From owner-chemistry@ccl.net  Thu Oct 12 01:54:57 1995
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From: Jussi Eloranta <eloranta@voimax.voima.jkl.fi>
Message-Id: <199510120549.HAA15744@voimax.voima.jkl.fi>
Subject: Re: CCL:PC as a file server?
To: chemistry@ccl.net
Date: Thu, 12 Oct 1995 07:49:51 +0200 (EET)
In-Reply-To: <Pine.LNX.3.91.951011181719.8503G-100000@occam.gh.wits.ac.za> from "Craig Taverner" at Oct 11, 95 06:26:16 pm
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>All networking between linux and other unix machines seems to work very 
>well (we use extensive nfs and remote X11).  If your clients are only 
>unix machines, then unix should be your server of choice.  If your 
>clients are LAN machines (eg. windows for workgroups).  Linux can still 
>be used (as we have with Samba).
>

Actually Linux can be server for:

1) nfs (unix)
2) samba (m$ windows)
3) Macintosh network (CAP)
4) Recently someone wrote Netware fileserver application for Linux
   (called linuxware).

We are experimenting with Linux fileserver with XFS (shareware NFS
and printing client for MSDOS). The results this far are very good!
NCSA telnet & ftp and trumpet winsock can be used with xfs too. It is
amazing that single 486/80MHz/16mb can serve our whole laboratory and
still drive our old Varian EPR spectrometer, act as our www server
and serve 2 - 5 simultanous users (running X applications) at the same time!

So why pay considerable amount of money to get these "fancy" systems
that usually don't even work well ;-) Linux is free. If one wants to
do X windows programming then the lack of Motif may be a problem. The
commerical Motif for Linux is about $99 (there is a free port developing
called lesstif or something like that).

Jussi Eloranta

ps. All this stuff is available via non. ftp from sunsite.unc.edu:/pub/Linux
and ftp.funet.fi:/pub/Linux



From trunec@elanor.sci.muni.cz  Thu Oct 12 04:24:59 1995
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From: "David Trunec" <trunec@sci.muni.cz>
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To: chemistry@www.ccl.net
Subject: potential between Ar^+ and He


Hello,
I would like to calculate the cross section for elastic collisions
between Ar^+ ion and He neutral atom. I need for this to know
the potential U(r) between Ar^+ and He. I tried to use the 
following job

%Chk=ArHe
# UMP2/6-31G(d) SCAN SCF=DIRECT NOSYM

ArHe calculation

1 2
Ar1
He1 Ar1 arhe

arhe 2.0 30 0.2

under Gaussian 92.
The result is wrong, the potential does not agree with the potential
derived from scattering experiment and from asymptotic relations.
Could anybody tell me how to calculate this potential ?

                      Thanks,
                                   David
Dr. David Trunec
Dep. of Physical Electronics
Faculty of Science
Masaryk University
Kotlarska 2
611 37 Brno
Czech Republic
E-mail trunec@sci.muni.cz
Fax: +42-5-41211214
Tel: +42-5-41129430

From gl@coil.mdy.univie.ac.at  Thu Oct 12 05:55:06 1995
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Date: Thu, 12 Oct 1995 10:52:04 +0100
In-Reply-To: Albert PALOMER <guest04@montsia.cesca.es>
        "CCL:VIJAIE '95 at Barcelona" (Oct 11,  5:42pm)
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That's exactly what I thought, too!

On Oct 11,  5:42pm, Albert PALOMER wrote:
> Subject: CCL:VIJAIE '95 at Barcelona
> Hola Alicia, ja he vist que habies enviat el mail a www.ccl.net.
> Moltes gracies i fins d'aci a una estona.
> Albert
>
>
>
> -------This is added Automatically by the Software--------
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--
Gerald Loeffler
PhD student in Theoretical Biochemistry

EMail: gl@mdy.univie.ac.at
Phone: +43 1 40480 612
Fax:   +43 1 4028525
SMail: University of Vienna
       Institute for Theoretical Chemistry
       Theoretical Biochemistry Group
       Waehringerstrasse 17/Parterre
       A-1090 Wien, Austria

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From owner-chemistry@ccl.net  Thu Oct 12 09:40:08 1995
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From: Jenn-Huei Lii <robert@europa.chem.uga.edu>
To: Cheol Choi <choic@gusun.acc.georgetown.edu>
cc: chemistry@ccl.net
Subject: Re: CCL:G:Transform to redundant internal Coord?
In-Reply-To: <Pine.SOL.3.91.951011172816.11267A-100000@gusun>
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Hi Cheol,

In order to overcome your problem, you can use a technique called
"Generalized Inverse".  Please see the following references.

 1. L. B. Thomas and L. O. Patrick in "Generlized Inverse Matrices,";
    Wiley-Interscience; New York, N. Y. (1957)
 
 2. R. Fletcher, Computer Journal, 10, 392 (1968)

-Robert


On Wed, 11 Oct 1995, Cheol Choi wrote:

> Dear CCLers.
> 
> I have a simple question.
> 
> First of all, let me define some terms.
> 
> X : cartesian displacement coordinate
> R : internal displacement coordinate
> If I have N atoms, then I would have 3N of cartesians.
> Also if I define nun-redundant internal coordinate, I would have
> 3N-6 or 5 internal coordnate.
> 
> There is A matrix which transform R into X.
> X=A*R
> 
> In general, one could get the inverse (since A is not square matrix,
> this is not exactly inverse matrix) of A like 
> (Let me use B for inverse of A)
> 
> A=transpose(B)*inverse(B*transpose(B))
> (This formula can only be used for direction independent quantities, such as
> energy and only hold for nun-redundant internal coordinate.)
> 
> 
> Now, my problem is this.
> If I have redundant internal coordinate,which means that there are (is)
> singularities in B matrix, I could not inverse the B*transpose(B).
> Therefore I couldn't get the A matrix form B matrix.
> 
> Gaussian94 uses the redundant internal coordinate to optimize geometry.
> It actually calculates the hessian matrix in redundant internal 
> coordinate and also gives us the cartesian hessian matrix. So there might
> be a transformation matrix between these coordinates.
> 
> Please, let me konw how to get such a transformation matrix.
> 
> Thank you in advance.
> 
> 
> Cheol Ho Choi
> 
> Georgetown Univ.
> 

From 94970459@vax1.dcu.ie Thu Oct 12 08:23:12 1995
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Date: Thu, 12 Oct 1995 13:20:48 +0000 (GMT)
From: Paddy Kane <94970459@vax1.dcu.ie>
Subject: Gibbs Free Energy
To: hyperchem@hyper.com, support@hyper.com
Cc: chemistry@www.ccl.net
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 Hi,

 I am a user of HyperChem and I am interested in calculating Gibb's free energy of formation of complexes formed between calixarenes and neutral guests such as toluene.

 In the past somebody mentioned that while HyperChem cannot do this directly, a macro in excel could be written. What exactly should I get the macro to do?

 Secondly, while I know that the energies obtained in a molecular mechanics calculation have no absolute meaning, would the difference in energies of two optimised conformations of the same complex have any meaning? If so, what kind of energy are we talking about?

 Thirdly, is it possible to determine the contribution to each of the above energies made by the different types of interaction (van der Waals, pi-pi) between the host and the guest?

 Kind Regards,
 Paddy.

 Paddy Kane
 Dublin City University
 94970459@vax1.dcu.ie



From fgonzale@lauca.usach.cl  Thu Oct 12 12:40:06 1995
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From: Fdo Danilo Gonzalez Nilo <fgonzale@lauca.usach.cl>
Message-Id: <199510121526.MAA22871@lauca.usach.cl>
Subject: polyelectrolyte?
To: chemistry@www.ccl.net
Date: Thu, 12 Oct 95 12:26:32 ADT


Hi all!
	Has anyone some references about molecular simulation of 
sintetic polyelectrolyte?????
Im waiting your response!! thanks!!
	Danilo/// 

-- 

*************************************************************************
Fernando Danilo Gonzalez N.              |\/| /-\ |  /_  /`  | | |  /`\ |`)*
Facultad de Quimica y Biologia           |  | \-/ |_ |_, |_, \_/ |_ | | | \*
dpto. de Ciencias Quimicas               |\/| /-\ |\ /_  |   | |\ | /` *
universidad de Santiago de Chile         |  | \-/ |/ |_, |_  | | \| |_)*       
casilla 307, Santiago-2, Chile    fono: 681 2575
E-mail : fgonzale@lauca.usach.cl  fax : (562) 681 2108           
*************************************************************************x

From owner-chemistry@ccl.net  Thu Oct 12 16:25:08 1995
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Subject: 3D Structure Files
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                      Subject:                              Time:  2:10 PM
  OFFICE MEMO         3D Structure Files                    Date:  10/12/95

Many months ago I recall someone posting to this list about a database of
chemical structures with 3D coordinates.  I cannot find that reference.  I
would like to know any sources (ftp sites, etc.) with free (public domain)
chemical structures with 3D coordinates - inorganic or organic.  Send e-mail
to me, Craig Shelley (craigs@softshell.com) and I will summarize to the list.

Thanks.


From dan@sage.syntex.com  Thu Oct 12 16:37:19 1995
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From: dan@sage.syntex.com (Dr. Daniel L. Severance)
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Date: Thu, 12 Oct 1995 13:12:23 -0700
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Subject: QSAR software for combinatorial chemistry
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   We are looking for software to fulfill the following requirements.  Any
help is appreciated!

Combinatorial Libraries <-> QSAR Analysis.

Interfacing the tracking, robotic screening and data collection of
combinatorial libraries with QSAR software is a difficult task. In many
established companies, the robotic equipment is already in place and generates
screening data in the form of Oracle or Excel tables or the like. The
structural information may be available in a 2D format such as a MACCS.sd file.


We are not aware of any efficient and elegant solutions to generating QSAR
data, which would be applicable to large combinatorial libraries and would not
require significant changes to the existing equipment or statistical analysis
software. Such a solution would allow for the painless clustering of compounds
and the analysis of pharmacophore features within the clusters in an automated
way.

We would be interested in hearing about approaches and solutions (partial or
complete) to this problem.

  Thanks!

-- 
Dr. Daniel L. Severance			dan@sage.syntex.com
Staff Researcher			Work phone:	(415) 354-7509
Roche Bioscience (formerly Syntex)	Home phone:	(415) 969-5818
R6W-002          		        Fax (Work):  	(415) 354-7363
3401 Hillview Ave                       Palo Alto, CA  94303 			

From owner-chemistry@ccl.net  Thu Oct 12 18:55:10 1995
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Date: Thu, 12 Oct 1995 23:40:12 +0200 (EET)
From: Tom Sundius U of Helsinki +358 0 1918339 <SUNDIUS@phcu.helsinki.fi>
Subject: Re: CCL:G:Transform to redundant internal Coord?
In-Reply-To: Your message dated "Wed, 11 Oct 1995 18:19:03 -0400 (EDT)"
 <Pine.SOL.3.91.951011172816.11267A-100000@gusun>
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Cheol Choi had a matrix problem:

> There is A matrix which transform R into X.
> X=A*R

> In general, one could get the inverse (since A is not square matrix,
> this is not exactly inverse matrix) of A like
> (Let me use B for inverse of A)

> A=transpose(B)*inverse(B*transpose(B))
> (This formula can only be used for direction independent quantities, such as
> energy and only hold for nun-redundant internal coordinate.)

  This problem occurs in chemistry for instance when one tries to invert
  the transformation between cartesian and internal displacement coordinates:
  R = BX. If B is rectangular, this can be done by multiplying both 
  sides of the equation on the left by the transpose of B. If the inverse
  of B*transpose(B) exists, one gets the above expression for A.
 
  Since A satifies the equation BA = I, it is actually a right inverse of B
  (also called a pseudo-inverse or general inverse). This pseudo-inverse
  can, for instance, be used when transforming force constant matrices
  expressed in cartesian coordinates into internal coordinates. This
  was shown, for instance, in a paper by Collier (W.B. Collier, J. Chem. Phys.
  88, 7295 (1988)).

  Generalized inverses have also been used in several papers by Peter Pulay
  (see, for instance, P.Pulay and G. Fogarasi, J. Chem. Phys. 96, 2856
  (1992)). Many text-books have chapters on generalized inverses, as
  for instance Stephen Barnett: Matrices, Methods and Applications
  (Oxford Applied Mathematics and Computing  Science Series) Oxford 1990.

> Now, my problem is this.
> If I have redundant internal coordinate,which means that there are (is)
> singularities in B matrix, I could not inverse the B*transpose(B).
> Therefore I couldn't get the A matrix form B matrix.

  This is a well-known problem. In a chapter in "Generalized Inverses
  and Applications" ed. by M. Zuhair Nashed, Academic Press (1976),
  B. Noble discusses several methods for computing the generalized
  inverse. He gives as an example the rectangular matrix 

                  1   1    1
            A =   
                  1   1+e 1-e

  where e is a small number. If the generalized inverse is calculated
  according to the above formula, it is easy to get A*transpose(A)
  calculated as

                  3  3
                  3  3

  because of roundoff, and then it cannot be inverted. As Noble points 
  out, this problem can be solved, for instance, by LU decomposition
  of the A matrix.

  Another method to compute the pseudo-inverse if the matrix is almost
  singular is to use singular value decomposition (SVD), which is much
  discussed in the book: W.H. Press, B.P. Flannery, S.A. Teukolsky and
  W.T. Vetterling, Numerical Recipes (Cambridge University Press, 1986).

> Gaussian94 uses the redundant internal coordinate to optimize geometry.
> It actually calculates the hessian matrix in redundant internal
> coordinate and also gives us the cartesian hessian matrix. So there might
> be a transformation matrix between these coordinates.

    Yes, see the paper by Collier, and also papers by Pulay.

         -T. Sundius-
         sundius@phcu.helsinki.fi

From owner-chemistry@ccl.net Thu Oct 12 10:43:04 1995
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Date: Thu, 12 Oct 1995 15:59:24 +0100 (BST)
From: Darryl Ellson <darryl@om3.ch.umist.ac.uk>
Subject: MELDF Program
To: chemistry@ccl.net
Message-Id: <Pine.3.89.9510121548.B14079-0100000@trigger.ch.umist.ac.uk>



I would be interested in hearing from users of the MELDF program. 
Particularly it's applicability for the calculation of anisotropic 
coupling constants, also it's ease of use and system requirements etc.


		Many Thanks.

	
			Darryl A. Ellson.




    |_o_|
  []=(_)=[]     

~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~
   Darryl A. Ellson - Dept. Chemistry, UMIST, Manchester. M60 1QD
              Molecular Simulation & Design Laboratory
	    Tel: 061-236-3311 x4476    Fax: 061-236-7677
                E-mail: darryl@trigger.ch.umist.ac.uk

~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~





