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Date: Tue, 23 Feb 1999 06:09:21 +0100
From: "Dr. Shu-Kun Lin" <lin@mdpi.org>
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It will be a very useful service of  indexing with the inclusion
of e-mails, websites, as well as tel. and fax numbers, etc. to
the author's self made abstracts at http://reprints.net server.
Anyone interested in this project please contact me. I need
someone to help me or to work on it or agree to serve as
a mirror site.

Two years ago, I suggested that CAS added  authors' e-mail
addresses, if available in the original publications, to the
chemical abstracts. To include e-mails will be of great help
for readers to request for reprints and to for other convenient
contacts with the authors.

Looking forward to your replies.

--
Dr. Shu-Kun Lin
MDPI, Saengergasse 25, CH-4054 Basel, Switzerland
Tel. +41 79 322 3379, Fax +41 61 302 8918
E-mail: lin@mdpi.org URL: http://mdpi.org/lin/



From chemistry-request@www.ccl.net  Tue Feb 23 00:25:11 1999
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Date: Tue, 23 Feb 1999 07:25:10 +0200
From: Maija Lahtela <mlahtela@csc.fi>
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Dear CCLers,

Approximately a week ago I send an inquire about NBO (Natural Bond
Orbital) analysis within Gaussian98 having warning messages. 
 
WARNING:  1 low occupancy (<1.9990e) core orbital  found on  P 3
           1 low occupancy (<1.9990e) core orbital  found on  C 5

 WARNING:  Population inversion found on atom  P 3
           Population inversion found on atom  O 4
           Population inversion found on atom  C 5
           Population inversion found on atom  C 6
           Population inversion found on atom  C 7
           Population inversion found on atom  C 8
           Population inversion found on atom  C 9
           Population inversion found on atom  C10
           Population inversion found on atom  O11
           Population inversion found on atom  S13

Thank you all for you help.

I was asked to summarize this so here all all the answers that I got from
you.

&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&
Hi!

        I cannot say much about the warnings you get from G98 in the
output.
But if it's not normal, it might be caused by the bug in NBO link (l607)
which was confirmed to us by Doug Fox three months ago.  Unusually, the
bug
appeared only under Linux.  If your G98 works under Linux, and if you
purcha-
sed G98 more than 3 months ago, you should consider this possibility too.

        If you have an access to G98 (or G94) on different platforms and
if 
you get the same output everywhere, it's probably not related to the bug. 
Otherwise, let me know and I'll send you the copy of my correspondence
with
Doug Fox which also includes the fix for the bug.

                Sincerely,


                   Darko Babic
&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&

Those WARNINGs are quiet usual. When NBO program prints Natural Atomic
Orbitals
(1s, 2s, 3s etc. ),it does on the basis of the energy order or on the
basis of occupancy. The
WARNING message "Population inversion" comes when, the orbital occupancies
and energy ordering don't match or don't coincide. suppose, for example
when one of 3d orbital lies below in energy, but it's population
(occupancy) is lower than 4s or any of 4p orbitals, then population
inversion occurs and should print warning massage.

For core (NAO treated as unhybridized single center core NBO) orbitals,
which in formal Lewis sense should be filled by 2 electrons. Sometimes due to
unphysical mixing of core and valence lone pairs, the core occupancy goes
below the threshold <1.9990e) and should print worning massage

However, your NBO analysis should be ok.

Cheers.

Jamal

&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&

I'm quite new to this area but as i heard, an occupancy
above 1.99 should refer to a core orbital. Your ones are
probably  a bit lower than the usual ones (i have no 
experience in it) but i think they might be correct.
     However, if you calculate those occupancies to
determine which orbitals to use in a multi-reference
calculation, they might not be reliable: that is what the 
warning is for (in the non-dynamic correlation, those
determinants/configurations will dominate that have
orbitals with low occupancies, thus the outer ones).
     I have no idea about the warning "population
inversion"... 
     Since i'm a beginner to this topic, i'd like to ask 
you to summarize to the list.

Best regards,
Tamas Karpati

&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&

Such warnings can usually be ignored.

> WARNING:  1 low occupancy (<1.9990e) core orbital  found on  P 3
>           1 low occupancy (<1.9990e) core orbital  found on  C 5

In the first case NBO has calculated a couple core orbitals with
occupancies slightly lower than threshold.  The occupancies reflect
delocalizing interactions of the two core orbitals with nearby acceptor
functions.  But the strengths of these interactions are likely so weak
that they can be neglected.

Examine the perturbative analysis for interactions involving the two
orbitals in question.  You'll probably find that the interactions are
weaker than a kcal/mol or two and can thus be ignored when developing a
qualitative description of the calculated wavefunction.

> WARNING:  Population inversion found on atom  P 3
>           Population inversion found on atom  O 4
>           Population inversion found on atom  C 5
>           Population inversion found on atom  C 6
>           Population inversion found on atom  C 7
>           Population inversion found on atom  C 8
>           Population inversion found on atom  C 9
>           Population inversion found on atom  C10
>           Population inversion found on atom  O11
>           Population inversion found on atom  S13

In the second case NBO has encountered a high energy NAO that has an
occupancy somewhat greater than a lower energy NAO.  This is a fairly
common occurence for  extended basis sets for which there are a
considerable number of Rydberg orbitals identified by NAO.  Examine the
output for P3, for example.  You might find a 6s NAO with slightly higher
occupancy than the 5s, or something similar. However, the occupancies of
these orbitals are probably small enough that they can neglected anyway.

Eric Glendening

&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&

the warning about 'Low Occupancy Core Orbitals' is nothing more than a 
warning with cautious thresholds: just have a look at the occupancies 
to confirm that they are close to 2 electrons.

I also found the 'Population Inversion' warning in some of my outputs 
and just ignore it if the inversion is between the occupancies of 
lowly occupied orbitals (that is lower than maybe .02 electrons). 
The warning is more common with extended basis sets because then there 
are more unoccupied basis functions and consequently more NAOs with 
near zero occupancies.

The warning about 'Population Inversion' needs a little background:
The Natural Population Analysis (NPA) is conducted in the basis of 
Natural Atomic Orbitals (NAOs). They are created by orthogonalizing 
the (atom centered) basis set used in GAUSSIAN under the constraint of 
changing highly populated basis functions as little as possible. On the 
other hand, lowly occupied basis functions may change much more. During 
this process the orbitals of the 'Natural Minimal Basis' (consisting of 
the orbital types that are occupied in the ground state of the atoms, 
e.g. 1s,2s and _all_ 2p orbitals in the case of boron) and the orbitals 
of the 'Natural Rhydberg Basis' (the rest) are treated differently. 
(This has led to some discussion on NPA and transition metals, because 
their np orbitals are treated as Rhydberg Orbitals by the NPA although 
they are sometimes populated, e.g. in complexes of late transition 
metals.) I think that the test for 'Population Inversion' checks if 
the NAO occupancies are decreasing with increasing NAO energy. 

Stefan

&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&

Yours,

Maija Lahtela-Kakkkonen


***************************************
Maija Lahtela-Kakkonen
Researcher
CSC-Center for Scientific Computing
P.O.Box 405
FIN-02101 ESPOO FINLAND
TEL 358-9-4572079
FAX 358-9-4572302
E-MAIL mlahtela@csc.fi
***************************************


From chemistry-request@www.ccl.net  Tue Feb 23 08:06:40 1999
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Date: Tue, 23 Feb 1999 14:04:29 +0100 (MET)
From: Pablo Vitoria Garcia <qibvigap@lg.ehu.es>
To: ccl <CHEMISTRY@www.ccl.net>
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Hi all,

While surfing the Net, I read about a program to analyze the topology of
the Electron Localization Function (ELF), something like "TopMoD". Does
anybody know if the program is available and how to get it?

Thank you very much for your help

Pablo

--------------------------------------------------------------------------------
Pablo Vitoria Garcia 
Departamento de Quimica Inorganica, Facultad de Ciencias
Universidad del Pais Vasco (UPV/EHU)
Apartado 644, E-48080 Bilbao
SPAIN
e-mail: qibvigap@lg.ehu.es
Phone: +34 94 6012000 Ext. 5529
--------------------------------------------------------------------------------


From chemistry-request@www.ccl.net  Tue Feb 23 11:03:31 1999
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From: Anik Peeters <anik@uia.ua.ac.be>
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Subject: SUMMARY: colour of molecules in the solid state (fwd)
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+++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++
+++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++
My original question:

I am studying molecular crystals using the supermolecule approach:
a cluster of 10-15 molecules is described by the wave function
and this cluster is surrounded by point charges simulating the other
neighbours. The level of theory we are using is Hartree-Fock.

The molecule I am studying right now has been observed in three different
polymorphic forms. One has a white colour, another one is yellow and a
third one is light yellow. I have been trying to relate the yellow and
light yellow colour to the band gap between the HOMO and LUMO. However,
the energy differences I obtained are too large.

I was wondering whether there exists a cheap method (because of the size
of the system) to get a better approximation of the band gap.

+++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++
+++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++
Summary: 

Most people suggest to use semi-empirical methods since they are 
better than Hartree-Fock in estimating the band gap.
Other suggestions include the use of a larger basis set (impossible due
to the size of my system), the use of pseudopotentials, the use of 
different boundary conditions, the use of DFT and the inclusion of
excited states.

Many thanks to 
Benoit Champagne, Sergio Emanuel Galembeck, Christos Garoufalis, 
Richard Wheatley, Stefan Konietzny, Ernest Chamot, Jerry Perlstein, 
Artem Masunov, Andres Aguado and Viorel Chihaia 

Anik.
+++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++
+++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++
The answers:

+++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++
+++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++
From: Benoit Champagne <bchampag@scf.fundp.ac.be>

The best method for such big clusters should be of
semi-empirical type like the famous ZINDO.

+++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++
From: Sergio Emanuel Galembeck <segalemb@usp.br>

    In my opinion the best method for study electronic
spectra of large systems is INDO 1/S. This method
reproduces very well experimental spectra for 
organic compounds and it is to use point charges. 
A nice implementation of this method is ArgusLab 
1.0. You can found this program in:

http://www.seanet.com/~mthompson/ArgusLab/index.htm

+++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++
From: Christos Garoufalis <garoufal@physics.upatras.gr>

It almost always happens that HF is overestimating the HOMO-LUMO gap.
in my opinion, it is preferable to use some other method for this type of
calculation
DFT will certainly give smaller gap values, but it depends stronly on the used
functional. B3-LYP is a good choise.
Even semiempirical methods such as AM1 or MNDO will give you better results.
It should also be kept in mind the if you want to the calculate the absorption
spectrum the Hartree-Fock level (i.e. the energy differences of the occupied and
unoccupied orbitals) is sufficient. In this case C.I. singlets calculation is
commonly used.

+++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++
From: Richard Wheatley <Richard.Wheatley@nottingham.ac.uk>

Hello!  If you look at my paper in Chem Phys Letts 294, 487 (1998) you
will find a way to reduce your calculation to a monomer calculation,
including a pseudopotential representing the surroundings.  This is
approximate but seems to work quite well, and allows better than
Hartree-Fock accuracy.  Incidentally, you didn't say whether your method
is UHF, CIS or CHF.  I assume it's UHF; this will certainly overestimate
the band gap!

+++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++
From: Stefan Konietzny <konietz@chemie.uni-kl.de>

for my understanding the energy of a LUMO from a HF calculation is not
reliable, because the virtuals are not optimized. I think you have to
calculate the excited state to get a reliable result. If you are using
GAUSSIAN then have a look at the CIS keyword.

+++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++
From: Ernest Chamot <echamot@chamotlabs.com>

Short of modeling the system with periodic boundary conditions, your
approach seems reasonable:

You didn't say whether you are using ab initio or semiempirical HF methods.
If you are doing ab initio calculations and aren't using diffuse functions
in your basis set, then I strongly suggest that you include them.  In my
experience you just can't model intermolecular interactions without them,
and they must be important here in order for there to be a difference
between polymorphs.  (But I assume you've already thought of this.)  Of
course, this would be a pretty big calculation!  Have you considered using
periodic boundary conditions, and/or DFT?

If you are using semiempirical HF methods, I would recommend using Zerner's
INDO/S Hamiltonian, as it has been specifically parameterized for
predicting electronic spectra.  Although you probably want to optimize the
geometry with a different method, and just use INDO/S for the spectrum
calculation.  The drawback with this is that the semiempirical methods are
based on minimal basis sets (ie. no diffuse functions), so they have a
problem with intermolecular interactions.

In either case, however, the crucial thing is to include some level of CI
in your calculation.  If you don't, the unoccupied orbitals don't get
calculated very well, and your band gap will be off.  I would expect this
to be the major reason that:

>I have been trying to relate the yellow and
>light yellow colour to the band gap between the HOMO and LUMO. However,
>the energy differences I obtained are too large.

(All this assumes your system really is "molecules."  If it is at all
"metallic" or ionic, there will be a BIG surface effect, even with larger
"clusters".)

+++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++
From: Jerry Perlstein <perlstein@chem.chem.rochester.edu>

Anik- I doubt whether the "band gap" has anything to do with the colors
you observe. More likely they are either charge transfer transitions or
possibly Davydov splittings of the exciton states.
Before you do anything fancy why don't you visually looked at the
structures to see if there are any molecular interactions which would
suggest charge transfer transitions?

+++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++
From: Artem Masunov <amasunov@email.GC.cuny.edu>

On Thu, 11 Feb 1999, Jerry Perlstein wrote:
> Before you do anything fancy why don't you visually looked at the
> structures to see if there are any molecular interactions which would
> suggest charge transfer transitions?

 I wonder what kind of interactions in homomolecular crystals (except
conventional pi-pi stacking) could be considered as charge transfer?
Are there CT spectra for sigma-interactions?
 I would appreciate if Jerry Perlstein (and all CCLers) give me some
references for the examples and interpretations.

+++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++
From: Andres Aguado <aguado@jmlopez.fam.cie.uva.es>

I have seen your message in the CCL. It is a well known result that HOMO-LUMO
differences in a Hartree-Fock approximation lead to too large band gaps. The
main problem is not Hartree-Fock theory, but the HOMO-LUMO approach. It gives
you the band gap energy without including electronic relaxation of the
excited state. You could obtain much better band gaps even within Hartree-Fock
by performing a separate self-consistent calculation for the excited state,
annd taking a difference between both total energies of the system (excited and
ground state). This does not involve any new geometry optimization, because
the transition is vertical in the Franck-Condon sense.

Anyway, inclusion of correlation is crucial in order to obtain quantitavely
accurate results. It changes the magnitude of the gap by approximately 1--3
eV.

We have recently studied this problem for the case of typical ionic insulating
crystals. This is the reference:
Title: Calculation of the band gap energy of ionic crystals
Authors: A. Aguado et al.
Ref: Rev. Mex. Fis. 44, 550 (1998).

It is not a well-known journal and I do not know if you can have it. I could
send to you a copy if you are interested.

+++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++
From: Viorel Chihaia <vchihaia@chimfiz.icf.ro>

Firstly I bag you pardon for my bad English.

If you try to simulate the molecular crystal I don't use point charges
for the rest of the crystal. The correct way to simulate these systems
it is to use a periodic condition for the boundary or periodical (like
solid state calculation). The cluster method can be used in case of some
defects in the molecular crystal.  For this you grow the cluster size
until you obtaine for the interest properties, the convergence. If you
want to simulate some dynamical phenomena you must include your cluster in
a clasical field for the rest of crystal.
On the other hand the Hartree - Fock calculation fail in the reproduction
of the limites for valence band and conduction band. Since you are
interested for this values you must use the periodic calculation. I have
the CRYSTAL 95 program and if you want to have a idea for the diferences I
can help you.



From chemistry-request@www.ccl.net  Sat Feb 20 12:32:03 1999
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From: "Stefan Fau" <fau@chemie.uni-marburg.de>
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Subject: Summary: choosing "zero freqs" to be projected out
Date: Sat, 20 Feb 1999 18:34:06 +0100
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Dear CCLers,

I asked how the modes belonging to translational and rotational 
movements are separated from the vibrational modes in a frequency 
calculation. Thanks to Frank Jensen and Doug Fox for their answers.

The translational and rotational modes are selected on the basis of 
mechanical considerations, not by the values of the raw frequencies. 
The separation can be done by a projection technique (e.g. Gaussian, 
GAMESS-US) or a level-shifting technique (e.g. MOPAC).

The original question and answers are given below.

Stefan
______________________________________________________________________
Dr. Stefan Fau
Fachbereich Chemie, AK Frenking
Philipps-Universität Marburg
35032 Marburg, Germany
fau@chemie.uni-marburg.de

Question:
> Dear CCLers,
> 
> Gaussian (like many other programs) projects out the 6 "zero freqs" 
> that belong to translation and rotation of a non-linear molecule before 
> diagonalizing the remaining matrix. These "zero freqs" can be of similar 
> magnitude as the lowest vibrational frequencies if the molecule is very 
> floppy (I once had a molecule with 7 freqs of |ny|<15cm^-1).
> 
> Does anybody know how the "zero freqs" are selected? Just by the absolute 
> value of the raw frequency or is there some check for the type of movement 
> (e.g. all atomic vectors of the mode parallel/orthogonal to the molecular 
> translation/rotation vector) to avoid projecting out a vibrational 
> frequency if vibrational and "zero" freqs are intermingled?
>
>    Stefan

Answer 1:
>       Stefan,
>       as far as I know, there are two common procedures for
> removing the 3T+3R modes, projecting and level-shifting.
>
> The projection technique is described in JCP 72, 99. You
> construct 6 cartesian vectors describing the 3T+3R motions
> (e.g. Tx is N{1,0,0,1,0,0,1,0,0...}) and form a projection
> matrix as P=1-(tx)(tx)dagger- 5 more terms. The force constant
> matrix is then projected as PFPdagger before diagonalization.
> The 6 TR modes are then zero within the numerical accuracy
> of the machine and can easily be picked out. 
> This is used in e.g. Gaussian and GAMESS-US.
>
> The level-shifting adds large components to the force
> constant matrix corresponding to T+R, such that these
> frequencies are no longer close to zero, but very much
> larger than any real frequencies. This effectively
> decouples them from the real frequencies when the
> level-shifted force constant matrix is diagonalized.
> Due to their large numerical value they can also easily
> be picked out after diagonalization. This is the
> techniques used in e.g. MOPAC.
>
>        Frank

Answer 2:
> Stefan,
>
> The projectors for translation and rotation can be defined from knowledge
> of the moments of inertia and if translational invariance is present the
> translational modes will have a zero norm.
>
> If you have access to the source check out TrVect and VibFrq in utilnz.F.
>
> Douglas J. Fox
> Director of Technical Support
> help@gaussian.com



From chemistry-request@www.ccl.net  Sat Feb 20 17:31:50 1999
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To: Tapas Kar <tapas@risky3.thchem.siu.edu>
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Subject: CCL:Databse for nanotube geometry
In-Reply-To: <Pine.A41.4.02.9902181549420.19524-100000@risky3.thchem.siu.edu>
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Tapas Kar writes:
 > I am looking for geometries (Cartesian or Z-matrix form) of simple
 > Carbon nanotube. Is there any database available for such info?

You might want to take a look at 
ftp://ftp.parc.xerox.com/pub/nano/tube.c

Regards,
Eugene Leitl


From chemistry-request@www.ccl.net  Sun Feb 21 09:39:29 1999
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To: chemistry@www.ccl.net
From: Patrick Bultinck <Patrick.Bultinck@rug.ac.be>
Subject: Reaction Enthalpy and BSSE
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Dear CCL community,

Consider a complexation reaction M + B -> MB (m is a metal ion, B a lewis 
base e.g.)

I want to calculate the reaction enthalpies, so I need H for M, B and MB. 
This means I also need the vibrational frequencies. These should be 
calculated for M, B and MB, all in their minimum energy geometry. The 
geometry of fragment B as present in MB is usually not a minimum energy 
geometry. Calculation H for MB and M is no problem. However for B has to be 
studied in it's minimum. Now comes what I am wondering is the way it is 
done to avoid following TWO problems :
a) I can take BSSE into account, but that would mean I need to consider B 
in it's supermolecule minimum. Optimizing B towards  minimum using the 
supermolecule set is however very ambiguous (who would do conformational 
analysis of a free ligand with a bunch of ghost orbitals all over the place 
?). As pointed out by Mayer et al. (I can send the reference, but don't 
have it readily available here) studying a supermolecule approach minimum 
for a monomer yields chemical and mathematical ambiguities.
b) I calculate the frequencies for MB in the superset, and for M and B both 
in their monomer sets. This means that I look at M and B in their true 
minima, not some minimum in a supermolecule basisset (where the presence of 
ghost orbitals can influence the geometry of B in a superset in some 
unpredictable way). However calculating Delta-H as DH=H(MB)-H(M)-H(B) would 
then cause neglect of BSSE.

Note : I am talking BSSE correcting in counterpoise way.

I have seen a LOT of articles calculating reaction enthalpies, and it seems 
most would optimize B in the supermolecule set, but that bothers me more 
than a bit since I am used to conformational analyses without putting ghost 
orbitals somewhere (not knowing how they influence molecular geometries e.g.).

Can anybody share an opinion, I will gladly summarize.

Patrick Bultinck
Universiteit Gent-Belgium
Quantum and Coordination chemistry group


From chemistry-request@www.ccl.net  Tue Feb 23 12:30:07 1999
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From: Didier MATHIEU <mathieu@ripault.cea.fr>
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Subject: QSPR stability: Cross-valid. coef
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Dear CCLers,

I am trying to estimate sublimation enthalpies in terms of a short-range
term based on atomic surface tensions (with an additional correction for
H-bonds) plus an electrostatic term.

I got a fairly good fit for some ~200 molecules, while 8 parameters
empirically adjusted.
Now I would like to estimate the stability of the model equation wrt the
training set.
I read in literature (e.g. Katritzky et al. J.Chem.Inf.Commput.Sci.38,
840 (1998)) that a measure of this stability is given by a so-called
"cross-validated correlation coefficient".

I would be grateful if somebody could give me the exact definition of
this coefficient or points to references.

BTW, I guess some readers of this request have experience in
interpolating experimental data through QSPR. So far I got all data from
the NIST Chemistry WebBook, which is a bit cumbersome, especially with a
slow access to the web from outside the laboratory.
Does anybody know similar extensive compilations of thermodynamical
data, on paper or preferably CD-ROM ? I am only aware of the CRC
Chemistry Handbook and J.Chem.Phys.Ref.Data.

Thanks.

-- 
Didier MATHIEU
CEA - Le Ripault, BP 16
37260 Monts (France)
Tel. 33(0)2.47.34.41.85

From chemistry-request@www.ccl.net  Tue Feb 23 12:41:57 1999
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From: Deepak Singh <desingh@syr.edu>
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 I am using mopac97 to minimize the geometry of a structure and I often
get the following error message

"THE LINE MINIMIZATION FAILED TWICE IN A ROW.   TAKE CARE!"

Does anyone know what it exactly means...My output telle me that SCF was
achieved, but this error is almost always there.

Deepak.



--
**********************************************************************
Deepak Singh                        Tel : (315)443 1739 (w)
Graduate Student                          (315)472 9659 (h)
Dept. of Chemistry & Biochemistry   Fax : (315)443 4070
Syracuse University               email : desingh@syr.edu
1-014 CST, Syracuse                 URL : http://web.syr.edu/~desingh
NY 13244

"Violence is the last refuge of the incompetent." --- Salvor Hardin
**********************************************************************




From chemistry-request@www.ccl.net  Tue Feb 23 13:13:32 1999
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Message-Id: <1436.199902231710@socrates-a.ucl.ac.uk>
Subject: polarizability and vdW radius for B
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Dear CCLers,

I would be interested to know if there is a value available
for the polarizability and the van der Waals radius for B in
a covalently bonded state. I am interested in trivalent boron
with two oxygens and one C==C bonded to it in a neutral organic
molecule, but any values of covalent B would be useful. 
We need this information to develop a model potential for a system 
containing B, but we have had not much luck so far finding 
reliable values for these.

Any suggestions will be greatly appreciated.

Best regards,

Tanja
-- 
  ====================================================================
     Tanja van Mourik                                                
                                      phone                               
     University College London        work:   +44 (0)171-504-4665   
     Christopher Ingold Laboratories  home:   +44 (0)1895-259-312    
     20 Gordon Street                 e-mail                         
     London WC1H 0AJ                  work: T.vanMourik@ucl.ac.uk 
     United Kingdom                   home: tanja@netcomuk.co.uk     
  ====================================================================

From chemistry-request@www.ccl.net  Tue Feb 23 18:36:48 1999
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Date: Tue, 23 Feb 1999 18:34:09 -0500 (EST)
From: Wai-To Chan <waito@mountain.chem.yorku.ca>
To: chemistry@www.ccl.net
Subject: Information about TopMoD
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    I've never used the program but I can give you the contact 
address given in the paper by some of its authors. 
Send your request to

                Xenophon.Krokidis@lct.jussieu.fr 

for TopMoD by Noury, Krokidis, Fuster and Silvi


Wai-To Chan
Department of Chemistry 
York University, Toronto 
Ontario, Canada


From chemistry-request@www.ccl.net  Tue Feb 23 21:36:02 1999
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To: CHMINF-L@LISTSERV.INDIANA.EDU, chemistry@ccl.net
From: "Dr. Dave Winkler" <Dave.Winkler@molsci.csiro.au>
Subject: ethylene oxide structure


Hi, Netters,

Has anyone seen any work relating to alternate cononical structures  for
ethylene oxide (oxirane), or to any partial double bond character in the
C-O bonds?  Please excuse cross postings.

Cheers,

Dave

Dr. David A. Winkler                    Email: dave.winkler@molsci.csiro.au
Senior Principal Research Scientist     Voice: 61-3-9545-2477
CSIRO Molecular Science			Fax:   61-3-9545-2446
Private Bag 10,Clayton South MDC 3169   http://www.csiro.au
Australia 	        		http://www.molsci.csiro.au




From chemistry-request@www.ccl.net  Tue Feb 23 23:43:54 1999
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To: chemistry@www.ccl.net, chemistry-request@www.ccl.net
Subject: Wigner Function.
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Hi, I have a time-series and would like to perform a wigner
transformation; anyone have a program to do such a thing.

Iraj.

Iraj Daizadeh, Ph. D.
Harvard University
Department of Cellular and Molecular Biology
The Biological Laboratories, Box #140
16 Divinity Avenue
Cambridge, MA 02138
Phone: (617) 495-0783
       (617) 495-0560
Fax:   (617) 496-4313
Email: daizadeh@fas.harvard.edu


