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From: "Dr. Dave Winkler" <Dave.Winkler@molsci.csiro.au>
Subject: Symposium on Mathematical and Computational Aspects of Molecular 
 Design at Pacifichem 2000 Dec 14-19 2000 in Honolulu
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Pacifichem is on in December.  Further details can be found at
http://www.acs.org/meetings/pacific2000/  The conference will contain over
8600 research presentations by individuals from more than 50 countries!

SYMPOSIUM 140  Co-organizers: Gerry Maggiora, Glen Kellogg, Toshimasa
Takahashi, David Winkler

7.00-10.30pm
Friday	Session 1  Similarity, Diversity and Libraries (7 x 30 minutes)
------------------------------------------------------------------------

Pearlman  	Evolving Roles for Combichem and Diversity Software
Maggiora  	An Information-Theoretic Approach to Cell-Based mappings in
		Chemistry Spaces
Agrafiotis  	Multidimensional Scaling of Massive Similarity Tables
Gussio      	Use of Pharmacophore Analysis in Mining Biological Data at the
		National Cancer Institute
Gottfries  	ChemGPS: A Chemical Space Navigation Tool
Shi        	R-group Feature Vector Representation and its Application
in the
		Rapid Lead Optimization of Glucagon Antagonists
Fujita     	Characteristic-monomial method for enumeration of isomers.
		Comparison with unit-subduced-cycle-index methods

9.00-12.30
Saturday	Session 2  Novel QSAR Paradigms  (7 x 30 minutes)
-----------------------------------------------------------------

Crippen   	A Simple, Continuous Chirality Measure
Labute    	A Widely-Applicable Set of Molecular Descriptors
Chuman    	A Novel Three-dimensional QSAR Procedure: Voronoi Fields
Winkler   	Robust QSAR using Automatic Relevance Determination and
Bayesian
		Neural Nets
Burden    	SAR using Gaussian Processes
Okada     	SAR Discovery using the Cascade Model
Mezey    	Quantum Holography as a Computational Tool for Molecular
Design


2.00-5.30pm
Saturday	Session 3  Modelling Molecular interactions  (7 x 30 minutes)
-----------------------------------------------------------------------------
Nicholls  	Rapid Structure Generation, Shape Classification, Docking, and
		Scoring
Takahashi 	Representation of Hydrophobic  Profile  of Chemical Compounds
		Based on The TFS Method
Kellogg 	Empirical Free Energy Scoring of Biological Interactions.
		Understanding the Effects of Site-Directed Mutations on
		Protein-Protein Associations
Nakazawa  	Alpha Helix Folding in Isolated S-Peptide of RNase A by Monte
		carlo Simulated Annealing
Karuso  	Design and Synthesis of Novel Peptidyl Prolyl Isomerase (PPI)
		Inhibitors
Vercauteren 	Molecular Docking Using a GA Approach Based on Graphs of
		Critical Points of Electron Density
Meurice 	Simultaneous Superimposition of Several Rigid and Flexible
		Benzodiazepine-Like Ligands Using a Specific GA Strategy

Total talks	21 x 30 minutes

Speaker origin:  USA, Canada, Japan, Australia, Europe, South America


 POSTERS Sunday evening
------------------------

1. Shimazaki  The Relationships Betwen Structural/Electronic Properties And
Odour Activities Of Pyrazine Derivatives
2. Güner  Recent Developments in Pharmacophore Perception in Drug Design
3. Martin  OSPPREYS:  an Oriented Substituent Pharmacophore PRopErtY Space
4. Svensson  Combinatorial Library Design:  An Integrated Approach Based on
Interactive Visualization, Property and Structure-based Selection of
Reagents and Products.
5. Kato  An Approach to Automated Identification of Three-Dimensional
Protein Motifs
6. Pogliani  Modelling with Molecular Pseudo-Connectivity Descriptors
7. Embrechts  GA Approaches for Successful QSAR Modelling
8. Wheelock  3D QSAR Analysis of Inhibition of Murine Soluble Epoxide
Hydrolase (MsEH) by Benzoylureas, aryl ethers and their Analogues
9. Yasri  Towards and Optimal Procedure for Variable Selection and QSAR
Model Building
10. Bradley  Informative Library Design as an Efficient Tool for Lead
Generation and Optimization. Method and Applications
11. Vargyas  Finding Guarenteed Global Energy Minimas for Conformationally
Flexible Molecules
12. Galvao  Electronic Indices Methodology (EIM) Applied to the Study of
Taxol and Derivatives
13. Galvao  New Methodology to Classify Active and Inactive Organic
Molecules using Quantum Mechanical Descriptors
14. Barone  On the Electronic Structure of Antitumour Drugs Ellipticines
15. Wang  Harness the Power of Computers in Drug Design for Lead Discovery
and Optimization
16. Wang  Computational Approaches for Structure-Based Rational design of
HIV-1 Protease Inhibitors: 2-D and 3-D Molecular Modelling
17. Griffith  New Computer-Aided Drug Design Methodologies
18. Trinajstic CROMRsel-s:  Efficient Algorithms for the Selection of Most
Important Variables in QSAR/QSPR Modelling


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@server.ccl.net  Mon Sep 18 00:46:15 2000
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From: Wai-To Chan <chan@curl.gkcl.yorku.ca>
Message-Id: <200009180445.e8I4jro04300@curl.gkcl.yorku.ca>
Subject: Pauling and orbitals
To: chemistry@ccl.net
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    I don't see how Pauling's statement, when considered in the context 
of his J Chem Ed article, can be viewed as naive philosophicaly or
scientificaly. 

Consider what you think how Gilbert Lewis should respond when asked 
if electron-pairs exist. 
Granted that Lewis could be excused for not knowing quantum 
mechanics which preclude spatial localization of two electrons
he must have known the coulomb's law for repulsion between 
electrons. Yet we have been using Lewis model to explain much of 
descriptive chemistry to this day. We also use aufbau principle
to rationalize the periodic table when we know that these 
K, L, M and N shells and S, P, D and F wavefunctions
don't exist; or at least they don't exist for all elements
beyond hydrogen.  But then our concept of valence shells/orbitals
based on aufbau principle is very much in line with the
chemical periodicity of elements. The Lewis electron-pair model 
has a validity that seem to transcend our understanding 
of QM. Hence, in spite of its not being a physical entity 
we continue to apply it to interpretation of chemical reactivity
in such a manner as to imply its 'existence'. 
In light of this I think it is not unreasonable to 
say that electron-pairs/orbitals exist.

Wai-To Chan 


Eric Scerri (scerri@chem.ucla.edu) wrote:
<<<<<<<<<<<<<<<<<<<<<<<<<
THe original question which started this thread was partly about Pauling's
OWN views about hybridization and orbitals.

I think Pauling was surprisingly naive philosophically when it came to
interpretation of what he was doing.  I base this on the following personal
anecdote.  When the debate with Ogilvie was taking place in J. Chem. Ed.
the same issue that carried the Pauling response also included three other
reponses including a brief piece by myself.  I used this as an excuse to
get in touch with Pauling to try to explore his view further.  In his reply
he said almost verbatim,

"Orbitals clearly exist since Mulliken and I have been writing about them
for the past 60 years"

I could not resist replying that storytellers have also been writing about
unicorns for many years.

Dr. Eric R. Scerri

>>>>>>>>>>>>>>>>>>>>

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From: Roy Jensen <royj@uvic.ca>
To: chemistry@ccl.net
Subject: SUMMARY: Deduction of electronic properties from Gaussian output.
Date: Mon, 18 Sep 2000 00:09:08 -0700
Message-ID: <frfbss01jg9ksfsbo9vfiims7fefs6v1q4@4ax.com>
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Thanks to those who responded. I have summarized the answers below.
Question 3 may not have been phrased well; I may have figured it out
and will let you know shortly...

Roy Jensen

*****************************************************************
0. Many texts and manuals explain how to do quantum chemistry or use
ab initio packages. Is there an introductory reference that explains
how to extract information from the output, Gaussian in this case?

"Phillip Matz" <matz@wsunix.wsu.edu>
> 0.    Absolutely.  Try the paperback titled "Exploring Chemistry with
> Electronic Structure Methods, 2nd Ed."  It was written by Foresman and
> Frisch for Gaussian Inc.  Foresman works with Gaussian Inc. as you may well
> already know.  The ISBN is 0-9636769-3-8 and is $42 US at amazon.com - try
> this link:
> http://www.amazon.com/exec/obidos/ASIN/0963676938/qid%3D/104-4973463-2525537
> 
> This book is good, it is by far the best you can buy but it still won't
> explain exactly how to do some things - but it is far more verbose than the
> G98 manual!

elewars <elewars@trentu.ca>
> Two introductory refs on using gaussian output are:
> (1) "Exploring chemistry with Electronic Structure Methods", Second Ed., J. B.
> Foresman and A. Frisch, Gaussian Inc., Pittsburgh, PA, 1996. This is guide to using
> and interpreting the results of G94, but it's good for G98 too. The first ed., was
> for G92. A third Ed. is being prepared.
> (2) Out of date but still of some value is the first Ed. of "A Handbook of
> computational chemistry", Tim Clark, Wiley, 1985. I hear that a new edition is, or
> soon will be, out. The new edition should be very useful.


1. How can I tell if I need to use guess=alter?

"Shobe, Dave" <dshobe@sud-chemieinc.com>
> I don't know of a way to test a "stable" wavefunction to see if it's the
> lowest energy state, anymore than I know of a way to test if a particular
> geometry is the lowest energy for the system.  It's the "a local minimum is
> not necessarily the global minimum" problem.  You could try switching the
> HOMO and LUMO (especially if they have different symmetries) and seeing what
> happens.  
> 
> One thing I haven't tried but might work: if you do a CIS calculation, maybe
> it will show a negative excitation energy if you don't start with a ground
> state.  (Reading below, it sounds like you'd like to do a CIS calc. anyway
> if you can afford it).
> 
> Also, if you're calculating a series of similar complexes, you might see
> whether the orbitals (especially the SOMOs) are similar.  You wouldn't
> expect NiCl2(NH3)2 and NiCl2(ethylenediamine) to have wildly different
> electron configurations for example.

"Phillip Matz" <matz@wsunix.wsu.edu>
> 1.    guess=alter is really only important if you are going to be using the
> unoccupied ground state orbitals in a post-scf calculation.  An
> excited-state calculation (CIS) will use unoccupied orbitals, as will a
> CASSCF calc.  The only time I have encountered the need for guess=alter on a
> ground state electronic calculation is if they are having problems getting
> the wavefunction to converge.  In that case the initial guess (Extended
> Huckel for 3rd row and beyond) is usually so bad that the virtual annealing
> algorithms cannot overcome the inverted orbital assignment and the
> wavefunction fails to converge.  I can help you with performing both types
> of calculations if you like/need to.  Otherwise you do not need to use this
> route command.

Valentina Vetere <vetere@drfmc.ceng.cea.fr>
> I'm doing in this way. I'm first performing a calculation with guess=only
> Pop=Reg with big distance between the transition metal and ligands.
> Looking to the output you have all the occupations and because of the big
> distance between ligands and metal the `orbitals'on metals looks like atomic
> one . After I'm going to see the number of electrons described with the RECP
> basis set on my transition metal. As example immagine this number is 16, and
> that my metal is Fe(II). So I have 16-2=14 electrons in the valence basis set
> of FeII.
> I'm go to see on the periodic table the valence configuration of Fe(2) for 14
>  electrons ( In our example is 3s2, 3p6, 3d6). Now, looking to my output I have
> to find this occupations on FeII. If it is different I need an alter.

John Bushnell <bushnell@chem.ucsb.edu>
>   For transition metal systems in general, you can't.  Trying every
> "reasonable" possibility seems to be the safest bet.


2. Is it reasonable to run the same complex as a singlet, triplet,
quintet, and septet and determine the ground state multiplicity as the
job that has the lowest energy? 

"Shobe, Dave" <dshobe@sud-chemieinc.com>
> That's basically what you have to do, although you may be able to rule some
> of these out by chemical intuition.  Be careful, though: the HF method
> heavily favors high-spin states.  (I.e. there's more correlation energy
> within electron pairs than between unpaired electrons).  
> I don't know if that applies to B3LYP or not.

"Phillip Matz" <matz@wsunix.wsu.edu>
> 2.    Absolutely.  This is a routine procedure for determining the lowest
> electronic configuration of a molecule for which the configuration is not
> experimentally known.  And since you are performing an ab initio
> calculation, you truly should not be required to predetermine what the
> spin-multiplicity is for the sake of the computational program.  It is an
> option in G98 purely to reduce the computation time by reducing the total
> number of variables with which the algorithms must minimize the energy with
> respect to.  In fact, using the stable=opt command in your route should
> result in G98 telling you (essentially, it gives you S^2 from which you can
> deduce S and hence the multiplicity) what is the energetically lowest
> electronic configuration for your system regardless of what you place in the
> route line (singlet, triplet, etc.).

John Bushnell <bushnell@chem.ucsb.edu>
>   If you can get them all to converge to a good spin state, yes.
> By a good spin state, I mean that the value of S**2 is close to
> the correct value.  Since you are using B3LYP, the spin contamination
> should be small (even before annihilation).  You should ALWAYS check
> S**2.  As Dave Shobe pointed out, HF calculations will tend to favor
> higher spin states due to the free correlation energy.  Similarly,
> HF will tend to favor 4s3dn-1 states over 3dn states of the same
> multiplicity.  However, B3LYP tends to favor the 3dn states over
> 4s3dn-1 of the same multiplicity.  In any case, be more cautious in
> making firm conclusions about relative stabilities of different spin
> states.


3. I generally run NBO analysis on these complexes. How do I determine
the electronic angular momentum?

John Bushnell <bushnell@chem.ucsb.edu>
>   Real (spatial) orbitals can be written as linear combinations of
> angular momentum orbitals.  It is not usually that straightforward to
> say that a particular spatial occupation has a particular angular
> momentum.


4. Is it reasonable to _estimate_ allowed and forbidden electronic
transitions by using the orbital energy levels provided from the
optimized geometries? I understand that CIS and CASSCF calculations
would provide better results.

"Shobe, Dave" <dshobe@sud-chemieinc.com>
> I imagine the trends within a series of similar complexes would be useful
> information.

"Phillip Matz" <matz@wsunix.wsu.edu>
> 4.    Sometimes...  If (and only if) your system has symmetry and Gaussian
> has taken advantage of that symmetry in determining what your orbitals are
> and it uses those orbitals to form SALC molecular orbitals then those
> molecular orbitals will be symmetry labeled (i.e. you will see a B1g or an
> A1 or any other symmetry label).  From these symmetry labels you can
> determine if the electronic transition moment is forbidden or not.  Are you
> Group Theory savvy?  It is quite easy to do the above even if you are not
> familiar with chemical group theory.  Let me know and I would be more than
> happy to explain how the molecular orbital symmetry labels and your
> molecule's assigned geometry will tell you exactly what orbital electronic
> transitions will be forbidden.
> 
> CIS and CASSCF will do three major things for you in this regard. a) they
> will attempt to quantify the extent to which the transition is allowed, b)
> they will do this even when your system has no symmetry (i.e. C1), and c)
> they will attempt to quantify the transition energy to a better
> approximation than simply subtracting the ground state orbital energies
> involved in the transition.
> 
> Roy, I'm sorry for the length of this message...  If you want to pursue
> discussion on any of my responses above I would be honored.  If you want to
> ask the CCL list about any of the above (as to whether it is true or not) I
> would not be insulted.  And if you feel that this message should be posted
> on CCL, go for it - that is fine by me.  Like I said before, I hope this
> helps you in some form or another!

"Samuel A. Abrash" <sabrash@richmond.edu>
> If the level of theory you're using is HF, then definitely no.  The reason
> is that all virtual orbitals in an HF calculation are not energy levels of
> the neutral but of the corresponding anion.
> 
> One of the weaknesses of CIS is that it uses these virtual orbitals as the
> basis for it's 1st order CI, and so must involve many orbitals to get
> energies approaching accuracy.
> 
> CASSCF is somewhat better, but still a relatively low level of theory.
> 
> The real challenge you face in estimating excited state energies is that
> your systems tend to have fairly close lying excited states of the same
> symmetry so that extensive mixing can occur.  Single refernce state methods
> won'd deal well with this problem.  Accurate determination of the excited
> state energies requires a multiple reference state approach like MRD CI.



From chemistry-request@server.ccl.net  Mon Sep 18 04:12:17 2000
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Subject: archives to mgep or avi

Hi,

is there any way to convert Tinker or XMol archives into a 'movie'
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Any suggestions are welcome !
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Serge Kwasniewski


___________________________________________________

	Sergiusz Kwasniewski
	LUC SBG/TS
	Universitaire Campus Gebouw D
	3590 Diepenbeek
	BELGIUM

	tel(direct): 032 (0)11/268315
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From chemistry-request@server.ccl.net  Mon Sep 18 08:07:56 2000
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Date: Mon, 18 Sep 2000 20:06:46 +0800 (PHT)
From: Arnold Alguno <alguno@physics.msuiit.edu.ph>
To: chemistry@ccl.net
Subject: Inquiry!
In-Reply-To: <Pine.LNX.4.20.0008231254390.14517-100000@physics>
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Dear netters:

Anybody here who have a result on the energy band gap of intrinsic
polythiophene, lithium doped polythiophene, Na-doped polythiophene and
BF4-doped poltythiophene.

please send your response to my email address. Thank you!
_________
Very truly yours,

ARNOLD C. ALGUNO
IITHEP, Department of Physics
MSU-IIT, Iligan City Philippines
alguno@physics.msuiit.edu.ph



From chemistry-request@server.ccl.net  Mon Sep 18 08:24:47 2000
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From: Victor Lua~na <pueyo@pinon.ccu.uniovi.es>
Subject: Re:  CCL:Pauling and orbitals
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] Date: Mon, 18 Sep 2000 00:45:53 -0400 (EDT)
] From: Wai-To Chan <chan@curl.gkcl.yorku.ca>
] Subject: CCL:Pauling and orbitals
] 
] Eric Scerri (scerri@chem.ucla.edu) wrote:
]> I think Pauling was surprisingly naive philosophically when it came to
]> interpretation of what he was doing.  I base this on the following personal
]> anecdote.  When the debate with Ogilvie was taking place in J. Chem. Ed.
]> the same issue that carried the Pauling response also included three other
]> reponses including a brief piece by myself.  I used this as an excuse to
]> get in touch with Pauling to try to explore his view further.  In his reply
]> he said almost verbatim,
]> "Orbitals clearly exist since Mulliken and I have been writing about them
]> for the past 60 years"
]
]     I don't see how Pauling's statement, when considered in the context 
] of his J Chem Ed article, can be viewed as naive philosophicaly or
] scientificaly. 

Certainly, it look more like the annoyed answer of someone not very
willing to discuss the concept at that time or in that circumstances.
Pauling's books and articles, usually written with great care and in a
very pedagogical way, emphasize the usefulness of sound but simple
concepts able to explain and predict very general trends. I don't think
Pauling was interested in the 'ultimate truth' behind chemistry,
whatever such a thing may be. Implying naivety from such an answer of
a genius that made ground-breaking contributions to structural chemistry,
crystallography or biochemistry is, perhaps, a too strong statement.

] Consider what you think how Gilbert Lewis should respond when asked 
] if electron-pairs exist. 
] Granted that Lewis could be excused for not knowing quantum 
] mechanics which preclude spatial localization of two electrons
] he must have known the coulomb's law for repulsion between 
] electrons. Yet we have been using Lewis model to explain much of 
] descriptive chemistry to this day. We also use aufbau principle
] to rationalize the periodic table when we know that these 
] K, L, M and N shells and S, P, D and F wavefunctions
] don't exist; or at least they don't exist for all elements
] beyond hydrogen.  But then our concept of valence shells/orbitals
] based on aufbau principle is very much in line with the
] chemical periodicity of elements. The Lewis electron-pair model 
] has a validity that seem to transcend our understanding 
] of QM. Hence, in spite of its not being a physical entity 
] we continue to apply it to interpretation of chemical reactivity
] in such a manner as to imply its 'existence'. 
] In light of this I think it is not unreasonable to 
] say that electron-pairs/orbitals exist.

Lewis neglected, at first, that Coulomb's law could be at work in
chemistry, such was his 'faith' in the explanatory power of pairs and
octaves. The interesting thing is that Lewis's concept of electron
pairs is essentially recovered within the framework of Quantum
Mechanically rigorous Atoms in Molecules theory, even though in a form
which departs from the naive orbital ideas propagated by most
General Chemistry manuals. The same can be said of the shell structure
of atoms. Both can be determined from the rigorous analysis of the
experimental or theoretical electron densities. Pauli's principle and
the fermionic nature of electrons provide the origin of Lewis's pairing.
Two recent references on this subject can help any interested reader:

@Article{         BDR-FAB99,
  author        = { X. Fradera and M. A. Austen and R. F. W. Bader },
  title         = { The Lewis Model and Beyond },
  journal       = { J. Phys. Chem. A },
  year          = { 1999 },
  volume        = { 103 },
  pages         = { 304--314 },
}

@Article{ BDR-BH99,
  author        = { R. F. W. Bader and G. L. Heard },
  title         = { The mapping of the conditional pair density onto the
        electron density },
  journal       = { J. Chem. Phys. },
  year          = { 1999 },
  volume        = { 111 },
  pages         = { 8789--8798 },
}

                 Regards,
                          Victor Lua~na
                          victor@carbono.quimica.uniovi.es

From chemistry-request@server.ccl.net  Mon Sep 18 06:15:54 2000
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Dear CCL'ers

Some time ago I posted a question about a wavefunction instabiltiy versus
spin contamination problem.  Although I received some replies, I was not
able to solve the problem: i.e. to find a stable wavefunction that yields
good geometries (with respect to crystal data structures).
I can add that the use of a larger basis set does not make the instability
disappear (as was suggested by one the repliers). Apart from using
d-functions on C and O atoms, we now also added f-functions on the Co atoms
(these atoms contain the highest spin density using UB3LYP) but this had no
influence on the (in)stability of the wavefunction.
Anyway, I would like to thank Joe Harrison, Robert Szilagyi and John
McKelvey for their help.

Here is the orginal question, followed by the replies:

*********
QUESTION
*********
At the moment we are performing calculations on several (relatively large)
di-cobalt complexes using the B3LYP functional and LanL2DZ basis set.
Restricted B3LYP calculations yield geometries that fit quite well the
corresponding crystal structures.  However, from computations with the G98
keyword STABLE it was clear that wavefunctions showed a RHF --> UHF
instability. For example:  Eigenvector   1:   Triplet-?Sym  Eigenvalue =
-0.0067007  (it seems that the negative eigenvalue is rather small....?)
Performing the same calculations with the UNrestricted B3LYP (using
guess=mix and changing the DIIS for the QC algorithm) does yield stable
wavefunctions, which are about 0.1 to 0.2 kcal/mol lower in energy.
However, the obtained geometries with the unrestricted wavefunctions
deviate substantially from the crystal structures (delta r(Co-Co) > 0.2
angstrom!), and moreover there is a large spin contamination (S**2 is up to
0.74 for a singlet ground state), which probably results from the (too)
large Co-Co distance.

We have calculated that the triplet electron configuration has a much
higher energy (> 50 kcal/mol).  Unfortunately, we were not able to perform
successful CASSCF calculations to find out if there was contribution of the
triplet in the ground state, since the necessary number of electrons and
orbitals in the active space was far too large.

Since MP2 calculations on 1st row transition metals are unreliable, higher
(than HF or DFT) correlations methods are completely impractical for this
size of systems, and the instability seems to be very small (small neg.
eigenvalue and small energy difference between restr. and unrestr.
wavefunctions), it is very tempting to continue the work with the
restricted B3LYP method.  Especially, because we are mostly interested in
the geometries and their relative energies.

Does anybody have some tips or advice how to continue?

********
ANSWERS
********
Joe Harrison wrote:
I'm not sure if you are using a package that would allow you to look
at the spin densities graphically, but if so, I would recommend looking
at the difference in spin densities for outer atoms of your complex.
I suspect that your UHF result allows for "surface" spin density to
build up whereas your RHF result suppresses that.  That would seem to be
consistent with the increase in Co-Co distance (movement of the electron
density from between the atoms to the "surface").  If your objective is
to use your RHF calculation as a paradigm for simulating a crystal, then
>from that perspective, the use of UHF would be analogous to allowing
surface states to arise.  If this were a cluster simulation of a covalent
crystal, the effect you describe would be like the problem of "dangling
bonds" in those applications.  Perhaps there would be something
analogous to hydrogen terminators that could be used to suppress the
tendency for the spin density to migrate to the outside of the complex.
However, hydrogen terminators can result in a monumental explosion of
the size of the calculation, so whatever the analog might be, it would
probably suffer the same drawback.  If nothing else, if what I have
suggested is in fact what you find, you could use it as partial justi-
fication for the continued use of RHF.  BTW if you don't have the
ability to look at the spin density, the spin populations in the
G98 output might also give such information with the usual caveat
in regard to basis sets with diffuse orbitals.

Robert K Szilagyi wrote:
my guess would be carefully check the wavefunctions. You can easily
analyse the gross population analyses, spin density of each orbitals.
Also you might consider different spin-coupling schemes (ferromagnetic,
antiferromagnetic) and try to calculate the broken symmetry wavefunction
where you mix the singlet and triplet wavefunctions. I don't know your
system, whether it is feasible or not!
I strongly recommend to correlate these data with experimental values of
excitation energies, ground state spin densities, etc.
Once you have the right wavefunction, the geometry of the complex should
be okay as well and not other way around!

John McKelvey wrote:
While Post-Docing with Prof Berthier someww time ago (> 20 years) I
discovered that UHF triplet spin contamination of singlet molecules seems
to disappear as the quality of the basis set is improved.  Later someone
else reported that the
contamination decreases even further if the geometry is simultaneously
optimized...




-----------------------------------------------------------------------
Dr. Theodorus J.M. de Bruin       Phone  +33 4 76 63 56 28
Université Joseph Fourier         Fax    +33 4 76 51 43 82
LEDSS VII  Chimie Théorique       E-mail theo.de-bruin@ujf-grenoble.fr
UMR CNRS 5616
Bâtiment 52 - Chimie Recherche
DU BP 53
38041 Grenoble Cedex 9
FRANCE
-----------------------------------------------------------------------


From chemistry-request@server.ccl.net  Mon Sep 18 06:16:27 2000
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From: "Hr. Dr. S. Shapiro" <toukie@zui.unizh.ch>
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Dear Colleagues;

	Is anyone aware of freeware/shareware programmes executable under 
DOS/Win9x that will calculate solvent-accessible volumes for small 
molecular-weight species (like enzyme substrates) -> macromolecules?  If 
so, kindly provide details.

Thanks,

S. Shapiro
toukie@zui.unizh.ch



From chemistry-request@server.ccl.net  Mon Sep 18 13:45:11 2000
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Date: Mon, 18 Sep 2000 13:44:57 -0400 (EDT)
From: Robert Zellmer <rzellmer@chemistry.ohio-state.edu>
Message-Id: <200009181744.NAA05310@chemistry.mps.ohio-state.edu>
To: chemistry@ccl.net
Subject: GAMESS on Alpha using Quadrics switch

Has anyone compiled the May 6 1998 MPI version of GAMESS
on a Compaq (Dec) Alpha using a Quadrics switch (or for that
matter any more recent version using MPI)?

We previously had the "same" Alpha machine w/o this switch
and the MPI version compiled and worked quite well using `mpich`.
However, since we put in this switch and recompiled we
can only get the serial version to run.  We are using
the "prun" command and the parallel version will not
run and produce output.  It will not run interactively
or in our batch system (PBS).  We can get the parallel compiled
version to run by asking for only 1 cpu.

Any help will be greatly appreciated.

Thanks,

Robert J. Zellmer     CSC/Nichols, WPAFB ASC MSRC
ASC MSRC URL:         http://www.asc.hpc.mil/
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From chemistry-request@server.ccl.net  Mon Sep 18 14:14:18 2000
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Date: Mon, 18 Sep 2000 13:16:08 -0500 (CDT)
From: Geoff Hutchison <hutchisn@chem.nwu.edu>
Reply-To: Geoff Hutchison <hutchisn@chem.nwu.edu>
To: chemistry@ccl.net
Subject: Re: Babel authors and/or OpenBabel
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Hello all,

I'm wondering if anyone knows how to contact the authors of the program
'babel'--Patrick Walters and Matthew T. Stahl. The addresses in the
README file no longer work. The latest version I can find is v.1.6 from
1996 and I'd like very much to improve some aspects of the code (and add
some additional translators). However, the copyright says "All Rights
Reserved" which worries me to some degree.

My hope is that either the code can be brought back under the GPL or LGPL
license (or similar) or a new "OpenBabel" project can be started for
similar purpose.

Thanks very much for any help you can provide,
-Geoff Hutchison
Northwestern Chemistry




From chemistry-request@server.ccl.net  Mon Sep 18 16:36:56 2000
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Subject: Geometry optimization of periodic systems
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 Dear collegues

 I am looking for references that describe geometry optimization methods
for periodic systems, and their applications. Specifically, I would like
to know about any algorithm that employs something more complicated than
the usual Cartesian coordinates for atomic positions and lattice vectors.
An example of such more elaborate method would be a variable-cell-shape
(VCS) algorithm which optimizes the dot products between the lattice
vectors instead of the Cartesian components of these vectors.
{I. Souza and J.L. Martins, Phys. Rev. B, 55, 8733 (1997).}

 Regards,
 Konstantin Kudin







