From smori@utsc.s.u-tokyo.ac.jp  Wed Jun 12 03:53:34 1996
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Date: Wed, 12 Jun 1996 16:28:29 +0900 (JST)
From: Seiji Mori <smori@utsc.s.u-tokyo.ac.jp>
Message-Id: <199606120728.QAA10084@utsc.s.u-tokyo.ac.jp>
To: chemistry@www.ccl.net
Subject:  First summary of plotting Laplacian



 Dear netters,

 Yesterday I posted a question about plotting contour
of Laplacian of charge density.
Today I have many responses.
 Now I feel that gnuplot program is free and use easily.
That is easy to download from  the famous FTP site.
 At first,I will try to use gnuplot program.

 I heard from  Fernando Martin ,Prof.Bader's coworker,  that 
Prof.Bader's group member uses  Zeta plotters 
such as such as
data-Explorer (IBM), info-Explorer , Irix-Explorer (SGI)
, however, this costs high ($2000).

I would like to convert from output to some graphical 
softwares in thw workstations and Mac, then save as 
TIFF, PICT, GIF images or scan the printted image with the 
scanner to store the Macintosh files.
Macintosh plotter is the best for me.
 I think that MORPHY program is also 
useful program as the information from Ian Bytheway

If you have any idea ,would you tell me?
 
I also thank for the help of the other netters.
This is a summary but I would like to continue this issue.
If you give more detail,please send me your mail.

Best wishes.

 Seiji Mori


>From ANDRUNIO@Trurl.ch.uj.edu.pl Tue Jun 11 09:41 EDT 1996
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    11 Jun 96 15:39:17 GMT+2
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From: "Tadeusz Andruniow" <ANDRUNIO@Trurl.ch.uj.edu.pl>
Organization:  Faculty of Chemistry, UJ
To: chemistry@www.ccl.net
Date:          Tue, 11 Jun 1996 15:39:04 MET+2
Subject:       g94
Priority: normal
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Dear Netters,
 I have a big problems with Gaussian 94, which is installed on
Exemplar SPP-1200 in our Computer Centre.
I tried to calculate CASSCF for ethylen in a big basis set 
(AUG-cc-pVQZ) and turned up an error:
"signal 11: segmentation violation".
I calculated earlier the same task in different basis sets and
occured that in all basis sets jobs were succesful exept basis sets:
cc-pVDZ, cc-pVTZ, cc-pVQZ and cc-pV5Z.
In all failed jobs, which  used basis sets mentioned above (cc-...),
I got the very strange message :
" Unable to project orbital [...] (and here was the number of orbital
depended on what basis sets I used, for example in AUG-cc-pVQZ there
was 336)". Afterwards the message "Signal 11: segmentation violation".
I should be very grateful if you send me any information
about this problem.
                            Tadeusz Andruniow
                            
Below there are last lines of output.  
-----------------------------------------------------------------------------------
HP-UX anna A.09.03 U 9000/735 65637 unlimited-user license

 The smallest eigenvalue of the overlap matrix is  2.525D-06
 Projected INDO Guess.
 PAIRS OF ALPHA ORBITALS SWITCHED:
    9   8
 Unable to project orbital 336.


...

          Truncation Level=               99999
          a=  1          b=  0          c=  1
          a=N/2 - s   b=2s   c=n- (a+b)
          no. active orbitals (n)  2
          no. active ELECTRONS (N)=  2
          BOTTOM WEIGHT=  2     TOP WEIGHT=  4
          PRIMARY BASIS FUNCTION=  1  1
                   2                    SYMMETRY TYPE  = 0
                        1
                        2
                   3                    SYMMETRY TYPE  = 0
                        2
                        2
          NO OF BASIS FUNCTIONS =         3 NO TO BE DELETED =    0
 CI Matrix Elements calculated here
          NO. OF CONFIGURATIONS IN REFERENCE SPACE =    1
                                   SECONDARY SPACE =    3
                                   TERTIARY SPACE =    3
          NO. OF ORBITALS =    2
          NO. OF ELECTRONS =    2
          NO. OF WEIGHTS =    3
          REFERENCE STATE CONFIGURATIONS ARE:     0
          NO. OF CORE ORBITALS =    0
          OPTION:  NON-DIAGONAL HOLE LINE INTERACTIONS INCLUDED
 Len28=          81 LenMCI=          62.
 ENTER MCSCF PROGRAM
 NO. OF ORBITALS =344     NO. OF CORE-ORBITALS =  7
 NO. OF VALENCE-ORBITALS =  2      NO. OF VIRTUAL-ORBITALS =335
 USED ACCURACY IN CHECKING CONVEGERGENCE =  1.00D-05

 Signal 11: segmentation violation

PROCEDURE TRACEBACK:


 Signal 11: segmentation violation


>From owner-chemistry@ccl.net Thu Jun  6 08:43 EDT 1996
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Date: Thu, 6 Jun 1996 08:25:07 -0400 (EDT)
From: "Stephen R. Heller" <srheller@origin.gig.usda.gov>
To: jcicshelp <chemed-l@uwf.cc.uwf.edu>, chemistry@ccl.net,
        chminf-l@iubvm.ucs.indiana.edu, orgchem@extreme.chem.rpi.edu
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6 June, 1996

Subject:  Computer Software for Review

     As the Software Review Editor for the ACS Journal of
Chemical Information and Computer Science (JCICS) I often get
software for review in the journal.   I have three (3) new
software products.  I am looking for people who are willing to
review these software products.  In return for the review which
is published in JCICS you get to keep the software or database. 
The review should be completed in 1-3 months.  The length of the
review is 4-10 double spaced typed pages.  Sample reviews can be
found in most of the recent issues of JCICS.

     Please try to give me some (short) reason to choose you over
another person. 

     I have tried this approach for about the past four years and
it is working reasonably well. (REMINDER: For those who haven't
finished your reviews of software sent months and months ago,
this last sentence does not apply to you!)  As a result, I am
continuing this new method to find reviewers using this e-
mail/user group system.  I reserve the right to abandon this if
it is a problem, or inappropriate.  I will not notify people if I
have found a reviewer.  If you don't hear from me within a few
days I have chosen someone else to review the particular package.

     As I get many, many, (too many) replies to this message,
please do not respond after 8 June 1996 (Saturday), as I am sure
the software will be gone by then.

     I can be reached on Internet (SRHELLER@GIG.USDA.GOV).

     PLEASE BE SURE TO INCLUDE AN STREET ADDRESS, PHONE, and FAX
NUMBER!!!  (I send the software by Federal Express.)  Without
this information I WILL NOT consider your request.


     Steve Heller


The packages I now have are:


1. ProCite for Windows 3.1 from PBS in Ann Arbor MI.

2. End Note2 Plus for Windows 3.1.

3. ASAP WordPower 1.0 for preparation of reports, handouts, and
presentations. Runs under either Windows 3.1 or Windows95.



Steve Heller, USDA, ARS, Plant Genome Project
Bldg. 005, Room 337
Beltsville, MD 20705-2350 USA
Phone: 301-504-6055   FAX: 301-504-6231
E-mail:  srheller@gig.usda.gov
WWW:     www.hellers.com/~steve



>From regina@lioness.cm.utexas.edu Fri Jun  7 12:27 EDT 1996
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From: regina@lioness.cm.utexas.edu (Regina Monaco)
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To: CHEMISTRY@www.ccl.net
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Status: RO



Could someone repost the address of the Drug/DNA remailer?
My computer went down for 10 days and evidentally I was
removed from the list - and have no record of its address.
Thanks in advance.

Regina Monaco



>From creyes@cgl.ucsf.EDU Tue Jun 11 14:27 EDT 1996
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From: <creyes@cgl.ucsf.EDU>
Date: Tue, 11 Jun 1996 11:27:10 -0700 (PDT)
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Status: R



Does anybody have van der Waals parameters, R* and Epsilon, for
Nickel(II), Copper(II), Cobalt(II)?

Thanks,
Carolina Reyes
Pharmaceutical Chemistry
University of California San Francisco
creyes@cgl.ucsf.edu


From gerwens@mbox.theochem.uni-hannover.de  Wed Jun 12 05:53:36 1996
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Subject: Summary: Smallest rectangular Box
To: chemistry@www.ccl.net (CCL CCL)
Date: Wed, 12 Jun 1996 11:28:55 +0200 (MET DST)
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 > Dear CCL'ers,
 > I've got the problem to find the smallest possible rectangular Box
 > around a set of points (atoms) in space. Any suggestions or ideas
 > are wellcome. I'll summerize the results.
 > 
 > Heiko Gerwens



##########################################################################
##########################################################################

I'd try this, and be prepared to be wrong.  First off, simply do the
usual inertial frame transformation on the points, ie:

	1) Translate the points so their center of gravity coincides
	with the origin.

	2) Rotate the points around the origin to align the inertial
	frame of the points.

Now, minimize the volume of the axis aligned parallelpiped containing
the points while rotating the points about the origin.  Ie, minimize

	V = (max(x_i)-min(x_i))*(max(y_i)-min(y_i))*(max(z_i)-min(z_i))

It's possible that the inertial alignment will be the minimum.

Finally, project the parallelpiped back into the original coordinate
system. 

-- rec -- Return-Path: <critchlr@pleiades.chiron.com>

##########################################################################
##########################################################################


One approach is to do eigen analysis on the X'X matrix - the three eigen-
vectors are the major axes of 'an' enclosing box - for a flat or a long
molecule, this would be close to the smallest - for other shapes, it is
necessary to either systematically rotate the box from the starting position,
or use some optimization scheme (maybe GA?) to find the smallest enclosing
box.  There may be some way to take advantage of the molecule as a tree -
I'm not sure...

Return-Path: <DOUGH@mdli.com>

##########################################################################
##########################################################################

	Assign unit mass to the points, and find the xyz-s that diagonlize the
"momnet-of-inertia" tensor.  the extrema should define the box you are looking
for.  If you need to preserve the original coordinates, save the transformation
and apply its inverse.

++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++
                           FREDERIC A. VAN-CATLEDGE

Scientific Computing Division         ||   Office: (302) 695-1187 or 529-2076
Central Research & Development Dept.  ||          
The DuPont Company                    ||      FAX: (302) 695-9658
P. O. Box 80320                       ||
Wilmington DE 19880-0320              || Internet: fredvc@esvax.dnet.dupont.com 
--------------------------------------------------------------------------------
Opinions expressed in this electronic message should ***> NOT <*** be taken to 
represent the official position(s) of the DuPont Company.  

*****> ANY OPINIONS EXPRESSED ARE THE PERSONAL VIEWS OF THE AUTHOR ONLY. <*****
++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++



##########################################################################
##########################################################################


1) Transfrom your molecule into the principal axis coordinate system (i.e.,
the system in which the moment of inertia is diagonal)
2) Maximal and minimal values of atomic X, Y and Z should in principle
define the smallest rectangular box

Hope that helps,

Robert Fraczkiewicz
University of Texas Medical Branch
Return-Path: <robert@PAULI.utmb.edu>







From owner-chemistry@ccl.net  Wed Jun 12 12:53:40 1996
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From: hassan@infolink.net.pk (hassan iqbal)


I WANT TO HAVE THE INFORMATION ABOUT THE FOLLOWINF FACILITY.


THANKS.

HASSAN IQBAL.
hassan@infolink.net.pk



From mzim@mvax.cc.conncoll.edu  Wed Jun 12 13:44:45 1996
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Date: Wed, 12 Jun 1996 11:02:00 -0400 (EDT)
From: Marc Zimmer <mzim@mvax.cc.conncoll.edu>
Subject: intermolecular distance in rasmol
To: chemistry@www.ccl.net
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Hi 


	I am using rasmol for the first time and would like to find the 
intermolecular distance between two residues. This seems fairly trivial 
yet I can't find out how to do it from the help manuals. If you know the 
solution, Please e-mail me directly as I am sure there is not much 
interest in the answer.

Thanks

Marc Zimmer

From akinaga@qcl.t.u-tokyo.ac.jp  Wed Jun 12 13:53:41 1996
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To: chemistry@www.ccl.net
Subject: CCL:f polarization for Pt?
Date: Wed, 12 Jun 1996 22:01:32 +0900
From: AKINAGA Yoshinobu <akinaga@qcl.t.u-tokyo.ac.jp>


Dear Netter

 I am calculating reaction of methane on 
Pt surface, and I want to use f polarization 
basis functions for Pt atoms, but I don't know
the details(exponents,etc.) Does anyone know?
Any references are welcome.

Thanks

Yoshinobu AKINAGA
Graduate school
Department of Engeneering
University of Tokyo
Hongo 7-3-1, Bunkyo-ku, Tokyo 113, JAPAN
E-mail:akinaga@qcl.t.u-tokyo.ac.jp

From csonka@brown.incm.u-nancy.fr  Wed Jun 12 14:05:45 1996
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From: "Csonka Gabor" <csonka@brown.incm.u-nancy.fr>
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Date: Wed, 12 Jun 1996 15:35:11 -0400
In-Reply-To: Seiji Mori <smori@utsc.s.u-tokyo.ac.jp>
        "CCL:Contour map of Laplacian of raw" (Jun 11,  7:18pm)
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Subject: Re: CCL:Contour map of Laplacian of raw
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Dear Seiji Mori,

we have recently developed a a contour surface drawing software package, which
works with Explorer.
We published it at ECCC2. Now it is available at:

http://www.ch.bme.hu/inc/ECCC2/paper5/lapl.html

The idea was developed further.

Sincerely,


-- 

 Gabor I. Csonka	   e-mail: csonka@web.inc.bme.hu
 Lab.Chimie Theorique      Universite Henri Poincare
 B.P. 239                  54506 Vandoeuvre-les-Nancy FRANCE
 tel: +33-83.91.25.29      fax: +33-83.91.25.30
 http://www.ch.bme.hu/inc/csg.html

From mikha001@maroon.tc.umn.edu  Wed Jun 12 14:05:59 1996
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Date: Wed, 12 Jun 1996 12:23:04 -0500 (CDT)
From: Dmitri V Mikhailov <mikha001@maroon.tc.umn.edu>
To: glycosci@net.bio.net
cc: chemistry@www.ccl.net
Subject: sulfate parameters
Message-ID: <Pine.SOL.3.91.960612114138.14529B-100000@maroon.tc.umn.edu>
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Greetings everyone,
We are looking for sulfate parameters for AMBER ff 
to model sulfated carbohydrates.
Any references will be greatly appreciated.
Regards,

Dmitri Mikhailov

*****************************************************
Univ. of Minnesota Medical School
Department of Biochemistry
Box 609, 420 Delaware St. SE
Minneapolis MN 55455

tel. (612) 624-7107
fax. (612) 626-2325
e-mail: mikha001@maroon.tc.umn.edu
*****************************************************



From owner-chemistry@ccl.net  Wed Jun 12 14:17:45 1996
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Subject: Summary: Smallest rectangular Box
To: chemistry@ccl.net
Date: Wed, 12 Jun 1996 13:59:46 +0200 (MET DST)
From: Friedrich Ackermann <friedric@TechFak.Uni-Bielefeld.DE>
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Hi,

sorry that I didn't answer the  first time,  but  I am nearly sure
that the posted answers  concerning the question  how to determine
the smallest rectangular  box  containing a  set  of 3D points are
w r o n g.  E.g. it is obvious that the suggested "principal axis"
algorithms can not work,  because the  principal axis are affected
also by "interior"  points  that don't affect the correct position
of the rectangular box searched for (only points at the "boundary"
are important for this box).
I'm no expert, but I would have a look at a book like
	@book{prepa85,
	author = {Preparata, F. P. and Shamos, M. I.},
	title = {Computational Geometry. {A}n Introduction},
	publisher = {New York: Springer},
	year = {1985}
	}
to get an idea of  a correct answer.   I  think  the  faces of the
rectangular  box  are  related to the faces of the boundary of the
convex hull of the point set.

Hope that helps,

	Friedrich Ackermann


-------------------------------------------
Friedrich Ackermann
Applied Computer Science
Bielefeld University
P.O. 100131
D-33501 Bielefeld
Phone: +49 521 106 2938 (2935)
Fax: +49 521 106 2992
email: friedric@techfak.uni-bielefeld.de
http://www.TechFak.Uni-Bielefeld.DE/techfak/persons/friedric/
-------------------------------------------


From ncapron@ccr.jussieu.fr  Wed Jun 12 14:23:35 1996
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From: ncapron@ccr.jussieu.fr (Nathalie CAPRON)
Message-Id: <199606121059.MAA137650@moka.ccr.jussieu.fr>
To: chemistry@www.ccl.net
Subject: CCL : Summary for beta-tin 



Dear all,

Two weeks ago, I asked a question about beta-tin structure
I send you the answers I get
I am very grateful to these two persons who greatly helped me.


QUESTION :
> Subject: CCL:beta-tin structure
>  Dear All,
>  I should need more information about a crystallographic structure
>  It must be something very easy for a cristallographer but I have some
>  trouble with the beta tin structure. Indeed, I saw it is tetragonal
>  with a certain value of the ratio c/a, in the case of Sn.
>  But if this structure is applied to pure silicon do we have still
>  this structrure or does it become body-centered tetragonal ?
>  In one word : which is  the beta tin structure for the silicon ?
>  Thanks for all your responses
>
>  Nathalie Capron
>  Laboratoire de Chimie Physique
>  11, rue Pierre et Marie Curie
>  75005 Paris
>  France
>  ncapron@ccr.jussieu.fr

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

ANSWER 1 :

Dear Nathalie,

if such a silicon polimorph exists, it will have exactly the same space group
of beta-tin and, as a consequence, the same set of atomic positions. The values
of the coordinates fixed by symmetry will be exactly the same, but the cell
parameters, c/a ratio and symmetry free coordinates (if any) will be adapted to
the new compound.
You can look for the beta-tin structure in the A.F. Wells book:
"structural inorganic chemistry", Clarendon Press ed.
or in the literature...

I hope this will help you,

			Gabriele

--------------------------------------------------------------------------
Dr.  Gabriele VALERIO
Institut Francais du Petrole
Division Informatique et Mathematiques Appliquees (RA60)
Groupe de Modelisation Moleculaire

1 et 4 Avenue de Bois Preau
BP 311 92506 Rueil-Malmaison Cedex France

TEL. 33-1-47.52.68.97
Fax: 33-1-47.52.70.22
E-mail:  gabriele.valerio@ifp.fr
--------------------------------------------------------------------------


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

ANSWER 2 :


Hi Nathalie, for the beta tin structure of silicon you can see
for instance :

	J.Z. Hu et al., Phys.Rev. B 34, 4679(1986)
	R.J. Needs et al., Phys.Rev. B 30, 5390(1984)
Good luck, 
-- 
                        Leonardo De Maria                  
          SISSA                  |      Universita di Trieste 
    Scuola Internazionale        |   Dipartimento di Fisica Teorica 
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   via Beirut 2-4, Grignano      |       Miramare-Grignano
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e-mail:demaria@neumann.sissa.it  | e-mail : demaria@vstst0.ts.infn.it



From ibrahim@kimia.um.edu.my  Wed Jun 12 14:53:42 1996
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Date: Wed, 12 Jun 1996 19:29:00 +0800 (MYT)
From: "Dr. Ibrahim Noorbatcha" <ibrahim@kimia.kimia.um.edu.my>
To: CHEMISTRY@www.ccl.net
Subject: CCL:M: C.I. calculations
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Dear CCLer's,

Recently I tried C.I. calculations using MOPAC for H2 
molecule.(yes, I do not know about any other simpler neutral molecule). I 
got the following results for Delta_H (kcal/mol), using the key words 
PM3 C.I.=? NOANCI ROOT=1 SINGLET ....

  PM3            -13.39
       C.I.=2    -15.98
       C.I.=3    -22.45
       C.I.=4    -19.31
       C.I.=5    -19.31
My understanding is that if more orbitals of appropriate type are 
included then the energy should improve. I can understand why there 
is an increase in the |Delta_H|. But I don't know why the value decreases 
after
C.I.=3.  I hope there is a simple explanation other than to suggest not 
to do C.I. calculations with semi-empirical approx. I never thought that 
simple H2 molecule would give me so much of trouble.  Can any body out 
there through some light on this?. 

Thanks
Ibrahim
 
============================================================================

     Dr. Ibrahim Noorbatcha         Email: ibrahim@kimia.um.edu.my
     Department of Chemistry        Phone: 603-759-4260
     Universiti Malaya              Fax  : 603-759-4193
     59100 Kuala Lumpur
     Malaysia
 
=============================================================================


From hebant@ext.jussieu.fr  Wed Jun 12 15:06:59 1996
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Date: Wed, 12 Jun 1996 14:20:23 +0100
To: CHEMISTRY@www.ccl.net
From: hebant@ext.jussieu.fr (Pascal HEBANT)
Subject: NMR shielding calculations- Summary
Cc: grzesb@asp.biogeo.uw.edu.pl


Dear CCLers,

I've posted the following the question :

>I am performing NMR shielding calculations (of 7Li) but it seems to me
>that the results are very dependant of the molecular geometry and that a
>small change in the structure induces important changes for the chemical
>shift.
>
>Have you more informations about this assumption?
>More generally, what is the accuracy of such calculations?
>


Here are the messages I received on the topic :

----------------------------------------------------

A tutorial/review on this topic entitled "The Ab Initio Computation of Nuclear
Magnetic Resonance Chemical Shielding" by D.B. Chesnut can be found in Reviews
in Computational Chemistry, Volume 8, VCH Publishers, 1996, Chapter 5. It
addresses the issue you raised.

Kenny Lipkowitz   <lipkowitz@chem.iupui.edu>

----------------------------------------------------


Pascal,
 Since the experimental NMR shielding tensor as expressed as a chemical
shift is quite sensitive to geometries and even conformations (hence its
utility as a diagnostic) the calculated is also dependant upon these
influences. I expect vacume calculated NMR chemical shifts to be within 5
% of experimentallly obtained chemicals shifts from solid or liquid phase
experiments for normal basis sets. In many cases one obtains considerably
better agreement than this with values coming within 2 or 3 %. See the
references here for examples and the references therein for background
and further examples.

1. Journal of Chemical Physics. 104 (14), 8 April 1996.

2. International Journal of Quantum Chemistry, Vol. 57, 199-205 (1996)

  Thank-you
  Robert A. Kirby
  BioChem Therapeutiques Inc.
  275 Armand-Frappier Blvd.
  Laval, Quebec,
  H7V 4A7
  #514-978-7914
  fax 514-978-7777
  kirbyr@biochem-pharma.com

----------------------------------------------------


Hi!

I saw your note on CCL, but wasn't quite sure if I had anything
significant to contribute with. However, I guess that although the
Bochum group has been investigating Li-compounds more than we have,
they haven't looked too much into the geometry dependence (apart from
a paper in which distinct conformers where distinguished by quantum
chemical means).

We did some work on C2H3Li a while ago (CPL 226, 1 (1994)), but there
our goal was both the shieldings and spin-spin couplings. In general:
As all shieldings also 7Li are dependent on geometry. The
problem with Li-compounds is that whereas you normally can use an MP2
geometry optimization as a starting point, this might not be
adequate for Li-compounds due the often very weak and long
bonds. Experimental geometries are often troubled by the very
large geometrical changes of Li-compounds in solvents (and it often
polymerizes as well), making such geometries difficult to use.

Thus, as I do not know the purpose of your investigation, it is
difficult to make any clearcut recommendations. If purely theoretical,
I would have done everything consistently, that is, optimize the
geometry at the same level of theory as you calculate the
shieldings. If comparison with experiment is the goal, use
experimental geometries where available, although I haven't, sitting
here thinking it through, decided quite what to do if the experiment
has been performed in  solvent. I dielectric continuum model might not
be appropriate in such cases.

Being a purist, I would go for internal consistency in the
calculation (geometries and shieldings), but it is quite noteworthy
that it actually was the shieldings that destroyed our spectrum the
most compared to experiment  in the CPL paper and not the spin-spin
couplings as you would normally expect.


It might be an idea to hear with Dr. Ulrich Fleischer or
Prof. W.Kutzelnigg as well for some recommendations for prefered
geometries.


Good luck!

Kenneth
_______________________________________________________________________________
Kenneth Ruud, Ph.d.-student in Chemical Physics at the Department of Chemistry,
University of Oslo, Norway.         E-mail: kenneth@dalton.uio.no

I don't know what the computer language of the year 2000 will look like, but
I know it will be called FORTRAN.
_______________________________________________________________________________

----------------------------------------------------

Hi Pascal,

there was a very similar question recently in the CCL, about the use of
experimental vs. optimized geometries. So you might wish to search the CCL
archives.
About the sensitivity to the geometries: Yes, NMR shieldings are VERY
sensitive to the geometries. In fact, I think that is part of why
experimentalists
like the method. I have seen something on shielding gradients recently in
some review (the shielding gradient would be the geometry dependency taken
in a quantitative manner). I can't exactly remember wish review it was,
it might be in one of the annual reviews by C. Jameson, in Annual Reports
on NMR Spectroscopy. Jameson has another review in Chem Rev 1991, 91, 1375
that contains, among other things, the temperature dependence of the (measured)
shift/shielding. This temperature dependence is likely also due to the change
of equilibrium geometry with T, at least to a large degree.


> More generally, what is the accuracy of such calculations?

This is indeed a VERY general question. The answer depends on what you are
really
doing. E.g., if you have one of the highly correlated methods, e.g. MPn or
Coupled Cluster
(the latter by Gauss et al.), then you get quantitative results with large
enough
basis sets. Else you might miss some correlation effects. Further, as mentioned,
you need a good basis set, otherwise this gives you also an error. Finally,
what you are probably calculating is the zero-pressure, zero-density limit of a
gas-phase experiment. The experiment you are comparing to is likely done
under finite
pressures and temperatures, and in a condensed phase: all this can give
considerable
shifts.
See one of the various reviews for more details on all of this.

Yours, Georg
--
==============================================================================
Georg Schreckenbach                      Tel: (Canada)-403-220 8204
Department of Chemistry                  FAX: (Canada)-403-289 9488
University of Calgary                    Email: schrecke@zinc.chem.ucalgary.ca
2500 University Drive N.W.,  Calgary,  Alberta,  Canada,  T2N 1N4
==============================================================================
----------------------------------------------------

Yes shielding is dependent on bond length. Use an optimised structure for
gaseous molecules, experimental for solids. Take particular care if the bond
length you are using is less than the equilibrium value and the molecule does
not approach the combined atom smoothly. If there is a crossing of the ground
and a repulsive state, the shielding values can go to very large positive and
negative numbers.Shielding is also very dependent on basis set and gauge origin.
Chemical shifts or relative shieldings are generally less sensitive.
Cynthia Jameson and co-workers have done a lot of work on nmr shielding surfaces
that is the change of shielding with geometry.
Elaine A. Moore
e.a.moore@open.ac.uk
----------------------------------------------------


Many thanks to all.


Pascal





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Laboratoire d'Electrochimie et de Chimie Analytique
Ecole Nationale Superieure de Chimie de Paris
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