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Date: Mon, 09 Nov 1998 08:42:39 +0100
From: Jean-Marie WURTZ <wurtz@titus.u-strasbg.fr>
Organization: IGBMC du CNRS, Labo. de Biologie Structurale
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Subject: normal modes
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Dear CCLer,

Could you indicate me a package able to calculate normal modes or to
extract low frequencies of large systems (a few thousand heavy atoms).
thanks for your help,
-- 

				WURTZ Jean-Marie


________________________________________________________________________
IGBMC               			E-mail : wurtz@igbmc.u-strasbg.fr 
Laboratoire de Biologie Structurale	Phone :  (33) 3 88 65 35 29
Parc d'Innovation			Fax :	 (33) 3 88 65 32 01
1, rue Laurent Fries, BP 163
67404 ILLKIRCH, CU STRASBOURG
France    
________________________________________________________________________

From chemistry-request@www.ccl.net  Mon Nov  9 09:17:29 1998
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Date: Mon, 9 Nov 1998 14:54:53 +0100
From: Dario Bressanini <dario@rs5.csrsrc.mi.cnr.it>
Message-Id: <199811091354.OAA10186@rs5.csrsrc.mi.cnr.it>
To: CHEMISTRY@www.ccl.net
Subject: 100 MUST HAVE BOOKS IN CHEMICAL PHYSICS ???



Hello,

A few days ago i asked for suggestions about books on reaction dynamics.
and received from Gert von Helden the following:

R.D. Levine, R.B. Bernstein, "Molecular Reaction Dynamics and Chemical
Reactivity", Oxford University Press.

G. Scoles (ed.), Atomic and Molecular Beam Methods, Oxford University Press
(Vol. 1 and Vol. 2)


NOW: I am a researcher of a new Italian University (Universita' dell'Insubria)
and I have been assigned the duty of building the 'core' of the new
chemistry library.
Send me your suggestions of "MUST HAVE", both classic and recents (like the
one suggested above for reaction dynamics"

I can start with, say, 100 books and for now i am interested in
chemical physics/spectroscopy/computational chemistry/modelling/etc....

So, to summarize my request:

"WHAT ARE THE 100 MUST HAVE BOOKS IN CHEMICAL PHYSICS ?"

I will summarize the replies, and put the list on the Web.

Dario Bressanini

From chemistry-request@www.ccl.net  Mon Nov  9 11:55:08 1998
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Date: Mon, 9 Nov 1998 17:54:06 +0100 (MET)
From: Pablo Vitoria Garcia <qibvigap@lg.ehu.es>
To: ccl <CHEMISTRY@www.ccl.net>
Subject: AIMPAC problem with >1000 primitives
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Hi,

Regarding the problem I found with AIMPAC opening a .wfn file of a big
calculation (more than 1000 primitives), and whose origin I wrongly
thought was the f functions, this may be of interest to other people. 

Some AIMPAC programs (EXT94b and cubev, at least) cannot read .wfn files
if the calculation was done with more than a thousand primitives, bacause
FORMAT line 102 tries to read a I3 integer (<999). It should be changed
to:
102   FORMAT (4X,A4,11X,3(I4,16X))
and the problem disappears.

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 4 4647700 Ext. 2450
--------------------------------------------------------------------------------


From chemistry-request@www.ccl.net  Mon Nov  9 12:40:56 1998
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From: "Gavin Tsai" <hxt10@po.cwru.edu>
To: <CHEMISTRY@www.ccl.net>
Subject: fitting problem
Date: Mon, 9 Nov 1998 12:44:03 -0600
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    Dear all,
   =20
        I try to use Hessian biased singular value decomposition =
(HBFF/SVD)
    method to optimize the potential form and Force Field constants to
    perform the vibration frequency calculations of some medium size
    molecules.  This method is based on singular value decomposition =
(SVD)
    of Jacobian which is the partial derivatives in force(F) and =
Hessian(H)
    with respect to FF parameters (geometry (c) and force constants (k) =
).
    The Jacobian matrix has four main componets
   =20
    [ dF/dc, dF/dk ]
    [ dH/dc, dH/dk],
   =20
    with [dF/dk,dH/dk] being much smaller than [ dF/dc, dH/dc].

      My question is as below:
   =20
       Because of the different magnitudes of the components of the =
Jacobian
    matrix, the step change for the carestian coordinates is acceptable, =
but
    is very SMALL for the force contsnts.  I multiplied the step change =
of
    force constants by a scaling factor, but it is not very efficient
    because of their different magnitudes ( e.g. stretching force =
constants
    > bending force constants > cross term force constants).=20

     In brief, Is there any efficient method to fit different magnitudes =
 of parameters
(like coordinates amd force constants)? Is there any suggestions on how =
to nondimensitionize this Jacobian Matrix?
   =20
       Any suggestions will be welcomed and appreciated.  I will =
summarize the responses. Thanks!
   =20
    Gavin Tsai
   =20



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<BODY bgColor=3D#ffffff>
<DIV><BR>&nbsp;&nbsp;&nbsp; Dear all,<BR>&nbsp;&nbsp;&nbsp;=20
<BR>&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; I try to use Hessian =
biased=20
singular value decomposition (HBFF/SVD)<BR>&nbsp;&nbsp;&nbsp; method to =
optimize=20
the potential form and Force Field constants to<BR>&nbsp;&nbsp;&nbsp; =
perform=20
the vibration frequency calculations of some medium =
size<BR>&nbsp;&nbsp;&nbsp;=20
molecules.&nbsp; This method is based on singular value decomposition=20
(SVD)<BR>&nbsp;&nbsp;&nbsp; of Jacobian which is the partial derivatives =
in=20
force(F) and Hessian(H)<BR>&nbsp;&nbsp;&nbsp; with respect to FF =
parameters=20
(geometry (c) and force constants (k) ).<BR>&nbsp;&nbsp;&nbsp; The =
Jacobian=20
matrix has four main componets<BR>&nbsp;&nbsp;&nbsp; =
<BR>&nbsp;&nbsp;&nbsp; [=20
dF/dc, dF/dk ]<BR>&nbsp;&nbsp;&nbsp; [ dH/dc, =
dH/dk],<BR>&nbsp;&nbsp;&nbsp;=20
<BR>&nbsp;&nbsp;&nbsp; with [dF/dk,dH/dk] being much smaller than [ =
dF/dc,=20
dH/dc].</DIV>
<DIV><BR>&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; My question is as=20
below:<BR>&nbsp;&nbsp;&nbsp; <BR>&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; =
Because of=20
the different magnitudes of the components of the =
Jacobian<BR>&nbsp;&nbsp;&nbsp;=20
matrix, the step change for the carestian coordinates is acceptable,=20
but<BR>&nbsp;&nbsp;&nbsp; is very SMALL for the force contsnts.&nbsp; I=20
multiplied the step change of<BR>&nbsp;&nbsp;&nbsp; force constants by a =
scaling=20
factor, but it is not very efficient<BR>&nbsp;&nbsp;&nbsp; because of =
their=20
different magnitudes ( e.g. stretching force =
constants<BR>&nbsp;&nbsp;&nbsp;=20
&gt; bending force constants &gt; cross term force =
constants).&nbsp;</DIV>
<DIV>&nbsp;</DIV>
<DIV>&nbsp;<FONT color=3D#000000 size=3D2>&nbsp;&nbsp;&nbsp; <FONT =
size=3D3>In brief,=20
Is there any efficient method to fit different magnitudes&nbsp; of=20
parameters</FONT></FONT></DIV>
<DIV><FONT color=3D#000000 size=3D2><FONT size=3D3>(like coordinates amd =
force=20
constants)? </FONT></FONT>Is there any suggestions on how to =
nondimensitionize=20
this Jacobian Matrix?<BR>&nbsp;&nbsp;&nbsp;=20
<BR>&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; Any suggestions will be =
welcomed and=20
appreciated.&nbsp; I will summarize the responses. =
Thanks!<BR>&nbsp;&nbsp;&nbsp;=20
<BR>&nbsp;&nbsp;&nbsp; Gavin Tsai<BR>&nbsp;&nbsp;&nbsp;=20
<BR><BR></DIV></BODY></HTML>

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From chemistry-request@www.ccl.net  Mon Nov  9 16:16:29 1998
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From: Konrad Hinsen <hinsen@cnrs-orleans.fr>
To: wurtz@titus.u-strasbg.fr
CC: chemistry@www.ccl.net
In-reply-to: <36469CEF.1372@igbmc.u-strasbg.fr> (message from Jean-Marie WURTZ
	on Mon, 09 Nov 1998 08:42:39 +0100)
Subject: Re: CCL:normal modes
References:  <36469CEF.1372@igbmc.u-strasbg.fr>


> Could you indicate me a package able to calculate normal modes or to
> extract low frequencies of large systems (a few thousand heavy atoms).
> thanks for your help,

Some very efficient methods for dealing with such problems are
described in the article

  K. Hinsen
  Analysis of domain motions by approximate normal mode calculations
  Proteins 33(3), 417-429 (1998)

They have been implemented in the program DomainFinder, available
for free at

     http://dirac.cnrs-orleans.fr/DomainFinder/

together with analysis techniques which are specific to proteins.
If you get the "developer release" of DomainFinder, you can also
use these techniques individually for whatever purpose you like.
-- 
-------------------------------------------------------------------------------
Konrad Hinsen                            | E-Mail: hinsen@cnrs-orleans.fr
Centre de Biophysique Moleculaire (CNRS) | Tel.: +33-2.38.25.55.69
Rue Charles Sadron                       | Fax:  +33-2.38.63.15.17
45071 Orleans Cedex 2                    | Deutsch/Esperanto/English/
France                                   | Nederlands/Francais
-------------------------------------------------------------------------------

From chemistry-request@www.ccl.net  Mon Nov  9 23:04:11 1998
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Date: Mon, 9 Nov 1998 20:04:10 -0800 (PST)
From: "Dale A. Braden" <genghis@darkwing.uoregon.edu>
To: cclpost <chemistry@www.ccl.net>
Subject: wave function stability question
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Dear CCL,

I'm doing DFT calculations on an open-shell transition metal compound
using G94.  I saw that 3 of the virtual orbitals had negative eigenvalues:

 .....
Alpha  occ. eigenvalues   -0.20751  -0.14471
Alpha virt. eigenvalues   -0.03482  -0.01181  -0.01122   0.01779  0.03974
 .....
 
which I thought warned that the SCF had converged to an excited state, so
I performed a wave function stability calculation.  This reported that the
wave function was stable "under the perturbations considered", with an
eigenvalue of 0.0119 for the "stability matrix".  This was confusing, so I
have three questions: 

1) Am I correct that the stability calculation is NOT guaranteed to
recognize an excited state?

2) Are negative eigenvalues for virtual orbitals a SURE sign that an
excited state has been obtained?

3) In case I really still do have an excited state wave function, is the
only way to direct it towards the ground state to guess which orbitals
should be occupied, and then use guess=(read,alter) to fix their
occupations?  (I'd like to avoid hit-or-miss strategies!)

Best wishes to all,

Dale Braden
Department of Chemistry
University of Oregon
Eugene, OR 97403-1253
genghis@darkwing.uoregon.edu


