  getting the source code is absolutely a MUST for us)?
As you may guess,  we do not need (and to be honest,  a bit afraid of)
too advanced graphics.
Both public domain and (reasonably priced) commercial packages are O.K.

Thank you very much in advance
Moshe Olshansky
IBM Science & Technology
Haifa,  Israel
<moshe_o@vnet.ibm.com>

From DURRAN@chem.surrey.ac.uk  Tue Apr 26 11:32:27 1994
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To: chemistry@ccl.net
From: Michael <DURRAN@chem.surrey.ac.uk>
Organization: Chemistry Department, Uni of Surrey
Date: Tue, 26 Apr 1994 16:21:50 GMT
Subject: PSI88/Graphics libraries
Priority: normal
X-Mailer: WinPMail v1.0 (R1)


Dear All,

I am trying to compile PSI88 on an SG. But I don't think I have the 
required libraries to plot (GKS? PHIGS?).

I wonder if anybody knows of an FTP site where I can obtain them ?

Thankyou in advance.

Mike.  (DURRAN@CHEM.SURREY.AC.UK)

From jxh@ibm12.biosym.com  Tue Apr 26 12:31:47 1994
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Date: Tue, 26 Apr 1994 09:28:25 -0700
From: jxh@ibm12.biosym.com (Joerg Hill)
Message-Id: <9404261628.AA14526@ibm12.biosym.com>
To: CHEMISTRY@ccl.net
Subject: Re: CCL:Atom-Atom partitioning of El. Energy


Look at "Theory of multicenter partioning of molecular energies", C.S. Ewig,
J. Chem. Phys. 92 (1990), 6620. This paper contains some examples with
standard Pople basis sets.

Joerg-R. Hill

From shepard@dirac.tcg.anl.gov  Tue Apr 26 12:33:01 1994
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Date: Tue, 26 Apr 94 11:21:40 CDT
From: shepard@dirac.tcg.anl.gov (Ron Shepard)
Message-Id: <9404261621.AA16245@dirac.tcg.anl.gov>
To: CHEMISTRY@ccl.net
Subject: CCL:helix dipole
Cc: shepard@tcg.anl.gov


Gregory King (GKING@arserrc.gov) wrote:
>>On Fri, 22 Apr 1994, Srinivasan S. Iyengar wrote:
[...]
>>>  (a) Find the center of mass of all the positive charges.
                  ^^^^^^^^^^^^^^
>>>  (b) Find the center of mass of all the negative charges.
                  ^^^^^^^^^^^^^^
>>>  (c) Find the dipole moment between these two points.
[...]
>As was noted by a previous poster, the definition of the dipole moment vector
>is:
>
>      mu_x = SUM_i q_i * (x_i - x0)
>      mu_y = SUM_i q_i * (y_i - y0)
>      mu_z = SUM_i q_i * (z_i - z0)
>
>where mu_x, mu_y, mu_z are the components of the dipole moment vector mu along
>the x, y, z axes (respectively); q_i is the charge of entity i; x_i, y_i, z_i
>are the cartesian coordinates of entity i; and x0, y0, z0 are the cartesian
>coordinates of a reference point.  For electrically neutral molecules mu is
>independent of the reference point.  Otherwise the molecule's 
>center of mass
 ^^^^^^^^^^^^^^
>is conventionally used as (x0,y0,z0).
[...]

Basically I think what Gregory King said is correct.  I just wanted to
point out that it is "center of charge" and not "center of mass" that
should be used in Iyengar's approach.  I don't know about the
conventional choice of origin for charged molecules; is it center of
charge or center of mass?

$.02 -Ron Shepard

From windus@mercury.chem.nwu.edu  Tue Apr 26 12:34:05 1994
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From: windus@mercury.chem.nwu.edu (Theresa Windus)
Message-Id: <9404261558.AA35877@mercury.chem.nwu.edu>
Subject: Re: CCL:Use of symmetry in optimisations
To: Patrick.Bultinck@rug.ac.be (Patrick Bultinck)
Date: Tue, 26 Apr 1994 10:58:48 -0500 (CDT)
Cc: chemistry@ccl.net
In-Reply-To: <Pine.3.89.9404260926.A2143-0100000@allserv> from "Patrick Bultinck" at Apr 26, 94 09:34:22 am
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In reply to Patrick Bultinck's question about symmetry:
> 
> In section 4 of the GAMESS manual, I find under a title : ***The role of 
> symmetry*** that it is best to use symmetry during an optimisation.
> However GAMESS never lowers the symmetry during an optimisation. It is a 
> well known fact that sometimes a minimal energy structure differs (a lot) 
> from the symmetry you might expect. Isn't it then safer to always do 
> unconstrained optimisations, and if you think that the result differs so 
> little from a certain symmetry point group, you can always do a 
> symmetry-optimisation starting from the geometry with that symmetry, and 
> compare energies...
> 
> The most important disadvantage is off course that it often takes a lot 
> of time to reach a certain symmetry point group, when you start from 
> zero-symmery.
> 
  Several quantum chemistry codes do not lower symmetry during an
optimization.  As a matter of fact, if the gradient does not reflect
the full symmetry of the point group used, there is a symmetrization
problem.
  Concerning using point group symmetry or not:  If a molecule has
a possibility of a higher point group symmetry than C1, it is a
good idea to exploit it.  Integrals, optimizations, etc. can run
faster if the program is able to use symmetry information.  While 
the molecule with symmetry may not be the global minimum on the
surface it is certainly some sort of stationary point on the
surface.  (Note that it might be a transition state or "higher order
transition state".  If the stationary point is a transition state, it
is possible to follow the imaginary frequency leading to a minimum.
You would also have found an important point on the reaction surface!)
  Even if you find a non-symmetric minimum that is lower than the symmetric 
molecule, you are not guaranteed that it is the global minimum.  Only in
fairly small molecules is it "easy" to verify that the global minimum
has been found.
  As was pointed out, it can take time to "find" symmetry if you
don't start out with it.  On the other hand, if you have a symmetric
molecule, it is possible to distort it into lower symmetry and
search for a lower symmetry molecule.  My point is that even if it
is not necessarily the lowest energy isomer on the surface, a
molecule with symmetry may tell you something about the surface and
it is a good starting point.  Of course, "forcing" a molecule into
higher symmetry than is practical is not necessarily a good idea
either.
  Hope this helps,

Theresa Windus
Department of Chemistry        e-mail: windus@chem.nwu.edu
Northwestern University

From stevens@jordan.uchicago.edu  Tue Apr 26 13:31:43 1994
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Date: Tue, 26 Apr 1994 11:39:23 -0500
From: stevens@jordan.uchicago.edu (Jonathan Stevens)
Message-Id: <9404261639.AA17057@jordan.uchicago.edu>
To: CHEMISTRY@ccl.net
Subject: Ab initio calculation of nuclear derivative couplings





 
    Recently, Dr. Pinchas Aped posted an inquiry concerning the
existence of ab initio codes capable of calculating first and second
(nuclear) derivative matrix elements between orthogonal Born-Oppenheimer
wave functions. I, also, would be interested to learn of the existence
of any such codes. At the University of Chicago, Professor Karl Freed,
in colaboration with the experimental research group of Laurie Butler,
has been using ab initio techniques to facilitate the interpretation
of experiments probing non-adiabatic reaction dynamics (see, for example,
Jensen et al. J. Chem. Phys. 98(4) 2882 (1993)). Professor Freed's
research group has discussed plans for the development of techniques
for evaluating nuclear radial derivative couplings using the effective
valence shell Hamiltonian (Hv). As a researcher with Professors Butler
and Freed I would be interested in hearing form anyone involved in
projects concerned with the evaluation of such couplings.
 
                                           With thanks,
 
                                              Jonathan Stevens
 

From jkl@ccl.net  Tue Apr 26 13:33:01 1994
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From: Jan Labanowski <jkl@ccl.net>
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Date: Tue, 26 Apr 1994 12:46:01 -0400
Message-Id: <199404261646.MAA02420@krakow.ccl.net>
To: chemistry@ccl.net
Subject: Doc on finding e-mail addresses of people
Cc: jkl@ccl.net


Dear Netters

As you know, address enquires are strongly discouraged on the list.
To lower the noise/information ratio, I offered my body to help in finding
the email addresses/phones.

However, the question on "How do I find the e-mail address of person XYZ"
is the one I get frequently. I wrote a one-pager on it. Since I am no
guru on this, I would appreciate your additions, comments and experiences,
so I can make this doc better.

Of course, when you look for somebody, you can always ask me, when you lost
hope, but remember that I am only human and have essentially the same
resources as most of you have.

Also, at some point, I will try to make a database of "computational chemists"
(whatever it means), but not this or next month, probably after summer.

The "How to..." doc is available via:
   1) e-mail
      send a message:
        select chemistry
        get info/finding-e-mail-address
        quit
      to MAILSERV@ccl.net

   2) ftp:
      ftp www.ccl.net
      Login: anonymous
      Name: Your_email_address
      ftp> cd /pub/chemistry/info
      ftp> get finding-e-mail-address
      ftp> quit

   3) gopher:
      gopher www.ccl.net 73
        info
          finding-e-mail-address
   4) WWW
      http://ccl.net/~ccl/info.html
         or
      gopher://www.ccl.net:73/00/info/finding-e-mail-address

Jan
--------

Dr. Jan K. Labanowski, Senior Research/Supercomputer Scientist/Specialist, etc.
Ohio Supercomputer Center, 1224 Kinnear Rd, Columbus, OH 43212-1163
ph:(614)-292-9279,  FAX:(614)-292-7168,  E-mail: jkl@ccl.net  JKL@OHSTPY.BITNET


From CULMER@uoft02.utoledo.edu  Tue Apr 26 13:39:36 1994
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Date: Tue, 26 Apr 1994 12:32:25 -0500 (EST)
From: "Chuck Ulmer, D.A.Smith Group" <CULMER@uoft02.utoledo.edu>
Subject: Re: Symmetry
To: chemistry@ccl.net
Cc: Patrick.Bultinck@rug.ac.be
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Patrick Bultinck writes.....
>Netters,
>
>I have just sent a reply to a question concerning the use of a Z-matrix 
>for a calculation on ethylene, using GAMESS (US).
>
>As a direct consequence I rembered something that I am not very 
>comfortable with...
>
>In section 4 of the GAMESS manual, I find under a title : ***The role of 
>symmetry*** that it is best to use symmetry during an optimisation.
>However GAMESS never lowers the symmetry during an optimisation. It is a 
>well known fact that sometimes a minimal energy structure differs (a lot) 
>from the symmetry you might expect. Isn't it then safer to always do 
>unconstrained optimisations, and if you think that the result differs so 
>little from a certain symmetry point group, you can always do a 
>symmetry-optimisation starting from the geometry with that symmetry, and 
>compare energies...
>
>The most important disadvantage is off course that it often takes a lot 
>of time to reach a certain symmetry point group, when you start from 
>zero-symmery.
>
>Any thoughts on this...

  Yes, I would like to see a discussion on this subject opened up.  I would
especially be interested in comments from some of the more experienced 
computation chemists.  Also, those persons who did calculations long enough
ago when the lack of computer power necessitated the use of symmetry could,
I am sure, have some interesting input on this subject.
  Up to this point, I thought that the use of symmetry in calculations was
a big NO-NO because you are arbitrarily constraining the system and "garbage
in is garbage out".  But I just ran across a time when we had to use symmetry:
We are investigating a complexation between a small organic molecule and a
fragment containing several metal centers.  The whole point is to match the
metal orbitals with those calculated for the organic fragment and determine
why one fragment reacts one way and other fragments react anther way.  The
only way that we can make sense out of the orbitals in the organic fragment
is to constrain the system to some point group - must get orbital symmetries.
  So, the questions is:  If this works, is it by some stroke of luck or does
this reaction ONLY occure if the organic fragment (considering free rotation)
reaches d3h symmetry while in the proximity of the metal centers? (I am being
facetious to some degree).
  Don't we, as scientists, have to keep all constraints and limitations of
our model in mind when looking at systems and use our chemical intuition as
a guide?  Isn't the use of symmetry just one more constraint to keep in mind
or does the use of symmetry *invalidate* any scientific findings?  
  Of course, the symmetry argument (to use or not to use) probably goes along
with the "bigger is better" argument and I will probably still stay away
from symmetry as much as possible and run with the largest basis set and
highest level of theory that disk allows, provided OSC permits.

Chuck

--

 Charles W. Ulmer, II
 Graduate Student		Senior Scientist
 D.A.Smith Group       		DASGroup, Inc.
 University of Toledo           3807 Elmhurst Road
 Toledo, OH, 43606              Toledo,  OH  43613
 
 phone: (419)537-4028		culmer@uoft02.utoledo.edu
 fax:   (419)537-4033
                                                                         
  WE ARE PERHAPS NOT FAR REMOVED FROM THE TIME WHEN WE SHALL BE ABLE TO  
  SUBMIT THE BULK OF CHEMICAL PHENOMENA TO CALCULATION.                  
                                                                         
             -- JOSEPH LOUIS GAY-LUSSAC                                  
                MEMOIRES DE LA SOCIETE D'ARCUEIL, 2, 207 (1808)          


From billg@SCGROUP.BARRNET.NET  Tue Apr 26 14:31:55 1994
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From: billg@scg.fai.com (Marketing)
Message-Id: <9404252221.AA00730@scg.scg.fai.com>
To: chemistry@ccl.net
Subject: molecular pseudopotentials


Netters,

We are looking at an excess electron interacting with a large closed-shell
system (e.g., an electron tunneling through a protein).
This becomes a one-electron problem if the closed-shell system
is represented by a pseudopotential.

This is very much like effective core potentials for heavy-atom 
calculations, except here we are interested in molecular systems
and do not use basis sets. Atom-centered potentials where the                   
pseudopotential is local (given simply as a function of R) are
available. However, pi systems are not well represented as a sum
of atom-centered functions ... so how would one go about it?

Perhaps something simple akin to a particle in a box over the
region where the pi cloud resides might do?

Any insight, facts, or opinions will be most appreciated.

I will summarize the responses if there is interest.


-Bill
*********************************************************************
* William A. Glauser, Ph.D.     |    Internet:  billg@scg.fai.com   *
* Computational Chemist         |    Voice:     (610) 436-8125      *
* SuperComputer Group           |    FAX:       (610) 430-1526      *
* Fujitsu America, Inc.         |                                   *
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From psubram@Texaco.COM  Tue Apr 26 15:31:56 1994
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Date: Tue, 26 Apr 94 13:50:49 CDT
From: psubram@Texaco.COM (Palavo Subramanian)
Message-Id: <9404261850.AA09624@Texaco.COM>
To: chemistry@ccl.net
Subject: Hydrate Inhibitor


Hi,
  I am looking at modeling hydrate inhibitors. If any of you has
experience in this could you please contact me via email.  
 These are gas hydrates, I just want some input as to how to go about
modeling hydrate inhibitors.
  Thanks

P.S. Subramanian
psubram@texaco.com

From rgab@purisima.molres.org  Tue Apr 26 15:48:25 1994
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Date: Tue, 26 Apr 94 11:27:44 -0700
From: "R.G.A. Bone" <rgab@purisima.molres.org>
To: chemistry@ccl.net
Subject: symmetry in electronic structure computations


To add a few remarks to Theresa Windus's comments, which are basically
all correct.

It is true that symmetry is handled differently by different programs.

"Gaussian" finds symmetry present in the input nuclear coordinates and
applies it unless you explicitly switch it off.  But geometry optimizations
will typically, irritatingly, quit as soon as a change in point group occurs.

It is actually easier to deal with symmetry in programs like "cadpac" where
you just input the symmetry-unique atoms and/or specify internal coordinates
which are constrained to be related to one another by symmetry.

The gradient of the energy w.r.t. nuclear displacements should transform as
the totally symmetric 'irrep' in whatever point group you happen to be in.
For 'closed-shell' systems (no electronic degeneracies) this means in practice
that 'symmetric' structures are usually stationary points.  The only distortions
to which the energy gradient could be non-zero are totally symmetric.  Thus one
should be cautious with, say, van der Waals clusters, in which a totally-
symmetric distortion which corresponds to dissociation might be favourable if
the high-symmetry structure contains repulsions.

The matter in 'open-shell' systems is more complicated.  Imposing high symmetry
on a Jahn-Teller system, for example, will obviously lead to problems.  
In other systems in which the electronic state does not transform as the totally
symmetric irrep, one should be careful.  

Finally, also in open-shell systems, the use of symmetry in UHF-type 
calculations contains many 'hidden' pitfalls, most of which are documented.
It is critical to examine the wavefunction of whatever state you converge to.
One can carry out the calculation in a symmetric nuclear configuration both
with and without the constraining the symmetry of the wavefunction.  This 
can lead to massive energetic differences, and totally different behaviour
w.r.t. spin-contamination, etc. All results are sensitive to starting guess,
etc., and the "solution" can change during the course of an optimization.
Advice: examine your *whole* computer output very thoroughly!
 
The belief  that 'transition states' are high-symmetry species is all-but
totally dispelled at this time.  Basically, for minima, anything goes, but
there is no guarantee that "nature" favours symmetric structures over their
lower-symmetry counterparts.  (One only has to look at van der Waals molecules
to see evidence of that.)  For transition states, all that the supposedly-useful
symmetry theorems tell you is an upper-limit on the point group symmetry but
even that is almost always a lower symmetry than either of the pertinant minima.
In general, surfaces are sufficiently complicated that transition states end
up having little symmetry at all.  If you somehow converged to one during
a _minimization_ then you either made a shrewd guess or were very lucky.

Finally, there is an unfortunate tendency, which is widespread, to refer to
stationary points at which more than one Hessian eigenvalue is negative as
"higher _order_ saddles". This nomenclature is incorrect.  The 'order' of
a stationary point specifies the lowest non-vanishing term in a locally-
expanded Taylor series.  Thus almost all stationary points that we, as
"chemists" meet, are second-order points, because they have non-vanishing
second derivatives.  Third order points have zero-second derivatives, and
are characterised by cubic terms in the potential, e.g., "monkey-saddles".
As has been discussed many times, these points are extremely rare and, to 
my knowledge, a 'real' one has yet to be conclusively identified on a molecular
PES.  The characterisation of second-order stationary points is achieved by
stating the Hessian "index" - the number of negative eigenvalues.
Thus a transition state has a Hessian index of 1.  Structures with indexes>1
are 'maxima' in a subspace.

The term "rank" also has a distinct meaning - it is the number of non-zero
Hessian eigenvalues - and rarely finds application in chemistry.
All these terms are described more fully in P.G.Mezey's book, "Potential
Energy Hypersurfaces", Elsevier.

This point might seem to be pedantic, but there are a number of terms to be 
used, and each has a specific and DISTINCT meaning: 'order', 'index', 'rank'
and also 'signature'.  (For the meaning of the last of these, see R.F.W. Bader,
"The Theory of Atoms in Molecules", OUP.)

Richard Bone

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

R. G. A. Bone.
Molecular Research Institute,
845 Page Mill Road,
Palo Alto,
CA 94304-1011,
U.S.A.

Tel. +1 (415) 424 9924 x110
FAX  +1 (415) 424 9501

E-mail  rgab@purisima.molres.org


From bewilson@emn.com  Tue Apr 26 16:31:57 1994
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From: bewilson@emn.com (Wilson_Bruce)
Message-Id: <9404261920.AA21701@emngw1.emn.com>
To: chemistry@ccl.net
Subject: Re: Symmetry


Regarding the use of symmetry in quantum calculations.  Most of the
stuff I've looked at never was more than C1 to start with so it's not
been a problem.  By tinkering with the Z-matrix and enforcing certain
types of symmetry (like requiring selected C-H bonds to have the same
length), I've seen between 10 and 300% differences in speed for test
systems I've worked with.  For example, in dimethyl terephthalate, I
can require all of the aromatic C-H bonds to be of the same length,
and I can require certain other bonds (e.g. both carbonyls) to be the
same length.  Any time I'm really interested in the most accurate,
quantitative results, I'll do a symmetry disallowed optimization, or
at least a symmetry disallowed frequency calculation, to see how
far from a true minimum I happen to be.

My opinion (worth what you paid for it ;-) ):  Symmetry can be used
to advantage, particularly less restrictive symmetry than full point
group symmetry, but you take a risk of getting a misleading answer
when you do that.  The classic one (and one that a student of mine
got tripped up on this fall) was keeping the symmetry and getting
a planar biphenyl.  If I'm really concerned, I've been known to run
the starting geometry through a few femtoseconds of dynamics to 
completely ruin any symmetry/stationary points I've happened to 
introduce in constructing the molecule.

		Bruce Wilson (bewilson@emn.com)

From dan@omega.chem.yale.edu  Tue Apr 26 16:35:51 1994
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From: Dan Severance <dan@omega.chem.yale.edu>
Message-Id: <9404262028.AA26826@omega.chem.yale.edu>
Subject: Re: CCL:symmetry in electronic structure computations
To: CHEMISTRY@ccl.net
Date: Tue, 26 Apr 94 16:28:25 EDT
In-Reply-To: <199404261847.OAA12833@www.ccl.net>; from "R.G.A. Bone" at Apr 26, 94 11:27 am
Organization: Laboratory for Computational Chemistry
X-Mailer: ELM [version 2.3 PL11]


   Hi,
      Just a few more remarks regarding Richard Bone's comments:

> "Gaussian" finds symmetry present in the input nuclear coordinates and
> applies it unless you explicitly switch it off.  But geometry optimizations
> will typically, irritatingly, quit as soon as a change in point group occurs.

      If you wish to force the symmetry, this can be averted by using the 
same variable name for the symmetric lengths and angles, thus there is
no possibility of a change in point group.

> The gradient of the energy w.r.t. nuclear displacements should transform as
> the totally symmetric 'irrep' in whatever point group you happen to be in.
>For 'closed-shell' systems (no electronic degeneracies) this means in practice
> that 'symmetric' structures are usually stationary points.  The only 

      There are actually a number of cases where this is indeed not the
  case.  Amides, for instance, tend not to be planar but are slightly
  puckered at the N.  It often doesn't take much energy to force it to
  be planar, but non-planar is the minimum at any levels of theory that
  I've seen.  Also, quite bulky molecules often avoid a symmetric 
  form in favor of spreading out the steric interactions.

      The only way to be sure anything is really a minimum or a
  transition state is to perform a frequency calculation at the end,
  whether or not one uses symmetry in the calculation.  I had started
  the methyl groups in DMA in one orientation and they stayed put, even
  though I did not invoke symmetry.  The frequency calculation showed
  it to be a transition state, and further optimizations using those
  forces lead to the minimum structure.

      The use of symmetry is still quite useful in speeding
  computations, and the freq. calc. will tell you whether you were
  correct or incorrect in assuming the particular level of symmetry.
  (Use individual variables for each bond and angle if you want to
  optimize further, though!)

     Dan Severance  (APLS - Association for Prevention of Long Sigs)
     dan@omega.chem.yale.edu


From burkhart@goodyear.com  Tue Apr 26 16:39:19 1994
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Date: Tue, 26 Apr 94 16:30:59 -0400
From: burkhart@goodyear.com (Craig W. Burkhart)
Message-Id: <9404262030.AA01705@rds325>
To: chemistry@ccl.net
Subject: NEOMIG/PAIMG Joint Meeting Agenda




**********        GENERAL NOTICE      *************

                  MEETING AGENDA

              The First Joint Meeting of
        Northeastern Ohio Modeling Interest Group
                        and
    Pittsburgh Academic and Industrial Modeling Group

                FRIDAY MAY 3, 1994

               The Wick-Pollock Inn
                 Youngstown, Ohio

 9:00 Meeting Registration/Arrival

 9:25 Welcoming Remarks
      Dr. Peter J. Kasvinsky, Dean of Graduate Studies
      Youngstown State University

MORNING SESSION
Richard Ross, PPG Industries, Presiding

 9:30 M. Rush & David Ewing
      John Carroll University
      "An Ab Initio Quantum Chemical Model of the Active Site
       of Hemocyanin"

10:00 Tom Fabish
      Aluminum Corporation of America
      "Initial Molecular Modeling Tests for a Relationship between
       Molecular Compliance and Invoked Biological Response for
       Polychlorinated Biphenyls (PCBs)"

10:30 Charles W. Ulmer, II and Douglas A. Smith
      University of Toledo
      "Theoretical Studies of Substituent Effects on the 
       Pentadienyl Cation Electocyclization"

11:00 Morning Break

11:30 Janet Del Bene
      Youngstown State University
      "An Ab Initio Study of Complexes of HF with the Chloromethanes,
       and Comparison with HCl Chloromethane Complexes"

12:00 Anne Chaka
      Lubrizol Corporation
      "A Quantum Mechanical Study of the Mechanisms for the
       Alkylation of Arylamines"

12:30 - 2:00 LUNCHEON AND POSTER SESSION

POSTER PRESENTATIONS

1.    Genzo Tanaka
      University of Akron
      "Thermal and Mechanical Properties of PVC by
       Molecular Modeling Techniques"

2.    Sergei Chvalun, Muhammad Ishaq and John Blackwell
      Case Western Reserve University
      "Structure of Thermotropic Polyesters with
       Phenyl and Thio-Phenyl Side Chains"

3.    Samir Kudchadkar and J.M. Wiest
      Purdue University
      "Molecular Dynamics of the Glass-Former ortho-Terphenyl"

4.    L. Rendek and David Ewing
      John Carroll University
      "Semi-Empirical Quantum Chemical Studies of Hydrogen
       Transfer Reactions of Hydrocarbons"

5.    C.E. Wozny, Bobby Sumpter and Donald Noid
      Oak Ridge National Laboratory
      "Novel Methods for Spectral Analysis of Polymers"


AFTERNOON SESSION.
Craig Burkhart, Goodyear Research, Presiding

 2:00 Bobby Sumpter, Donald Noid and Andrei Gakh
      Oak Ridge National Laboratory
      "A Computational Paradigm for Predicting Materials Properties"

 2:30 Beverly Bendiksen
      Calgon Corporation
      "Calcium Carbonate Inhibitor Design - Approach and Methods"

 3:00 Donald H. Napper
      University of Sydney
      "Modelling Free Radical Entry into Latex Particles in
       Emulsion Polymerization"

 3:30 Donald Noid & Bobby Sumpter
      Oak Ridge National Laboratory,
      "Computational Simulations of Polymeric Materials"

 4:00 Afternoon Break
  
 4:30 Wayne L. Mattice
      University of Akron
      "Local Dynamics in Amorphous Polybutadienes"

 5:00 Lynn Brower
      MasterBuilders
      "Molecular Modeling for Industrial Materials Product
       Development - Starting Up"

 5:30 Rick Ross
      PPG Industries
      "Molecular Mechanics and Dynamics Studies in
       Research at PPG Industries"

*************


--------------------------------------------------------------------------
Craig W. Burkhart, Ph.D.                   Senior Research Chemist 
E-mail: cburkhart@goodyear.com             The Goodyear Tire & Rubber Co.
Fone:   216.796.3163                       Research Center
Fax:    216.796.3304                       142 Goodyear Boulevard
					   Akron, OH   44305
--------------------------------------------------------------------------
For a successful technology, reality must take precedence over
public relations, for Nature cannot be fooled - Feynman
--------------------------------------------------------------------------


From U13145@UICVM.CC.UIC.EDU  Tue Apr 26 20:31:46 1994
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Date: Tue, 26 Apr 1994 17:54:18 -0500 (CDT)
From: U13145%UICVM.BITNET@phem3.acs.ohio-state.edu
Subject: Csp3-NH-Csp3 crystal bond angle value
To: CHEMISTRY@ccl.net
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Content-transfer-encoding: 7BIT


I am looking for any references that contain crystal structural
information of small compounds containing a Csp3-NH-Csp3 bond angle.
I have already calculated a theoretical value for this angle using
dimethylamine and employing both MOPAC and AM1 but would like to
compare this with an X-ray crystal structure value.  Any help would
be appreciated.                             Thank You
                                            John S. Tokarski
                                            u13145@uicvm.uic.edu
 

From dlim@minerva.cis.yale.edu  Tue Apr 26 22:31:48 1994
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From: dlim@minerva.cis.yale.edu (Dongchul Lim)
Message-Id: <9404270155.AA11655@minerva.cis.yale.edu>
Subject: calculation of atomic charges
To: chemistry@ccl.net
Date: Tue, 26 Apr 1994 21:54:51 -0400 (EDT)
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Are there Q&D (=quick and dirty) methods to estimate
atomic charges for given molecular coordinates?
-D. Lim, Chemistry Dept., Yale Univ. (dlim@minerva.cis.yale.edu)


