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From: Bjoern Rabenstein <rabe@fu-berlin.de>
Organization: Freie Universitaet Berlin, Germany
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Thanks for the useful replies I got. 

Here the results:

(i) Setting VDW-radii:
   The option you need is POP=(ChELPG,ReadRadii) and then after the
structure input you place a block of lines

atom-type radius

for each element you care to define and end it with a blank line.

Example:

  #P RHF/GEN
Pop=(CHELPG,ReadRadii)
MaxDisk=2000MB

ZnH2O for charges

    2    1
O         9.957              29.927              22.183
H        10.538              29.398              22.729
H        10.392              30.778              22.124
ZN        7.852              29.152              22.941

Basis set specifications
(blank line)
 Zn 2.0 ! Zn vdw radius read in here

(Thanks to Lars Hemmingsen <lasse@lhe.dina.kvl.dk> (nice User-ID, it's
the name of my brother... :-) and Doug Fox <fox@lorentzian.com>.)

(ii) Modifying the grid:

It seems that such a modification needs recompilation of the code
(routine BGrid in g94/l602.F according to Doug Fox).

The following came from Ulf Ryde <teoulf@garm.teokem.lu.se> (marvellous,
Ulf is the name of my father... :) :

> You can affect the ESP points by
> IOp(6/41=number_of_layers) 
> IOp(6/42=density_of_points)
> but I do not know exactly how they affect the CHelpG points.
> The options are not very well documented, so you probably have
> to check the code directly. 
> IOp(6/33=2) is useful to see exactly where the ESP is calculated.

I think, "number_of_layers" sounds much like CHELP and not CHELPG.

Bye!
-- 
            Bjoern Rabenstein * PhD student * Freie Universitaet Berlin
 Inst. f. Kristallographie * AG Knapp * Takustrasse 6  * D-14195 Berlin
                        [phone] +49-30-838-3484   [fax] +49-30-838-3464
 [email] rabe@fu-berlin.de  [WWW] http://www.chemie.fu-berlin.de/~rabe/

From destack@unomaha.edu  Wed Nov 19 10:34:32 1997
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From: "Douglas E. Stack" <destack@unomaha.edu>
To: "CHEMISTRY@www.ccl.net" <CHEMISTRY@www.ccl.net>
Subject: Imaginary Freq.
Date: Wed, 19 Nov 1997 08:52:46 -0600
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I've had a calculation converge to a transition state structure, but the =
value of my one imaginary frequency seems to low ca. 7 cm-1.
Animation of the mode seems to connect the nucleophile to the Micheal =
acceptor, but I was under the impression that the absolute value of the =
imaginary freq. should b between 600 to 200 cm-1.  I have a ring system =
composed of two fused six membered rings (the Micheal acceptor) would =
this make for a low value?



Douglas E. Stack=09
Assistant Professor
Department of Chemistry
University of Nebraska at Omaha
Omaha, NE 68182-0109
(402) 554-3647
(402) 544-3888 (fax)
destack@unomaha.edu


From s.hogg@ic.ac.uk  Wed Nov 19 11:34:05 1997
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Subject: SOFIE - Any ideas??
To: chemistry@www.ccl.net
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This is an email I recevied from a friend (Rob Miller,
rmiller@sanbi.ac.za) that may be of interest.  If anyone is
interested in the project, email me, the list, or Rob directly, and it may
be useful. 

--	Simon Hogg
	Imperial College, London, UK 

> Did you see a recent announce on various linux ngs about a
> 3d game engine called sofie ?
<snipped>
> it's set up so you can define new enemy
> spaceships that fly about and respond to their environment...
> so I was tinking... any interest in trying to help build a 
> `chemistry' world for it ?  Not QM level simulation of 
> course, but perhaps enough to get bond angles and structures
> basically right -- then you could maybe go and `push' on 
> an atom and watch the structure deform/respond, or blast
> a C atom out of existence and see how the molecule recovers !
> 


-----	Appended Message   -----
> sofie is a real time 3d graphics engine with collision detection system.
> A little space fighting game (1 level) as demo is included.
>  
> I already uploaded sofie to sunsite but probably it is
> not now in the destination directory. You can also download 
> sofie from
> 
> http://www.physik.uni-regensburg.de/~scs22156/sofie-0.2/sofie.html
> 
> WANTED: contributors for
> 
> - - creating new space ships with/without textures, or
>   improving old ones. (no programming skills necessary)  
> 
> - - writing AI for other computer enemies (the current are 
>   to dumb). This is an isolated problem, no internals of 
>   sofie are necessary to know. 
> 
> - - what else? May be you know ...
> 

From schiffer@h1tw0036.hoechst.com  Tue Nov 18 08:33:57 1997
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Date: Tue, 18 Nov 1997 14:26:11 +0100
From: "Dr. Heinz Schiffer" <schiffer@h1tw0036.hoechst.com>
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To: Frank Jensen <frj@dou.dk>
CC: Computational Chemistry List <chemistry@www.ccl.net>
Subject: Re: CCL:HF and EC bond lengths
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Frank Jensen wrote:
> 
>         Dear All,
> 
>         For 'normal' organic molecules the general trend
> is that Hartree-Fock geometries have bond lengths which are
> too short (at least when sufficiently large basis sets are used).
> Addition of electron correlation increases the bond lengths,
> and MP2 with a large basis set is often surprisingly close
> to the experimental value. This behavior is often rationalized
> by arguing that the Hartree-Fock wave function has the
> wrong dissociation limit, and by the fact that electron
> correlation in general increases as a function of bond length.
> 
>         For metal coordinated species (e.g. ferocene), however,
> the observed trend is normally the opposite, i.e. Hartree-Fock
> geometries have too long bond lengths and electron correlation
> makes them shorter. MP2 normally is quite poor in these cases,
> and overshoots the correlation effect significantly. Coupled
> cluster method (e.g. CCSD) give quite good geometries, as does
> DFT.
> 
>         Does anyone have a good rational for this change
> in behavior? The arguments for the 'normal' molecules should
> be equally valid for the metal coordinates species, but the
> observed trend is the opposite.
> 
>         Frank
> 

Hi Frank,
in my view it's especially the intramolecular dispersion energy
(which is always attractive) between the d-electrons of the iron
and the pi electrons of the cyclopentadienyl rings and of course
between the two rings which is missing in HF calculations of
ferrocene and which leads to too long distances. MP2 may be bad,
because of the too many electrons involved and because the pi
electrons are delocalized. Good DFT geometries surprises me a
little bit, because it was shown by Pulay, Becke, and Sprik that
also DFT does not contain any dispersion contributions at all.
May be, these are LDA or LSDA results, which always leads to 
overbinding and therefore to too short distances. But only in the
limit of a complete basis set. So, the good performance of DFT
may be the result of a fortuitious error compensation. If gradient
corrected DFT-methods are used, the distances should be too long,
as with HF. But with small basis sets...see above.
By the way, there is an exception to the 'normal' rule, that 
HF distances in the basis set limit are too small : Si2H6 and
Cl2. For both molecules you get larger bond distances on the HF level
of theory if you add more polarization functions (2d, 2d1f, etc.).
In Cl2 you have again the dispersion interactions of the lone pairs.
For Si2H6 I do not have any convincing explanation.
I hope I could help a little bit,
Ciao
Heinz

-- 
Dr. Heinz Schiffer                  Phone ++49-69-305-2330                      
Hoechst Research & Technology       Fax   ++49-69-305-81162                     
Scientific Computing, G864          Email schiffer@h1tw0036.hoechst.com         
65926 Frankfurt am Main                   Schiffer@CRT.hoechst.com


From strahs@winestock.biomath.nyu.edu  Tue Nov 18 13:44:40 1997
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Date: Tue, 18 Nov 1997 13:22:58 -0500 (EST)
From: Dan Strahs <strahs@winestock.biomath.nyu.edu>
X-Sender: strahs@choppin.biomath.nyu.edu
To: CHEMISTRY@www.ccl.net
Subject: visualizing normal modes?
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I'm trying to visualize some the normal mode eigenvectors for systems I've
been working with. 

I have a number of options, but none really satisfy me.

a) I can use Insight/Biosym/MSI to draw arrows attached to the atom
positions; but this is an extraordinarily crude approach. It also requires
me to iteratively read in and delete the objects associated with the
particular mode I want to consider. 

b) I have code which I can adopt to generate Postscript stereo views of
the atoms with the eigenvectors. But these can't be manipulated in 3-D and
it would, in the end, use ALOT of paper. Of course, I could save on the
paper by using ghostview to display, but that still leaves me with a fixed
visualization.

c) I can use Geomview to import the atoms as small spheres and draw 
cones and cylinders for the eigenvectors. This suffers from the same
process of iterative reading as the Biosym/Insight solution.

Is there some package (preferably free) which will:

	1) Display atoms and eigenvectors in a 3-D, rotatable reference
frame;
	2) Allow me to import the entire calculated set of normal modes
and visualize them individually without progressive reloads;

	3) Generate some form of output (i.e. Postscript) 

Thanks for any help that can be offered in this regard.

					Dan Strahs, Chemistry Dept., NYU







From t.niwa@nippon-shinyaku.co.jp  Wed Nov 19 21:34:12 1997
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Date: Thu, 20 Nov 1997 11:05:46 +0900
To: chemistry@www.ccl.net
From: Tomoko Niwa <t.niwa@nippon-shinyaku.co.jp>
Subject: logP and solubility for Amino Acids and peptides
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Dear CCL:

Wang Arthur wrote:

> We are currently on a project of de novo protein design. A set of scales 
> which describe the hydrophobicities of the natural amino acids is what we 
> badly need. 

> (2) LogP values for the 20 natural amino acids and oligopeptides (up to 
> buta- or pentapeptides). 

Please check the following papers: 

Tomoko Sotomatsu-Niwa, Akio Ogino, Evaluation of the hydrophobic
parameters of the amino acid side chains of peptides and their 
application in QSAR and conformational studies, THEOCHEM (1997), 
392, 43-54.
 
We statistically analyzed the experimentally determined 1-octanol/water
partition coefficient, log P, of a wide variety of N-acetyl-di- and tripeptide
amides and unblocked di- and tripeptides to evaluated the hydrophobic
parameters of the amino acid side chains of peptides.  For blocked peptides,
hydrophobic parameters were defined for amino acids having un-ionizable and
ionizable side chains.  For unblocked peptides, hydrophobic parameters were
evaluated for 12 amino acids with un-ionizable side chains.  In order to
estimate the hydrophobic parameters for unnatural and ionizable amino acids, a
procedure was developed based on the relationship between our hydrophobic
parameters and the log P values of model amino acids calculated by the fragment
constant method.  Use of the hydrophobic parameters in quantitative
structure-activity relationship (QSAR) studies of bioactive peptides and
conformational studies of proteins have also been presented.
(Our method is valid for the log P values for buta- or pentapeptides. ) 

Abraham, Donald J.; Leo, Albert J., Extension of the fragment method to
calculate amino acid zwitterion and side chain partition coefficients,
Proteins:  Struct., Funct., Genet. (1987), 2(2), 130-52

Leo, A. J., Computer calculation of peptide hydrophobicity, Pharmacochem. Libr.
(1991), 16(QSAR:  Ration. Approaches Des. Bioact. Compd.), 349-52

Fauchere, Jean Luc; Charton, Marvin; Kier, Lemont B.; Verloop, Arie; Pliska,
Vladimir, Amino acid side chain parameters for correlation studies in biology
and pharmacology, Int. J. Pept. Protein Res.  DATE: 1988  VOLUME: 32  NUMBER: 4
PAGES: 269-78  

Akamatsu, Miki; Fujita, Toshio, Quantitative analyses of hydrophobicity of di-
to pentapeptides having unionizable side chains with substituent and structural
parameters, J. Pharm. Sci. (1992), 81(2), 164-74
   
Akamatsu, Miki; Okutani, Shinichi; Nakao, Kazuya; Hong, Nam Joo; Fujita,
Toshio, Hydrophobicity of N-acetyl-di- and tripeptide amides having unionizable
side chains and correlation with substituent and structural parameters, Quant.
Struct.-Act. Relat.  DATE: 1990  VOLUME: 9  NUMBER: 

Akamatsu, Miki; Yoshida, Yohji; Nakamura, Hideaki; Asao, Masaaki; Iwamura,
Hajime; Fujita, Toshio, Hydrophobicity of di- and tripeptides having
unionizable side chains and correlation with substituent and structural
parameters, Quant. Struct.-Act. Relat.  DATE: 1989  VOLUME: 8  NUMBER: 3

[8] R.-S. Tsai, B. Testa, N. El Tayar, P.-A. Carrupt, 
J. Chem. Soc. Parkin Trans. 2, (1991), 1797.
[9] P. Vallat, P. Gaillard, P.-A. Carrupt, R.-S. Tsai, 
B. Testa, Helv. Chim. Acta, 78 (1995), 471.
[11] W. E. Steinmetz, Quant. Struct.-Act. Relat., 14 (1995), 19.
[12] N. El Tayar, H. Karajiannis, H. van de Waterbeemd, 
Amino Acids, 8 (1995), 125.

Best Regards

=-=-=-=-=-=-=-=-=-=-=-=-=-=-=-=-=-=-=-=-=
Tomoko Sotomatsu Niwa, Ph.D. 
Research Lab. Nippon Shinyaku Co., Ltd.
Nishiohji Hachijo Minami-ku Kyoto, 601 Japan
tel 075-321-9047, fax 075-321-9038
t.niwa@nippon-shinyaku.co.jp
=-=-=-=-=-=-=-=-=-=-=-=-=-=-=-=-=-=-=-=-=

From jkp@wag.caltech.edu  Wed Nov 19 22:34:12 1997
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Date: Wed, 19 Nov 97 18:35:14 -0800
From: "Jason K. Perry" <jkp@wag.caltech.edu>
Message-Id: <9711200235.AA10644@sgi1>
To: frj@dou.dk
Subject: Re: CCL:HF and EC bond lengths
Cc: chemistry@www.ccl.net


Dear Frank,

	In regard to your question about correlation shortening bonds
in organometallics in contrast to the situation for organic molecules,
I see two major reasons for the difference.

1)  I agree with the analysis that HF bonds are generally too short
for organic molecules because of the lack of dissociation consistency.
However, this only applies to homolytic bond cleavage.  Many organometallic
bonds are dative and therefore dissociate properly.  In these cases,
correlation strengthens the bonds and usually shortens them as a result.

2)  HF is biased toward the metal s orbital over the metal d orbital.  The
s orbital is more diffuse than the d orbitals and requires less correlation
to describe properly.  You can test this by calculating the metal s2dn-2,
s1dn-1, and dn state spittings of the metal.  You get much better agreement
with experiment when correlation and good basis sets are used.  Otherwise,
there is a bias in favor of the s2dn-2 and s1dn-1 states.  Because of this
bias, HF descriptions of metal-ligand covalent bonds often have too much
s character in them.  With the addition of correlation more d character
is introduced into the bond.  Since the s orbital is larger than the d
orbital, reducing s character and introducing more d character coincides 
with a shortening of the bond.

Correlation may also describe charge transfer better and also add
dispersion.  Both could potentially lead to stronger, shorter bonds.

	Jason Perry

First Principles Research, Inc.	and	Schrodinger, Inc.
http://www.firstprinciples.com		http://www.schrodinger.com


