From Jonathan.Connor@mailhost.mcc.ac.uk  Mon Dec 11 07:27:50 1995
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Subject: calorie conversion
To: chemistry@www.ccl.net
Date: Mon, 11 Dec 1995 12:20:07 +0100 (MET)
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The conversion factor 1 calorie = 4.1868 joule (exactly) refers to the
international calorie, which is not usually used in electronic structure
calculations, thermochemistry or reaction kinetics. In these subjects, the
thermochemical calorie is the relevant one, for which 1 calorie = 4.184 joule
(exactly). There is also the 15 degree centrigrade calorie for which
1 calorie = 4.1855 joule (approximately). The moral is "avoid calories"!


Forwarded message:
> Delivery-Date: Sun, 10 Dec 1995 08:07:22 +0000
> From: schlecmf <schlecmf@esvax.dnet.dupont.com>
> Message-Id: <9512072038.AA16252@esds01.es.dupont.com>
> Date: Thu, 7 Dec 95 15:38:10 EST
> To: chemistry@www.ccl.net
> Subject: CCL:Units Conversion
> Sender: chemistry-request@www.ccl.net
> Errors-To: jkl@ccl.net
> Precedence: bulk
> 
> 
>      Regarding the recent inquiry on units conversion,
> > Could anyone come up with reasonable accuracy (at least 6 significant
> > figures) for
> >
> > Hartrees to Joules
> > Calories to Joules
> > Bohr     to Angstrom
> >
> > Non of my texts even have the definition of a Hartree.
> >
> > Thanks in advance
> >
> > Alex
> >
> > +--------------------------------------------------+
> > |Alternate E-mail A.J.Turner@Bath.ac.uk            |
> > |www home @ http://www.bath.ac.uk/~chpajt/home.html|
> > +--------------------------------------------------+
>      I can recommend a WWWeb site which will carry out such 
> conversions interactively:
> 
> http://www.chemie.fu-berlin.de/chemistry/general/units.html
> 
>      Instructions are given in English and German, but it is 
> simple to use.  Submitting the requested conversion queries to 
> this resource gave the following answers.
> 
> 1 hartree = 4.359748e-18 joule
> 1 calorie = 4.1868 joule  (fewer than the requested six 
>                            significant figures)
> 1 bohrradius = 0.5291772 angstrom
> 
>      This server is often busy, so reference to a manual will 
> often provide the answer quicker.
> 
> 
> ---
> Administrivia: This message is automatically appended by the mail exploder:
> CHEMISTRY@www.ccl.net: Everybody | CHEMISTRY-REQUEST@www.ccl.net: Coordinator
> MAILSERV@www.ccl.net: HELP CHEMISTRY or HELP SEARCH | Gopher: www.ccl.net 73
> Anon. ftp: www.ccl.net   | CHEMISTRY-SEARCH@www.ccl.net -- archive search
>              Web: http://www.ccl.net/chemistry.html 
> ---
> 

-- 
******************************************************************************
 Professor J.N.L. Connor,     Phone(direct line): 0161-275-4693 (national)
 Department of Chemistry,                     :+44-161-275-4693 (international)
 University of Manchester,
 Manchester M13 9PL,            Phone(secretary): 0161-275-4686 or 4600
 England.                                    Fax: 0161-275-4734 or 4598  
****************************************************************************** 


From owner-chemistry@ccl.net  Mon Dec 11 09:42:52 1995
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Date: Mon, 11 Dec 1995 09:35:41 -0500 (EST)
From: Peking <xiaopeng@astro.ocis.temple.edu>
To: chemistry@ccl.net
Subject: PM3(tm) Spartan can not do it.
Message-ID: <Pine.BSD.3.91.951211092849.14074B-100000@astro.ocis.temple.edu>
MIME-Version: 1.0
Content-Type: TEXT/PLAIN; charset=US-ASCII


Dear netters,
	I found that although Spartan claim it can do PM3(tm) 
calculation. It turns out if you do submit this kind of job,it can not do 
it. 
	I try to use it for optimizing the geometry of a 35 atoms system
including a Ti, When I submit the job, the computer told me that PS-GVB
basis function has not installed! 

	Does anyone know which software can do this calculation? furthur if 
I want to do the "transition structure" geometry optimization, which one 
can do?

	Thanks in advance!

xiaopeng

=======================================================
			215-2047149(office)
			215-5357188(home)
			xiaopeng@astro.ocis.temple.edu
======================================================


From yu@infiniti.wavefun.com  Mon Dec 11 11:27:53 1995
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From: "Jianguo Yu" <yu@infiniti.wavefun.com>
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Date: Mon, 11 Dec 1995 08:23:56 -0800
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Subject: Parameters for Magnesium
Cc: Darren.Andrews@man.ac.uk, huang@wavefun.com
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On Dec 10,  3:47pm, Darren Andrews wrote:
> Subject: CCL:AM1 Parameters for Magnesium
> Can anyone provide good Semi-Empirical parameters for Magnesium,
> preferrably for AM1 calculations.
>
> Darren.Andrews@man.ac.uk
>
>
>
> -------This is added Automatically by the Software--------
> -- Original Sender Envelope Address: Darren.Andrews@man.ac.uk
> -- Original Sender From: Address: Darren.Andrews@man.ac.uk
> CHEMISTRY@www.ccl.net: Everybody | CHEMISTRY-REQUEST@www.ccl.net: Coordinator
> MAILSERV@www.ccl.net: HELP CHEMISTRY or HELP SEARCH | Gopher: www.ccl.net 73
> Anon. ftp: www.ccl.net   | CHEMISTRY-SEARCH@www.ccl.net -- archive search
>              Web: http://www.ccl.net/chemistry.html
>
>-- End of excerpt from Darren Andrews

PM3 and MNDO have parameters for magnesium (PM3: James J.P. Steward,
J.Compt.Chem: MNDO: A.A.Voityuk, Zh. Strukt. Khim., 29, 926(1988)). SPARTAN can
perform the calculations of Mg compounds by MNDO and PM3. If you want to know
more details, please contact
    support@wavefun.com

Jianguo Yu


-- 
+-----------------------+------------------+-------------------------+
|Jianguo Yu, Ph.D.      |  ______________  | E-Mail: yu@wavefun.com  |
|Computational Chemist  |  \  _________	/  | Phone:  (714)955-2120   |
|Wavefunction Inc.      |   \ \\\\\\\\/	   | Fax:    (714)955-2118   |
|18401 Von Karman       |    \ \\\\\/	   | "The doctrines observe  |
|Suite 370              |     \	\\/        |  nature"                |
|Irvine, CA 92715       |      \/	   |   Lao-tzu (604-531 B.C.)| 
+-----------------------+------------------+-------------------------+




From owner-chemistry@ccl.net  Mon Dec 11 11:38:47 1995
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Subject: calorie conversion
To: chemistry@ccl.net
Date: Mon, 11 Dec 1995 16:11:16 +0100 (MET)
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Forwarded message:

 
 The conversion factor 1 calorie = 4.1868 joule (exactly) refers to the
 international calorie, which is not usually used in electronic structure
 calculations, thermochemistry or reaction kinetics. In these subjects, the
 thermochemical calorie is the relevant one, for which 1 calorie = 4.184 joule
 (exactly). There is also the 15 degree centrigrade calorie for which
 1 calorie = 4.1855 joule (approximately). The moral is "avoid calories"!

 
> Forwarded message:
> > Delivery-Date: Sun, 10 Dec 1995 08:07:22 +0000
> > From: schlecmf <schlecmf@esvax.dnet.dupont.com>
> > Message-Id: <9512072038.AA16252@esds01.es.dupont.com>
> > Date: Thu, 7 Dec 95 15:38:10 EST
> > To: chemistry@www.ccl.net
> > Subject: CCL:Units Conversion
> > Sender: chemistry-request@www.ccl.net
> > Errors-To: jkl@ccl.net
> > Precedence: bulk
> > 
> > 
> >      Regarding the recent inquiry on units conversion,
> > > Could anyone come up with reasonable accuracy (at least 6 significant
> > > figures) for
> > >
> > > Hartrees to Joules
> > > Calories to Joules
> > > Bohr     to Angstrom
> > >
> > > Non of my texts even have the definition of a Hartree.
> > >
> > > Thanks in advance
> > >
> > > Alex
> > >
> > > +--------------------------------------------------+
> > > |Alternate E-mail A.J.Turner@Bath.ac.uk            |
> > > |www home @ http://www.bath.ac.uk/~chpajt/home.html|
> > > +--------------------------------------------------+
> >      I can recommend a WWWeb site which will carry out such 
> > conversions interactively:
> > 
> > http://www.chemie.fu-berlin.de/chemistry/general/units.html
> > 
> >      Instructions are given in English and German, but it is 
> > simple to use.  Submitting the requested conversion queries to 
> > this resource gave the following answers.
> > 
> > 1 hartree = 4.359748e-18 joule
> > 1 calorie = 4.1868 joule  (fewer than the requested six 
> >                            significant figures)
> > 1 bohrradius = 0.5291772 angstrom
> > 
> >      This server is often busy, so reference to a manual will 
> > often provide the answer quicker.
> > 
> > 
> > ---
> > Administrivia: This message is automatically appended by the mail exploder:
> > CHEMISTRY@www.ccl.net: Everybody | CHEMISTRY-REQUEST@www.ccl.net: Coordinator
> > MAILSERV@www.ccl.net: HELP CHEMISTRY or HELP SEARCH | Gopher: www.ccl.net 73
> > Anon. ftp: www.ccl.net   | CHEMISTRY-SEARCH@www.ccl.net -- archive search
> >              Web: http://www.ccl.net/chemistry.html 
> > ---
> > 
> 
> -- 
> ******************************************************************************
>  Professor J.N.L. Connor,     Phone(direct line): 0161-275-4693 (national)
>  Department of Chemistry,                     :+44-161-275-4693 (international)
>  University of Manchester,
>  Manchester M13 9PL,            Phone(secretary): 0161-275-4686 or 4600
>  England.                                    Fax: 0161-275-4734 or 4598  
> ****************************************************************************** 
> 

-- 
******************************************************************************
 Professor J.N.L. Connor,     Phone(direct line): 0161-275-4693 (national)
 Department of Chemistry,                     :+44-161-275-4693 (international)
 University of Manchester,
 Manchester M13 9PL,            Phone(secretary): 0161-275-4686 or 4600
 England.                                    Fax: 0161-275-4734 or 4598  
****************************************************************************** 


From owner-chemistry@ccl.net  Mon Dec 11 11:42:54 1995
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Date: Mon, 11 Dec 1995 11:27:14 -0400 (EDT)
Subject: How different <2s/X/2Px> give same 14.674 factor in Dipole Moment?
To: chemistry@ccl.net
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Dear Quantum Chemists :: 
While going thru the calculation of the dipole
moment..using the CNDO method..in few references we looked thru..we found
different expressions for the <2s_A|X|2px_A> and mu_X in Debyes.. 

How does one
get same value of 14.674 from these different factors involved here ? Are we
missing something in understanding these equations or are there any
typographical mistakes in these equations ?  Any help will be useful..

The General Expression is : 

mu_X (2s, 2px) = 2.* {Sum_over_A} [ P(2s_A, 2px_A) <2s_A|X|2px_A>]

A      :    Stands for nucleus
X, x   :    X-components
a_0    :    bohr radius
Zeta_A :    Orbital Exponent of atom A
Zeff_A :    2*Zeta_A

All Should give in Units of Debyes ::
____________________________________________________________________

(1)   Ref: Pople & Beveridge p. 87 (Book) ::

mu_X (2s, 2px) = - 14.674 {Sum_over_A} [ P(2s_A, 2px_A) / Zeta_A ]
___________________________________________________________________

(2)  Ref: Sadlej and Cooper p 147 (Book) ::

mu_X (2s, 2px) = - 14.6740 {Sum_over_A} [ P(2s_A, 2px_A) / Zeff_A ]

>>>>>>>  NOTE ::   Zeff_A = 2.* Zeta_A (as in book)

where    <2s_A|X|2px_A>  =  5 Sqrt(3) /6 Zeta_A
____________________________________________________________________

(3) Ref: Ellis and Jaffe  p 72 in Book by Sega

    <2s_A|X|2px_A>  = 5 a_0 / 2 Sqrt(3 Zeta_A)
____________________________________________________________________

(4) Ref: Maksic  and Bloor JPC  Vol 77 p.1520 & 1521 (1973)

    <2s_A|X|2px_A> = 5 Sqrt(3) a_0 / 3 * Zeta_A
____________________________________________________________________

Thanks in Advance.
Satyam
(satyam@vms.cis.pitt.edu)

From topper@cooper.edu  Mon Dec 11 12:27:54 1995
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From: TOPPER ROBERT <topper@cooper.edu>
Message-Id: <199512111720.AA25274@zeus.cooper.edu>
Subject: CCL:Units Conversion
To: chemistry@www.ccl.net
Date: Mon, 11 Dec 1995 12:20:37 -0500 (EST)
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In 1986, CODATA, the Committee on Data for Science and
Technology of the International Council of Scientific
Unions, published a set of self-consistent values for the
basic constants and conversion constants derived from a
least-squares fit to over 200 different measurements. They
are reported every year in Physics Today and are summarized by
E. Richard Cohen and Barry N. Taylor. One can find pretty much
all of the conversion factors needed for molecular modeling in 
this report, which always comes out in the August issue. Notably,
there is no conversion factor for calories in that table. 
Prof. Connor's warning about calories is important; one should always
be careful when quoting numbers in calories. The CODATA tables don't
contain a conversion factor to calories for precisely this reason.
If you have a look at the CRC Handbook of Chemistry and Physics you
will also see other definitions of the calorie; there is a 20 degree
Celsius calorie, for example (equal to 4.18190 Joule). By the way. there are
also some other definitions of the Joule floating around; 
1 Joule (Int.) = 1.000165 Joule (abs), 1 Joule (abs) = 10-7 ergs (exactly).
The Joule (abs) is the usual SI definition of the Joule, which CODATA uses.

The CODATA table contains interesting minutiae, or "fun facts." For example, 
in the section entitles "X-ray standards," the standard "crystallographic
Angstrom," indicated by A*, is 1.000 014 81 * 10^-10 meters.
and I always thought 1 A = 10^-10 meters, exactly! Silly me...

hope this helps someone
rqt


************************************************************************
 Robert Q. Topper                       email:   topper@cooper.edu
 Department of Chemistry                phone:   (212) 353-4378
 The Cooper Union                       FAX:     (212) 353-4341 
 51 Astor Place                         subway:  take the 6 to Astor Place 
 New York, NY 10003 USA                          or the N/R to 8th St/NYU
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From owner-chemistry@ccl.net  Mon Dec 11 12:42:54 1995
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Date: Mon, 11 Dec 1995 11:36:08 -0600
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From: wwelsh@jinx.umsl.edu (William Welsh)
Subject: correct citation for Mopac 6.0


Fellow Netters,

I need the correct citation to use for Mopac 6.0 when referencing it in an
article.  Thanks.  At present, I'm using Mopac, Edition 6.0, J. J. P.
Stewart, Frank J. Seiler Research Laboratory, U. S. Air Force Academy,
Colorado Springs, Co 80840.

Thanks ... Bill Welsh


From bonvoisi@cemes.cemes.fr  Mon Dec 11 12:45:40 1995
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From: bonvoisi@cemes.cemes.fr (Bonvoisin Jacques)
Message-Id: <9512111728.AA00620@cemes.cemes.fr>
Subject: Mo parameters for EHMO calculation
To: chemistry@www.ccl.net
Date: Mon, 11 Dec 1995 18:28:20 +0100 (GMT+0100)
Cc: bonvoisi@cemes (Jacques Bonvoisin)
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Hi CCL'ers
	Can someone tell me where I can find the Charge Iteration
Parameters for Molybdenum in order to perform Extended Huckel cal-
culations ?
	Thanks to everyone.
-- 
+----------------------------------------------------------------+
|     Jacques  BONVOISIN                                         |
|       CNRS/CEMES-LOE           Tel  :  +33 62 25 78 52         |
|     29 , rue Jeanne Marvig     Fax  :  +33 62 25 79 99         |
|     F-31055 Toulouse Cedex     Email: bonvoisi@cemes.fr        |
+----------------------------------------------------------------+

From jxh@ibm12.biosym.com  Mon Dec 11 14:12:55 1995
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From: Joerg Hill <jxh@ibm12.biosym.com>
To: CHEMISTRY@www.ccl.net
Subject: Re: CCL:Units Conversion
References: <9512072038.AA16252@esds01.es.dupont.com>



> Could anyone come up with reasonable accuracy (at least 6 significant
> figures) for
>
> Hartrees to Joules
> Calories to Joules
> Bohr     to Angstrom
>
> Non of my texts even have the definition of a Hartree.

Hartrees and Bohrs (and all other so-called atomic units) are a system
of units in which all fundamental physical constants have the value 1
(which makes computations all lot simpler). To put it another way, you
can write atomic units using fundamental physical constants, e. g.:

1 Bohr = 1 a_0 = 4 pi epsilon_0 hbar^2 / (m_e e^2)

1 Hartree = e^2 / (4 pi epsilon_0 a_0)

where epsilon_0 is the permittivity of vacuum (4 pi epsilon_0 =
1e7/c^2), hbar is
the Planck constant divided by 2 pi, m_e is the mass of an electron, and
e is the
elementary charge.
The latest refinement of the fundamental physical constants can be found under:
http://physics.nist.gov/PhysRefData/codata86/codata86.html. The conversion
between calories and Joules actually depends on which calories you have (as
someone else already pointed out).

Joerg-R. Hill





From owner-chemistry@ccl.net  Mon Dec 11 14:27:56 1995
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Date: Mon, 11 Dec 95 11:14:40 -0800
From: hcj@mazda.wavefun.com (Harry C. Johnson IV)
Message-Id: <9512111914.AA24115@mazda.wavefun.com>
To: xiaopeng@astro.ocis.temple.edu
Cc: chemistry@ccl.net
In-Reply-To: <Pine.BSD.3.91.951211092849.14074B-100000@astro.ocis.temple.edu> (message from Peking on Mon, 11 Dec 1995 09:35:41 -0500 (EST))
Subject: Re: CCL:PM3(tm) Spartan can not do it.
Reply-To: hcj@wavefun.com


>>>>> "xiaopeng" == Peking  <xiaopeng@astro.ocis.temple.edu> writes:

    xiaopeng> Dear netters, I found that although Spartan claim it can
    xiaopeng> do PM3(tm) calculation. It turns out if you do submit
    xiaopeng> this kind of job,it can not do it.  I try to use it for
    xiaopeng> optimizing the geometry of a 35 atoms system including a
    xiaopeng> Ti, When I submit the job, the computer told me that
    xiaopeng> PS-GVB basis function has not installed!

Hmmm...  Spartan version 4.0 with PM3(tm) and Ti parameters has been
out for quite some time and many of our users, including myself, have
done calculations on Ti complexes, as well as several other transition
metals without trouble.  The problem you have encountered is that you
have attempted to run PM3(tm) _with_ the solvation model.  The two are
not compatible at this time.  If you look in your output file you will
see a message to that effect.  The error message which shows up in the
graphics dialog is actually incorrect, and will be changed in the
future.  Your calculation should run correctly if you specify no
solvent.

    xiaopeng> 	Does anyone know which software can do this
    xiaopeng> calculation? furthur if I want to do the "transition
    xiaopeng> structure" geometry optimization, which one can do?

Spartan is the only software package of which I am aware that can
perform PM3(tm) calculations, however, there may be others that can
perform semi-empirical calculations on Ti, using ZINDO for instance.
Spartan can perform the transition structure optimization in which you
are interested as well as several other types of calculations.
However, the current solvent models do not support d-orbital
contributions.

Hope this helps!
-Harry

+-----------------------+------------------+-------------------------+
|Harry C. Johnson IV    |  ______________  | E-Mail: hcj@wavefun.com |
|Computational Chemist  |  \  _________	/  | Phone:  (714)955-2120   |
|Wavefunction Inc.      |   \ \\\\\\\\/	   | Fax:    (714)955-2118   |
|18401 Von Karman       |    \ \\\\\/	   |                         |
|Suite 370              |     \	\\/        | "Seems to me its all    |
|Irvine, CA 92715       |      \/	   |  just chemistry" - RUSH |
+-----------------------+------------------+-------------------------+




From jkl@ccl.net  Mon Dec 11 17:13:02 1995
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From: Jan Labanowski <jkl@ccl.net>
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Date: Mon, 11 Dec 1995 17:06:25 -0500
Message-Id: <199512112206.RAA04358@krakow.ccl.net>
To: chemistry@www.ccl.net
Subject: The Internet Censors in US Congress are back
Cc: jkl@ccl.net


Sorry -- this is not CC, but the coordinator feels it is important.
Please get involved and study the issue, react if you feel so...


   More info on this issue can be had at http://www.cdt.org/

==========================================================================
     CAMPAIGN TO STOP THE NET CENSORSHIP LEGISLATION IN CONGRESS

    On Tuesday December 12, 1995, Join With Hundreds of Thousands
                  Of Your Fellow Internet Users In

                  A NATIONAL INTERNET DAY OF PROTEST

      PLEASE WIDELY REDISTRIBUTE THIS DOCUMENT WITH THIS BANNER INTACT
                REDISTRIBUTE ONLY UNTIL December 20, 1995

---------------------------------------
Outrageous proposals to censor the Internet demand that the Internet Community
take swift and immediate action. We must stand up and let Congress know that
we will not tolerate their attempts to destroy this medium! Please join
hundreds of thousands of your fellow citizens in a National Day of Protest
on Tuesday December 12, 1995. 

A vote on this issue is exected to occur Tuesday 12/12. House Speaker Newt
Gingrich (R-GA), who opposed the Original Exon/Coats CDA, along with Rep. Rick
White (R-WA), are working to narrow the current proposals in an effort to
protect freedom of speech and the viability of the Internet as a means of
education and commerce. They and the rest of their colleagues in Congress
need to hear from concerned citizens and the net.community before it is too
late. 

On Tuesday December 12, CDT, VTW, EFF, EPIC, the ACLU, and other activist
groups are urging you to join us in a National Day of Protest. The goal
is to flood key members of the House and Senate with phone calls, faxes
and email with the message that the Internet community WILL NOT TOLERATE
Congressional attempts to destroy the Internet, limit our freedoms, and
trample on our rights. 
==========================================================


Cut and forwarded by
Jan Labanowski
jkl@ccl.net


From owner-chemistry@ccl.net  Mon Dec 11 18:28:00 1995
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        anchodd@tasman.cc.utas.edu.au
From: D.Winkler@chem.csiro.au (Dr. Dave Winkler)
Subject: Suprcomputing in Life Sciences meeting


Following our successful first ever Australian Symposium , CSIRO
Supercomputing Support Group is organising the Second CSIRO Symposium on

            "COMPUTATIONAL CHALLENGES IN LIFE SCIENCES"
                        5-7 February 1996
                      Melbourne, Australia

Aim of the Symposium:
--------------------

To bring together CSIRO and other researchers in the life sciences to hear
about and discuss current trends in computational approaches to complex
biological problems.

Expected Outcome:
-----------------

Attendees wiil gain a better understanding of the capabilities and current
applicability of advanced computational systems to life sciences research.

Venue:
------

Theatres 1 & 2
SEECS Building
Melbourne University
221 Bouverie Street
Carlton, Victoria 3053
Australia


Symposium Topics:
-----------------

    1. Nervous system modelling and simulation
    2. Organ and organism modelling: virtual plants, visible man
    3. Bioinformatics
    4. Drug design, biochemistry, molecular biology
    5. Imaging methods and interpretation techniques: x-ray, NMR, MR imaging,
       etc; 3D and 4D visualisation

Full details and registration form is available at:

http://www.mel.dit.csiro.au/LifeSci/cfp.html

Cheers,

Dave

Dr. David A. Winkler                            Voice: 61-3-542-2244
Principal Research Scientist                    Fax:   61-3-543-8160
CSIRO Division of Chemicals and Polymers        CSIRO: http://www.csiro.au
Private Bag 10,Rosebank MDC, Clayton, Australia       http://www.chem.csiro.au




From ng570@andechs.pnl.gov  Mon Dec 11 18:30:47 1995
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From: ng570@andechs.pnl.gov (Kirk Peterson)
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Subject: Workshop announcement
To: chemistry@www.ccl.net (Computational Chemistry List)
Date: Mon, 11 Dec 1995 15:22:31 -0800 (PST)
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Content-Type: text
Content-Length: 1834      



ANNOUNCEMENT:

          Workshop in Relativistic Quantum Mechanics

          by Dr. Ken Dyall (NASA Ames Research Center)


                   January 15 - 19, 1996

                           at the

         Environmental Molecular Sciences Laboratory
            Pacific Northwest National Laboratory
                        Richland, WA


         Sponsered by :

         Theory, Modeling, and Simulation
         Environmental Molecular Sciences Laboratory
         Pacific Northwest National Laboratory


  The workshop/short course will consist of a total of 16 lectures over a 
period of 5 days.  An equal number of tutorials for discussion and problem 
solving are also scheduled during this time.  The goals of the course are to 
provide the theoretical ground work necessary for research involving relativistic 
quantum mechanics. The course was originally taught last spring in Denmark at
the graduate level ("Introduction to Relativistic Quantum Chemistry").

    Topics to be covered include:

        "Classical" relativity, E&M, and quantization
        Relativistic quantum mechanics with the Dirac equation
        Four-component wave functions
        Quantum Electrodynamics
        Symmetry and double groups
        Dirac Hartree Fock and electron correlation
        Two-component wave functions 
        Douglas-Kroll transformation
        Spin and spin-orbit coupling
        Perturbation theory
        Effective core potentials (ECPs)


Further information, including registration materials, can be accessed via
the Web at http://w3.pnl.gov:2080/quantum/index.html/

Specific questions can be directed to Kirk Peterson at ka_peterson@pnl.gov



Pacific Northwest National Laboratory is a multiprogram national laboratory 
operated by Battelle Memorial Institute, under Contract No. DE-AC06-76RLO 1830.

From arthur_j@chem.usyd.edu.au  Mon Dec 11 20:13:00 1995
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Date: Tue, 12 Dec 1995 12:07:45 +1100 (EDT)
From: Jonathan Arthur <arthur_j@chem.usyd.edu.au>
Subject: Fortran debugger
To: chemistry@www.ccl.net
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Hello everyone,

Does anyone know of a good (and free!) utility to assist in debugging 
Fortran programs? (For UNIX)

And if so where can I get it from?

Thanks in advance,

Jonathan

_______________________________________________________________
Jonathan Arthur                       Theoretical Chemistry
e-mail:    arthur_j@chem.usyd.edu.au  School of Chemistry (F11)
telephone: +61-2-351-4416             The University of Sydney
fax:       +61-2-351-3329             NSW 2006 AUSTRALIA
URL:       http://www.usyd.edu.au/~jarthur/jono.html
_______________________________________________________________


From owner-chemistry@ccl.net Mon Dec 11 06:33:22 1995
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Date: Mon, 11 Dec 95 12:38:20 +0100
From: frits@chemde4.leidenuniv.nl (Frits Daalmans)
Message-Id: <9512111138.AA16614@chemde4.leidenuniv.nl>
To: "E. Lewars" <elewars@alchemy.chem.utoronto.ca>
Subject: Re:  CCL:MATRIX ALGEBRA PROGRAM
Cc: chemistry@ccl.net



There are probably umpteen packages that can do that...
what you could do is, grab a numerical library (say, lapack), and
make a couple of wrapper functions (input of a matrix, output to screen/file,
etc.) and make a "toolkit" of programs that use these routines.

That's what I did (including the library itself :-( reinventing the wheel)
but I am NOT sorry, because it is very convenient to be able to work
with matrices just from the UNIX shell (with these tools) instead of writing
programs for each case: i.e.
(imaginary UNIX session)
do some calculations,
obtain some numerical results,
use a tiny self-written tool to extract data from e.g. GAMESS or G94 output,
mat_mult <file with A> <file with B> > C
mat_eigval <C> > Ceigval
look at the eigenvalues,
continue work,...

If you are smart, you don't go this way but compile well-known freeware 
toolkits (I don't know of any though... if there are *really* *none* available 
I'll put mine under GPL and "publish" 'em).

Good luck, 
Frits

Frits Daalmans
OIO Conformational Analysis
Gorlaeus Laboratoria
Leiden, The Netherlands
E-mail: frits@chemde4.leidenuniv.nl
Tel: [+31] (0)71-5274505



From tamasgunda@tigris.klte.hu Mon Dec 11 06:45:03 1995
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From: tamasgunda@tigris.klte.hu
To: chemistry@www.ccl.net
Date: Mon, 11 Dec 1995 09:28:07 +1
Subject: Sybyl aromatic  bonds




Dear Netters,

> 
> Have you ever used SYBYL? During the last few days, I was astonished to 
> find SYBYL does have problem in reading PDB files. Let me elaborate now.
> 
[troubles with aromatic atoms deleted]

The converison program Mol2mol can handle such a problems, as it uses
a quite sophisticated algorithm to perceive the chemical surrounding
of atoms, when reassigning of atom and bond types is necessary. 
Moreover, when converting to SYBYL or similar molecule file formats 
with extended atom types, the user can interfere and choose whether
aromatic or single/double bond and atom types should be used in the 
output file. The program is available from Cherwell Scientific Publ.,
http://cherwell.com/cherwell, or info@cherwell.com

Tamas E. Gunda


************************************************************************
   Tamas E. Gunda, Ph.D.               phone: (+36-52) 316666 ext 2479
   Research Group of Antibiotics       fax  : (+36-52) 310936
   L. Kossuth University               e-mail: tamasgunda@tigris.klte.hu
   POBox 36                                   
   H-4010 Debrecen
   Hungary
************************************************************************


From Y0H8797@ACS.TAMU.EDU  Sat Dec  9 17:57:19 1995
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Date: Sat, 9 Dec 1995 16:50:59 -0600 (CST)
From: YONG HUANG <Y0H8797@ACS.TAMU.EDU>
To: CHEMISTRY@www.ccl.net
Message-Id: <951209165059.2246bdad@ACS.TAMU.EDU>
Subject: Summary: Koopmans' Theorem and Neglect of Bond in CAChe MOPAC Input



A week ago I asked 2 questions about Koopmans' Theorem and CAChe MOPAC. 
Many thanks to Drs. J.-M.Sichel, R.Fournier, B.Duke, M.J.Ondrechen, I.Mayer, 
Jack ?, E.Chamot, R.P.Mattie, J.Pollard, D.Lichtenberger, J.Schulte, 
R.Winchester and Matt. The follwoing is a summary. Words in [] are mine. I 
asked Drs. J.-M.Sichel and R. Fournier more questions which are attached to 
the end. Lines preceeded by > are mine.

My questions are:
(1) Can anyone tell me whether ionization potential calculated based on
Koopman's Theorem is just the IP for vertical ionization? I suspect so because
I think what Koopman's Theorem misses is just the vibrational relaxation in the
ionic state after the electron is gone. Please correct me if I'm wrong.

(2) I use CAChe MOAPC to calculate the distances and bond orders between the 3
hydrogens of a NH3 right above the pai ring of ferulic acid (4-OH-3-OCH3-
cinnamic acid). After geometry optimization, NH3 shifts to the edge of the
pai-ring. I did this calculation in 3 ways: 1) no bonding is specified between
H's of NH3 and pai-ring; 2) 1 H of NH3 hydrogen-bonded to carbons #1,3,5 (if
the 6 C's are numbered 1 to 6); 3) 3 H's of NH3 hydrogen-bonded to C's #1,3,5,
respectively. My question is: Does the calculation take into account whether I
specified the bonding at all? It seems it doesn't. The results always show
small bond order between H's of NH3 and substituents of the ring AND EVEN
SMALLER bond order between those H's of NH3 and C's of the ring, regardless of
whether I draw hydrogen bond lines in the CAChe Editor (Graphic Interface for
MOPAC). Seems MOPAC Input doesn't have bond information. I guess specifying
bonds in Editor doesn't do anything at all. Can someone clarify this for me?

Thank you very much. I'll summarize.

Yong
y0h8797@acs.tamu.edu

From:	SMTP%"sichelj@Umoncton.CA"  2-DEC-1995 15:29:38.31

[to 1st question]
There are also contributions due to:
1.   Relaxation of the orbitals in the ion after the electron is gone; and
2.   Difference in correlation energy between molecule and ion; and
(3.  Difference in relativistic correction, but this is very small for 
molecules with only light atoms).

John-M. Sichel

From:	SMTP%"fournier@mail.physics.unlv.edu"  2-DEC-1995 15:55:52.48

[to the 1st question]
    Koopmans' theorem approximates the vertical IP because, as you
said, it does not take into account nuclei relaxation.  But what's
more, it does not take into account ELECTRON relaxation either!  It
assumes orbitals stay the same before and after ionization, only
orbital occupation numbers change.  That's a serious approximation and
the results would be very bad if it was not partly cancelled by the
neglect of correlation which introduces an error of opposite sign
--- the stabilizing correlation energy is larger in the N-electron
system than in the (N-1) electron system.  This can be schematically
represented with energy levels for the N-electron and (N-1)-electron
systems calculated in 3 ways, (the "error cancellation effect" is
exaggerated):


  Koopmans' theorem        with relaxation of          with correlation
                        orbitals in the (N-1) state     in both states
                                                       ("exact" result)

  N-1 -------
         ^   \
         |    \
         |     - - - - -  N-1  -------                             
         |                        ^   \ - - - - - - -  N-1 -------
         |                        |                           ^
         |                        |                           |
         |                        |                           |
    N -------  - - - - - -  N  -------                        |
                                      \                       |
                                       \                      |
                                        - - - - - - - -  N -------

    Sincerely,
                Rene Fournier.

   P.S. It is Koopmans' (not Koopman's) theorem because it is due
        to Koopmans (not Koopman). [This embarrassed me.]

From:	SMTP%"b_duke@lacebark.ntu.edu.au"  2-DEC-1995 19:08:29.84

[to the 1st question]
Koopman's theorem states that IP = -e sub i for vertical ionisation
>from the i'th MO if MO theory is correct and the same orbitals fit the
ion as fit the parent molecule. In other words it ignors orbital relaxation - the change in the MOs on removing an electron - and it ignors electron
correlation - the error in MO theory. See our article in J Chem Ed in
the July issue, I think (I do not have the reference with me).

[to the 2nd question]
MOPAC does not use bond information. It converts the Z-matrix to
cartesians and calculates the energy and orbitals for that geometry.

Cheers, Brian. [Cheers, Brian. Thank you.]

From:	SMTP%"MARYJO@neu.edu"  3-DEC-1995 22:43:33.84

Regarding Koopmans' Theorem:
It misses two things-
    1) Electronic relaxation, which is the reajustment of
the N-1 electrons upon lost of the first electron, and
    2) Nuclear relaxation.
Koopmans' "Theorem" is not really a theorem, as it is
not rigorous, however it works in Hartree-Fock because
the error due to electron correlation is usually equal
and opposite of the error due to electron relaxation.
In cases where correlation is unusually small, the
relaxation correction can be significant.  One is 
always better off with some sort of transition
operator method.

Good luck with your project,

Mary Jo Ondrechen

From:	SMTP%"ccl@cric.chemres.hu"  4-DEC-1995 07:09:29.59

1. Koopmans theorem is only an approximation even to vertical ionization
potential because: 
a) it is pertinent to the SCF wave function, so no electron correlation
is accounted for;
b) the "relaxation" of the one-electron orbitals taking place during the 
ionization is also neglected.
   Effects a) and b) are often of opposite sign and partly compensate each 
other.

2. A quantum chemical program like MOPAC is devoted to determine where the
bonds are, not to utilize this knowledge.

Regards,

Prof. Istvan Mayer

From:	SMTP%"jas@medinah.atc.ucarb.com"  4-DEC-1995 07:24:14.99

[to the 1st question]
   Koopmans' theorem basically says that the MO energy approximates the
vertical IP by ignoring ELECTRONIC relaxation in the ionic state.  The
correction for this electronic relaxation is to perform two separate total
energy calculations for the neutral and ionics states and subtract (usually
called 'delta SCF').  This still ignores any vibrational structure due to
zero-point vibrations in both states as well the vibrational fine structure
due to Frank Condon overlaps between the vibrational amplitudes of the two
states.  It also ignores any nuclear (geometric) relaxation of the ionic
state.  To do it correctly, you need to fully characterize the PE's for
both the neutral and ionic states, use total energy differences, add
zero-point corrections, solve the vibrational (nuclear) problem for each
state, and compute Frank Condon overlaps.

  You could also compute the dipole moment derivatives to get the relative
IR intensities (and polarizabilities for Raman intensities).

[to the 2nd question]
  MOPAC is a quantum mechanical (albeit semi-empirical) method and could
care less about the bonds, atom types, atomic charges, etc, used to
construct the molecule in the Editor.  Only the atomic coordinates and
total (net) charge of the molecule are used by any QM method.  The bond and
atom types are used by the Editor's beautifier and MM2 calculations only.

- Jack

From:	SMTP%"echamot@xnet.com"  4-DEC-1995 07:41:48.83

[to the 1st question]
Yes, you are basically correct.  In your second question:

[about the 2nd question]
Your observation [MOPAC doesn't care about bonding in the input file]
is also correct.  You have to remember, however, that drawing bonds (on
paper or on the computer) is really an artifact to help us chemists envision
in our own mind the more complicated (but more accurate) description of
molecules, by thinking of them simply as atoms held together by discrete
bonds: the ball and spring model.  Quantum Mechanical methods (including
semi-empirical methods such as the method in Mopac) use principles from
physics to model the system more accurately as a set of positive nuclei
surrounded by a cloud of electrons, using wavefunctions to describe the
orbitals.  When you model a compound semi-empirically, then, the program
optimizes the electron distribution as well as the molecular geometry to try
to find the way that the molecule really wants to exist.  After the
calculations converge, Mopac calculates the bond orders you are interested
in, but this reflects the (valence) electron density between each pair of atoms.

Drawing bonds in the Editor is still useful, though.  For one thing, these
bonds are used by the classical, Molecular Mechanics calculations, which do
stick with the bonding scheme that you specify.  If you run a Mechanics
optimization on your system first, with each of the bonding schemes you're
interested in, you will get a good set of starting points for the various
geometries you are trying to investigate.  Then use Mopac (or another
Quantum Mechanical method) to refine the structure, and see which (if any)
are the preferred geometries.

Another reason to draw the bonds, at least with CAChe Mopac, is that the
calculated bond orders (that otherwise only appear in Mopac's text output
file) will be included in the molecule file for each of the bonds shown in
the molecule.  If you hadn't specified a particular bond when building the
molecule, and the atoms didn't get close enough for CAChe Mopac to suggest a
bond, then that calculated bond order for that atom pair will not show up in
the visualization.

Ernest Chamot

From:	SMTP%"rpmattie@voicenet.com"  4-DEC-1995 10:04:29.71

The Koopmans Theorem for IP is just the orbital
energy of the ionized electron.  Depending on how
you look at it, there are a number of types of 
relaxation that are neglected.
   
Do not rely upon the Koopmans Theorem!  It does not
get the ionization energies in the proper order.  You
cannot use it to interpret ionization spectra.

When you are looking at experimental IP energies, make
sure the authors have specified whether these are
adiabatic or vertical ionizations.

Renee Peloquin Mattie

From:	SMTP%"jpollard@U.Arizona.EDU"  4-DEC-1995 10:11:40.83

You are correct about your thoughts on Koopman's theorem.  This is why 
computational chemists had such a hard time assigning the photoelectron 
spectrum of dinitrogen and ferrocene (relaxation energy) JRP, UofA

From:	SMTP%"DLICHTEN@XRAY0.CHEM.ARIZONA.EDU"  4-DEC-1995 10:53:25.98

In regard to your recent question, Koopmans' (note where apostrophe is) 
Theorem refers to the vertical ionization because no nuclear relaxation is 
included.  This is the correct assumption for vertical ips measured by 
electron spectroscopy.  Koopmans' Theorem is still an approximation to ips 
because, most importantly, it does not take into account electron relaxation 
energies (a theoretical consequence of the frozen orbital assumption implicit 
in the theory) and electron correlation (a consequence of the Hartree-Fock 
approximation).  You have an expert on this at TAMU, Mike Hall in chemistry.  
He will be able to explain this very clearly to you. [Thanks Dr. Lichtenberger]
Dennis Lichtenberger

From:	SMTP%"schulte@ws09.pc.chemie.th-darmstadt.de"  4-DEC-1995 12:32:53.06

Dear Dr. Huang [should be "Dear Pre-dr. Huang"]

According to Koopman's theorem the measured IP for a 
certain state corresponds to the orbital
energy of the ionized electron. 

But for quite a lot of molecules this relation is only a rather crude 
approximation, because several electronic relaxation and correlation 
 processes remain  unconsidered in Koopmans theorem. 

1. SCF-relaxation energy

After the electron has been removed, the remaining electrons of the cation 
reorganize. This relaxation energy is a pure electronic effect. Theoretically
you can describe this effect by a Delta SCF calculation: one calculation for 
the neutral state and one calculation for the cationic state. Then you obtain
the difference in the total energies of both systems, which corresponds to 
the IP corrected by those relaxation effects which are described in the SCF
picture. Very often this is sufficient, if Koopmans theorem itself fails. 

2. correlation effects 

These effects can be considered in a perturbational Greens function approach, 
which can be extended to  different orders. 

a. If you go from the N-electron- to the N-1-electron system you also have a 
loss in ground-state correlation energy. In second order it is called ''pair 
removal energy''

b. Due to the reorganization of the electrons in the cationic state also 
the correlation energy changes. This energy is called ''pair relaxation
energy''

All the calculations listed in 1 and 2 are done within the Born-Oppenheimer
approximation, which states that the nuclear coordinates do not change  
during electronic processes. Vibrational effects therefore still are 
unconsidered in this picture.   

I think MOPAC 7 contains a GF package written by D. Danovich. Since I 
use another GF package I cannot tell you much about its functionality.  

Here in Darmstadt we have an INDO program written by M.C. Boehm, which 
is capable of the above listed calculations.  


Sincerely Yours, 

Joachim Schulte

From:	SMTP%"randy_winchester@msmtp.iddw.saci.org"  4-DEC-1995 08:31:23.37

I'm not too sure about the answer to your question about Koopman's theorem,
but I think you are right.

Your conclusions about MOPAC are also correct.  There is (as far as I know)
no transfer of information from the editor to the program MOPAC about bond
order or even prescence of bonds.  This is usually a plus, since the
calculation is not biased by your expectations.

I hope this is helpful.

Randy Winchester

From:	SMTP%"/G=Matthew/S=Harbowy/OU=LIPTONUS-EC02/O=TMUS.TJL/@LANGATE.gb.sprint.com"  5-DEC-1995 06:30:58.83

[to the 2nd question]             
             One of the big flaws of a graphical interface is the thinking that 
             the graphics themselves have meaning. This is especially true for 
             semiempirical and ab-initio schemes.
             
             Unless you do something to lock a particular conformation, risking 
             locking it into a non-minimum conformation, all the atoms are 
             'free' to do whatever they want in a minimization. There's no such 
             thing as a bond, especially a hydrogen bond, outside of the 
             'bonding state' generated by a particular agreeable overlap of 
             orbitals. Try drawing a molecule with every atom bonded to every 
             other atom, and you'll get the same result as bonding no atoms to 
             any other atom in the graphical interface for MOPAC. 
             
             Molecular mechanics, on the other hand, is a whole different story.
             
             matt

[I asked Dr. Sichel more questions who kindly answered in the following] 
From:	SMTP%"sichelj@Umoncton.CA"  6-DEC-1995 09:30:50.50

On Wed, 6 Dec 1995, YONG HUANG wrote:
> 1. How big is the orbital relaxation in the ion compared to atomic vibrational
> relaxation? I assume your "orbital relaxation" means electron relaxation. Its'
> time scale should femtosec while atomix relaxation is picosec., right?

Electronic (or orbital) relaxation is often 1-2 eV and occurs on the
timescale of photoelectron spectroscopy, so it shifts the peaks to lower
ionization energies. Vibrational relaxation would indeed be slower, but 
vibrational transitions may accompany photoionization and lead to 
splitting of an orbital peak into a vibrational multiplet. This is important 
for bonding and antibonding electrons, but much less so for nonbonding 
electrons whose removal does not affect bond length.

> 2. I'm not very clear about your difference in correlation energy between a
> molecule and an ion. To be honest, I'm not a calculation guy.

Correlation energy is the correction to the Hartree-Fock energy due to the
tendency of electrons to avoid each other by correlating their motions. It
is negative (stabilizing) and the most important contribution is due to
correlation of pairs of electrons in the same MO. For a closed-shell
molecule, ionization removes (one electron of) one pair so the ion will
have less correlation energy.

This effect increases the ionization energy and may roughly cancel the 
orbital relaxation effect, but of course the cancellation is not 
guaranteed.

An early article which explains all these points was by W Graham Richards 
in the late 60's or early 70's, possibly in Journal of Mass Spec + Ion 
Physics.

     John-M. Sichel

[Also to Dr. Fournier who kindly answered as follows]
From:	SMTP%"fournier@mail.physics.unlv.edu"  6-DEC-1995 14:39:12.33

>What's the energy of electron relaxation approximately compared to atomic
>vibrational relaxation energy?
    I don't know exactly, but for ionization of a valence orbital I would
guess that the electron relaxation energy is on the order of 1 eV, but it
could be 2 or 3 eV, maybe more, in some cases.  The difference in correlation
energy between the N-electron and (N-1)-electron systems is also on the order
of 1 eV, but of opposite sign: for atoms Li to K, it varies between 0.1 eV (Li)
and 1.7 eV (Ne) ["Density functional theory of atoms and molecules", R. G. Parr
and W. Yang, Oxford University Press, 1989; table 8.1 on page 178].
   Generally speaking, the vertical transition corresponds to the peak
maximum of an electronic transition (excitation or ionization) and I
suppose that what you mean by "vibrational relaxation" is the difference
between peak maximum and peak origin (0-->0 transition).  This difference
(the vibrational relaxation energy) depends very much on the type of
system and transition, but just to give an example it is roughly 0.1 eV,
0.5 eV and 0.5 eV for the 3 lowest ionization potentials of formaldehyde.
Roughly speaking, it is a small number (say, between 0 and 5) times the
frequency of the vibrational mode most directly affected by the
ionization.  I guess it should be on the order of 0.2 eV or less for
non-bonding or delocalized orbitals because there is little change in bond
orders and bond lengths, the most intense transition would be the 0-->0,
and the only change are small distortions in all bond lengths and angles.
In an extreme case, H_2 --> H_2+ + electron, the vibrational relaxation
energy is about 1.0 eV and I guess this is one of the largest value.
    In general the effect of electron relaxation and electron correlation
on calculated IPs are larger (sometimes much larger) than the vibrational
relaxation energy.

>Also, I don't quite understand the correlation (means relaxation?
    I just meant the usual definition of correlation energy.   The
difference between the exact energy of a system "E(exact)" and the limit
Hartree-Fock calculation, or in other words, any error remaining in a
Hartree-Fock calculation with a complete (infinite) basis set:
  E(corr.) = E(exact) - E(HF) < 0
see for instance Parr and Yang (reference above) page 13-14.

   Sincerely,
               Rene Fournier.

From:	SMTP%"sichelj@Umoncton.CA"  6-DEC-1995 15:23:40.86

> Is there any way to calculate vertical ionization potential which takes into
> account all electron effects (orbital relaxation and electron correlation) but
> not atomic vibrational relaxation? I talked to my boss about a new idea which

Many methods include correlation, e.g. CI etc. etc. To exclude nuclear
(vibrational) relaxation, just calculate the ion energy at the geometry
found for the neutral molecule, without re-optimizing geometry.

> modifies the traditional energy diagram (E vs. Rxn Coord). I want to add one
> more dimension to it---electron coord. In this new 3-D diagram, "vertical"

This would be invalid. It means calculating the energy for fixed values of
an electron co-ordinate. But an electron cannot be fixed according to the
quantum-mechanical uncertainty principle; you must consider it as a wave 
with a probability distribution. 

Note that the Born-Oppenheimer approximation does allow one to fix nuclei 
because they are heavy. But this does not work for electrons, which is 
why their co-ordinates are never included in a potential surface.

     John-M. Sichel


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To: anchodd@tasman.cc.utas.edu.au, chminf-l@iubvm.ucs.indiana.edu,
        chemistry@ccl.net
From: D.Winkler@chem.csiro.au (Dr. Dave Winkler)
Subject: Computational Challenges in Life Sciences (2nd Circular)


>Date: Tue, 12 Dec 95 11:59:44 EST
>From: Marek.T.Michalewicz@mel.dit.csiro.au
>To: LS_list@mel.dit.csiro.au
>
>Second CSIRO Symposium on "COMPUTATIONAL CHALLENGES IN LIFE SCIENCES"
>5-7 February 1996
>Melbourne, Victoria, AUSTRALIA
>
>***********************************
>Second Circular and Call for Papers
>***********************************
>
>Visit Melbourne for three days during the Southern Summer and hear reports
>of some of the most fascinating research in computational biology, medicine,
>neurophysiology, agronomy... Life Sciences in general.
>Or tell others about your research!
>
>Have you seen "The Visible Man"? How can it be used to simulate deformation of
>the body to simulate obesity, musclebuilding, infection and trauma?
>How is Visible Human used in a surgical simulation?
>
>Can the human brain be thought of as a computer or a dynamical system?
>Can computation help us understand the functioning of a nervous system -
>from a neuron to the whole system?
>
>... and lots more in protein biology, plant modelling, drug design, etc.
>
>
>The (continually updated) information on the 2nd CSIRO SYMPOSIUM ON
>"COMPUTATIONAL CHALLENGES IN LIFE SCIENCES", 5-7 FEBRUARY 1996, MELBOURNE
>
>is available on WWW. For general information, list of invited speakers,
>titles of talks and abstracts, call for papers,
>ELECTRONIC REGISTRATION (as easy as a mouse click),
>and other items please browse through:
>
>==========================================================
>http://www.mel.dit.csiro.au/LifeSci/cfp.html
>==========================================================
>
>Programme
>
>Invited speakers:
>
>Day 1: Monday 5-Feb-1996: - Computational Neurosciences Symposium
>
>Professor Max Bennett
>   University of Sydney, NSW, AUSTRALIA
>   Modelling the synapse
>Professor Steve Redman,
>   Australian National University, ACT, AUSTRALIA
>   Modelling individual neurons
>Dr Joel Bornstein
>   University of Melbourne, Victoria, AUSTRALIA
>   Large scale computational reconstruction of enteric nerve circuits
>Professor James Wright
>   Mental Health Research Institute of Victoria, AUSTRALIA
>   Models of cerebral dynamics
>Dr Timothy van Gelder
>   University of Melbourne, Victoria, AUSTRALIA
>   Computation and dynamics in Cognitive Science: An Overview
>
>Day 2: Tuesday 6-Feb-1996 : - Virtual Plants, Agronomy
>
>Professor Przemyslaw Prusinkiewicz
>   University of Calgary, Alberta, CANADA
>   L-systems: from the theory to plant modeling methodology
>Dr Jim Hanan
>   CSIRO Division of Entomology, Plant Insect Group, Queensland, AUSTRALIA
>   Practical aspects of virtual plant research
>Professor W R Remphrey
>   University of Manitoba, Manitoba, CANADA
>   Architectural modelling of trees: A question of detail and complexity
>Professor David Green
>   Charles Sturt University, NSW, AUSTRALIA
>   Modelling plants in landscapes
>Dr Art Diggle
>   University of Western Australia, WA, AUSTRALIA
>   Examples of agronomic processes represented with collections
>   of interacting objects
>
>Day 3: Wednesday 7-Feb-1996 : - Visible Human, Biomolecular Engineering,
>Biochemistry, Bioinformatics
>
>Professor V Spitzer
>   University of Colorado, Colorado, USA
>   The Visible Human Project - Male and Female
>Professor Carmay Lim
>   Academia Sinica, TAIWAN
>   Protein Dynamics: Correlation between NMR Spectroscopy, X-ray
>   Crystallography and Molecular Dynamics Simulations
>Dr Geoffrey J. Barton
>   Laboratory of Molecular Biophysics, University of Oxford, UNITED KINGDOM
>   Protein Structure Prediction: Meeting the challenge of genome projects
>Dr Tim Littlejohn
>   Australian National Genomic Information Service (ANGIS), AUSTRALIA
>   Delivering the goods: putting solutions to computational problems
>   into the hands of biologists
>Dr Jill E. Gready
>   Australian National University, AUSTRALIA
>   Reaction mechanisms in enzyme active sites using a "divide and conquer"
>   approach: mixed quantum and molecular mechanics (qm/MM)
>Dr Georg F. Weiller
>   Australian National University, ACT, AUSTRALIA
>   Graphical Representations in Sequence Analysis
>Professor Benoit Roux
>   Universite de Montreal, CANADA
>   Molecular Dynamics simulations of membrane proteins
>Professor Matthew Witten
>   University of Michigan at Ann Arbor, Michigan, USA
>   Recent Advances In Computational Medicine: The Man In The Machine Revisited
>
>Hoping to meet you at the Symposium!
>
>Sincerely,
>
>
>Dr Marek Michalewicz,
>Organising and Program Committees Secretary,
>CSIRO Supercomputing Support Group,
>Division of Information Technology,
>723 Swanston Street, Carlton,
>Vic. 3053, Australia
>phone: +61 3 9282 2621;  fax: +61 3 9282 2600
>e-mail: marek@mel.dit.csiro.au
>

Cheers,

Dave

Dr. David A. Winkler                            Voice: 61-3-542-2244
Principal Research Scientist                    Fax:   61-3-543-8160
CSIRO Division of Chemicals and Polymers        CSIRO: http://www.csiro.au
Private Bag 10,Rosebank MDC, Clayton, Australia       http://www.chem.csiro.au




