From chemistry-request@server.ccl.net Thu Nov  8 04:44:13 2001
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Date: Thu, 08 Nov 2001 10:54:39 +0100
From: Cristina Ronzitti <ronzitti@crs4.it>
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Hi everyone,

I'm beginning a molecular dynamics simulation for my final thesis and I
don't know how to find the suitable delta t. Any suggestion ?
I know it should be about 1 fs but I tried to use  this value and lesser
values and I got as results nanq values or segmentation fault error. My
system has the following kind of bonds: C-F, C-S, S-O , H-O .
Thanks in advance for every  suggestions,
Cristina 
ronzitti@crs4.it

-- 
________________________________________________________________________

Cristina Ronzitti 
Degree: final-year in chemistry                                     
Chemical Processes and Material Modelling Area - Fuel Cells
Project           
CRS4 - VI strada ovest - Z.I. - Macchiareddu - UTA - Cagliari 
_____________________________________________________________________

From chemistry-request@server.ccl.net Thu Nov  8 14:02:37 2001
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Subject: Code for solvinging 1D rotational Schrodinger equation
To: chemistry@ccl.net
From: "Robert L Waterland" <Robert.L.Waterland@usa.dupont.com>
Date: Thu, 8 Nov 2001 14:02:02 -0500
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Does anyone know where I can obtain code for solving the 1D rotational
Schrodinger equation given a user specified potential V(theta).  I need to
do this to estimate the contribution to the entropy for internal rotation
and find that the famous tables in Pitzer's papers are not sufficient for
the cases I'm studying.

Thanks,
Rob Waterland
DuPont
email: Robert.L.Waterland@usa.dupont.com


From chemistry-request@server.ccl.net Thu Nov  8 15:08:53 2001
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Date: Thu, 08 Nov 2001 15:01:18 -0500
From: Steve Williams <willsd@appstate.edu>
Subject: anharmonic oscillator wavefunctions
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I have a colleague who is interested in computing Franck-Condon factors, 
for which he needs anharmonic oscillator wavefunctions.  I think that I can 
provide him with some good potentials (he is interested in first row 
diatomics) from something like ccsd(t) scans with one of the aug-cc basis 
sets.  My plan was to fit the resulting potential to a Morse function, then 
get the anharmonic wavefunctions by diagonalizing the anharmonic (Morse) 
Hamiltonian on a basis of harmonic oscillator functions.  I am not certain 
that this fit will be good enough, particularly in the repulsive regime.  I 
have poked about in the literature some, but have not yet found the 
definitive "best" way to do this.

I suspect there are some ccl users who know about getting good quality 
vibrational wavefunctions from ab initio potentials, and there may be some 
existing code out there to help solve this problem.  I'd appreciate any 
suggestions, pointers to papers that I have overlooked, or codes.  I'll 
post a summary on this topic soon.

Steve Williams


Steve Williams
A. R. Smith Department of Chemistry
Appalachian State University
Boone, NC 28608
USA
828-262-2965


From chemistry-request@server.ccl.net Thu Nov  8 16:37:25 2001
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Date: Thu, 08 Nov 2001 16:48:55 -0500
From: "Mary O'Connor" <mvoconn@eden.rutgers.edu>
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In response to my recent request for reviews of water models, I want to
thank Dr. Boyd for suggesting:Wallqvist and Mountain, Reviews in
Computational Chemistry Vol 13, 1999. pp 183-247. I also want toi thank
everyone else who replied: I generally printout replies in order to read
them, and then summarize. I regret that these were accidentally recycled
before I summarized (although I did order the suggested papers). I will
not let that happen again.

Mary O'Connor
Rutgers University
New Brunswick, NJ


From chemistry-request@server.ccl.net Thu Nov  8 16:51:54 2001
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From: "Mary O'Connor" <mvoconn@eden.rutgers.edu>
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I looked under another pile of papers and found the replies to the query
for reviews of water models:
Martin Chaplin reviews water models at:www.sbu.ac.uk/water/models.html
Chandra Verma:"Structure and Dynamics of the TIP3P,SPC, and SPC/E water
models at 298K" P.Mark and L.Nilsson .JPCA(2001
Casey Kelly:comp.chem.umn.edu/solvation/solref.html
Ivan Tubert:"A five-side model for liquid water and the reproduction of
the density anomaly by rigid,non-polarizable potential functions".
Mahoney and Jorgenson J. Chem. Phys. 112 (20) 8910-8922 (2000). Again,
thank you all.
I hope this upgrades me from total moron to at least half-wit.

Mary O'Connor
Rutgers University
New Brunswick, NJ


From chemistry-request@server.ccl.net Thu Nov  8 17:13:49 2001
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Date: Thu, 08 Nov 2001 17:25:19 -0500
From: "Mary O'Connor" <mvoconn@eden.rutgers.edu>
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I have values for the HOMO/LUMO of a successively protonated
heterocyclic molecule. I know that the negative of the eigenvalue for an
orbital,by Koopman's theorem, is the ionozation potential. I know that
the coefficients indicate how much each atomic orbital contributes to
the molecular orbital. However, being new to this, can anyone help me as
to what else I can glean from such data? The Foresman and Frisch book
does not go in to much detail. Thank-you.

Mary O'Connor
Rutgers University
New Brunswick,NJ


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From: "Sergio Manzetti" <sergio@proinformatix.com>
To: "Chemistry Discussion G" <chemistry@ccl.net>
Subject: Animations
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Sergio

____________________________________________________________________________
___________________________

Sergio Manzetti
Research Scholar
Centre of Molecular Biotechnology/ Supercomputer Facility
Queensland University of Technology
2 George St.
BRISBANE
4000 QLD
AUSTRALIA
email: s.manzetti@student.qut.edu.au
Tlf: +61 7 3864 1434
www:  http://www.life.sci.qut.edu.au/html/research/cmgenetics.html
www2: http://www.its.qut.edu.au/hpc/



