From AEMHC@CUNYVM.CUNY.EDU  Mon Dec 19 03:22:40 1994
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Date: Mon, 19 Dec 1994 02:39:45 -0500 (EST)
From: Artem Masunov <AEMHC%CUNYVM.BITNET@phem3.acs.ohio-state.edu>
Subject: Urea: Flat or Chiral in the Gase Phase?
To: chemistry@ccl.net
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Dear Netters,
Doing my PhD research in Theoretical Chemistry, I found (at PM3 and
MP2/G95** levels, but not at AM1 and HF), that urea, (H2N)2C=O, is
nonplanar with two conformations (Cs and C2 symmetry), instead of  flat
C2v, like in crystal. Can anybody adwise me how to get references on
experimental (MW or ED) geometry of urea molecules in gase phase?
 
Vibrations and interconversion barriers are also wanted.
Somebody told me to ask Prof.B.P.Winnewisser. What is his E-mail address?
 
I'v heard, there is specific database on gase data like CCSDB
on crystals.
It showld locate somewhere in Germany. Does it have remote access?
Alternatively I am interested in new reference books (those old ones
I found in the library  say nothing about urea).
     I will be greately appreciated for all responces.
Send directly to me (I am not subscriber of CCL) and I'll summarize.
Regards,
        Artem.
--------------------------Artem E. Masunov----------------------------
| Chemistry Department, Hunter College, City University of New York  |
|   E-mail: AEMHC@cunyvm.cuny.edu, tel: 212/725-0317, fax:772-5332   |
----------------------------------------------------------------------

From gedeck@pctc.chemie.uni-erlangen.de  Mon Dec 19 06:22:53 1994
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Date: Mon, 19 Dec 1994 12:17:29 +0100 (NFT)
From: Peter Gedeck <gedeck@pctc.chemie.uni-erlangen.de>
To: chemistry@ccl.net
Subject: Scaling of vibrational frequencies
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Hello,

this time I would like to ask, why vibrational frequencies are usually 
scaled by a factor (0.89-0.9)? 

As far as I know, this is independent of the calculational method used  
(ab-initio or semiempirical). So, is it a deficiency of the theoretical 
approach or is it just a question of the accuracy of the calculation? 

I'm looking forward to hear any comments or pointers to literature 
dealing with this question.

Peter


Peter Gedeck
Inst. f. Physikalische Chemie I
Egerlandstrasse 3
91058 Erlangen
Germany

Tel: ++9131 - 85 7335  Fax: ++9131 - 85 8307
E-Mail: gedeck@pctc.chemie.uni-erlangen.de
WWW: http://pctc.chemie.uni-erlangen.de/~gedeck/gedeck.html


From underhil@hp.rmc.ca  Mon Dec 19 09:22:48 1994
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To: chemistry@ccl.net
From: underhil@hp.rmc.ca (Ross Underhill)
Subject: summary: equilibriation of liquids


        Attached is a list of replies I got to my query about accelerating
convergence to equilibrium for a liquid and making sure you are at a global
minimum. =20

        Part of my original problem was that my liquid was made up of large
branched molecules which tend to get hooked on each other.  Also I suspect
my periodic box was just not big enough.

        While there were some unique ideas, most of the replies suggested
using either monte carlo codes or "annealing" at higher temperatures.  I
confess I'm not to keen on the latter as I've found it to be a two edged
sword.  Yes, it helps you get over barriers that geometry minimization can't
but at the same time the other side of the barrier can be a high energy
configuration which you then get frozen in.  Anyway, Thanks a lot to all who
replied.

Here are the replies except for one which asked not to be passed on.

  when we simulate the supercritical dilute mixture system close to the
critical point, we will find the strange noise (fluctuation) in the monitor
values such as temperature, if we prepare the critical state directly.
That is, the initial state is the critical state itself.

However if I prepare the critical state close to the critical point=
 gradually
using the liquid equilibrium state near triple point, the fluctuations of
monitor value are very reasonable.

  It seems to concern the density fluctuations.
If there exists artificial density fluctuations in the system, the
fluctuations of monitor values are not real and the state must be a local
minimum.

  furthermore, this phenomena depends on the ensemble.
For example, If we use Nose emsemble, we can not avoid the un-natural
fluctuations of monitor values.
This influences on the time-dependent correlation functions.
I think you should use microcanonical ensemble after preparing state using
velocity scaling MD.

  Your idea is very resonable to get the equilibrium state far from triple
point.
The frequecy of collisions is much greater in the liquid state near triple
point than in the state far from the triple point.
So the simulation time is shorter and the state we get seems to be a
global minimum.

  I'm not sure what state you need to prepare, because of there seems to
be the same problem. You can avoid getting the local minimum state if
you use the near-triple-pointstate as an initial state and then gradually
prepare the state that you need.

For the dilute mixture, this is much more important, because the solvent
molecules gather around the solute molecule because of density fluctuations=
 in
solvent. If there exists un-natural density fluctuations in solvent, these
influences the radial distribution between solute and solvent, and hence has
influence on the solubility.
If you need the solubility, grand canonical montecarlo is best.
Will you estimate the solubility by integrating the radial distribution
function ?

Good luck !

=
 ___________________________________________________________________________=
_
(   Masahiko Katagirti        Email      : v_uk@biosym.com                  =
 )
(                             CompuServe : 71651.2173@compuserve.com        =
 )
(                             Biosym Technologies, INC. Phone : 619-546-5389=
 )
(                                                       Fax   : 619-458-0136=
 )
(                               9685 Scranton Road, San Diego, CA 92121-3752=
 )
(___________________________________________________________________________=
_)

There are some musings on equilibration in the Questions
and Net parts of the amber web material,

	 http://www.amber.ucsf.edu/amber/amber.html

which may be of interest.

Bill Ross


I am interested in similar problems of solvation with glucose derivatives.
I'm just getting started, but what I have done to avoid the local minimum
problem is perform simulated annealing.  I start the box of liquid at
1000K, cooling geometrically to 300K.  High temperature dynamics should
allow the system to sample a good portion of phase space, and hopefullly
the minimum conforomation will be a true global minimum.  This comes from my
days as an NMR spectroscopist, where this is a the technique used.  During
this annealing with NMR, however, the NOE force constants were scaled high
and the other forces were scaled up to their full values as the system
cooled.  I haven't scaled specific interactions with the current modeling
I am doing.  As I am just starting out, I'm not sure if this is going to
work or not, but it does have some intuitive justification.

Good luck, and keep in touch.

James Brown
Center for Advanced Research in Biotechnology
Rockville, MD


Heating up the sample to a high temperature (say 700K), running a (short)
trajectory and then cooling down (slowly) to the desired temperature should
aid equilibration in any NVT ensemble.

Cheers,
Ferenc


Ferenc Molnar

---------------------------------------------------------------------------
Institut fuer Physikalische und Theoretische Chemie
- Lehrstuhl Prof. Dick -                   Tel.:  (+49) 941 943-4466 /-4486
Universitaet Regensburg                    Fax.:  (+49) 941 943-4488
Universitaetsstrasse 31
D-93053 Regensburg
Deutschland / Germany
=7F=7F=7F=7F=7F=16=7F=7F=FF=FF=02=16=7F=7Fw=7F=E0	=7F=7F=FF=FF=E2-
on CCL, take a look at the following paper:

"Methods for Accelerating Chain Folding and Mixing",
Liu and Berne, J. Chem. Phy. 99(8), 15 oct. 93.

The method discussed there is called "The Fluctuating Sigma Method".
They use a time dependent Lennard-Jhones sigma to enhance the mixing
of a binary mixture. You can apply this method to your system to get
faster equilibration.

Best Wishes,
Silviu.

****************************************************
*  Silviu Zilberman                                *
*  Tel - Aviv University                           *
*  Faculty of Exact Sciences, Chemistry department *
*  Israel                                          *
*                                                  *
*  E-mail: silviu@chemib5.tau.ac.il                *
****************************************************

	Which package are you using? I use insightII running discover 2.95
and have just about overcome most of my teething problems in getting a box
of water to behave correctly before using it to model the interactions to
various drugs.

	Discover allows the use of double cutoffs and switching functions
to smooth the transitions between the non-bond cutoffs. Kit Lau has a recent
paper detailing water simulations in J Phys Chem, 98, No. 35 1994 p8785,
although I have not fully read through the paper it does point out some=7F
important points about switching functions. If you need further help don't
hesitate to ask, though i'll be going home for Christmas and won't be back
until early Jan now, i'll give you any help I can.

Andy

--
############################################################################=
##
Structural and Computation Chemistry Group________chp1aa@uk.ac.surrey -=
 JANET.
Department of=
 Chemistry___________________________phone_______+44-1483-259591.
University of=
 Surrey______________________________fax_________+44-1483-300803.
Guildford,________________________________________ftp___________131.227.110.=
69
Surrey, GU2 5XH, UK_________________WWW =
 http://www.chem.surrey.ac.uk/~chp1aa/
############################################################################=
##

If you are doing MD on a liquid, it should not get stuck in local minima.
A liquid should be diffusing enough that it shouldn't stay long in any
one conformation.  Have you checked a diffusion constant, or translational
order coefficient, or something else to make sure that you are not frozen?

I'm not sure why compressing your box would help you converge faster,
unless you're pushing molecules into unfavorable contacts, and they
squirt out like watermelon seeds.

-Steve Stuart
steve@chem.columbia.edu

This calculation should lead to the interaction of the solute, i, and the
solvent, j. This should lead to Gij. But to calculate solubility you also=
 need
to know Gii the energy to release the solute from itself. Are you going to=
 put
i in i solvent to measure this?

Butch
=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=
=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=
=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D
=E0	=7F=7F=FF=FF=E2-
rreira                             butch@sunlc2.chem.uga.edu
Department of Chemistry                    (706) 542-2050 or 2051
The University of Georgia                  (706) 542-9454 FAX
Athens, GA  30602

Looking for a global minimum energy conformation of bulk water
is probably not what you want to do.  Generally one looks for
establishing a conformational equilibrium at some given temperature
and pressure - so that you can obtain the correct distribution
of neighbours and orientations of hydrogen bonds, etc.

Most of my experience with simulating water has been using MC
techniques - many people feel that force-bias MC helps in
establishing equilibrium in bulk water simulations.  The reference
is "On the force bias Monte Carlo simulation of water: methodology,
optimization and comparison with molecular dynamics", M. Rao,
C. Pangali and B.J. Berne, Mol. Phys. 37, 1773 (1979).

My own preference would be to equilibrate your water sample with
a MC program, which involves fewer numerical approximations than
does MD, and then use the MD when you insert your solute.

Heather Gordon
Chemistry, Queens' U.

What exactly do you mean by "local minima"? How do you detect them?

   volume to the final value for the full MD run.   Is anyone aware of any
   other tricks one can do to increase the speed of convergence to=
 equilibrium,
   or more important avoid falling into a local minimum.  I would appreciate
   any pointers or references I could get.

My preferred technique for setting up equilibrium configurations is
not to start from a lattice (as most people seem to do) but start
with a simulation box much bigger than what I finally want (let's
say five times bigger) into which I place the molecules at random
positions and with random orientations. Then I start the dynamics
and continously make the box smaller, until the correct size is
reached. I have never had any problems with that approach, even
when generating extremely dense hard-sphere configurations (close
to the glass transition).

----------------------------------------------------------------------------=
---
Konrad Hinsen                     | E-Mail: hinsenk@ere.umontreal.ca
Departement de Chimie             | Tel.: +1-514-343-6111 ext. 3953
Universite de Montreal            | Fax:  +1-514-343-7586
C.P. 6128, succ. A                | Deutsch/Esperanto/English/Nederlands/
Montreal (QC) H3C 3J7             | Francais (phase experimentale)
----------------------------------------------------------------------------=
---


Dr. Ross Underhill
Royal Military College of Canada
Kingston, Ontario
(613) 541-6000 X6175


From R29CLOSE@ETSU.EAST-TENN-ST.EDU  Mon Dec 19 10:22:51 1994
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Date: Mon, 19 Dec 1994 09:38:55 -0500 (EST)
From: David Close <R29CLOSE@ETSU.EAST-TENN-ST.EDU>
Subject: Pentium Replacement??
To: chemistry@ccl.net
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  Dear CCL Netters:
  The Sunday Times contained a story on Intel's Corporate image in light
of the Pentium problem.  The story said there would not be a general
recall of all Pentium's.  But rather that Intel had posted information
on the INTERNET concerning replacements.  Essentially the idea is that
a person having problems must call Intel, and they will decide if your
problems warrent a replacement.
  Does anyone have further information?  I don't have the phone number
and I don't know the INTERNET address to obtain this information.
Furthermore, has anyone tried to call Intel and therefore perhaps know
what type of information Intel is seeking.
  Regards,  Dave Close

From young@slater.cem.msu.edu  Mon Dec 19 10:27:05 1994
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From: young@slater.cem.msu.edu (Dave Young)
Message-Id: <9412191431.AA15655@slater.cem.msu.edu>
To: chemistry@ccl.net
Subject: frequency errors



Hi,

	There was a question about why vibrational freqencies
are scaled by a factor of about 0.9 irregardless of method.

	The answer is that all of these frequencies are being
computed with a harmonic oscilator approximation.  For high frequency
modes, the difference between the harmonic oscilator prediction and
the exact or Morse potential like behavior is about 10% .
If you try to look at very low frequency modes, below a few
hundred wave numbers, you will see that the frequencies calculated
are off by a large amount.


				Dave Young
				young@slater.cem.msu.edu
				youngdc@msucem

--------------------------------------------------------------------------
	It can be easily shown that certain methods are not applicable
to solving the many particle Schrodinger equation.
	However, it has not been shown that it is impossible to find
an analytic solution.
	The only question remaining is "Who will have the honor?"
--------------------------------------------------------------------------



From pueyo@pinon.ccu.uniovi.es  Mon Dec 19 11:24:06 1994
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Date: Mon, 19 Dec 1994 16:46:38 +0100
From: Lorenzo Pueyo <pueyo@pinon.ccu.uniovi.es>
Subject: Re:  CCL:Cell information on Fe2O3
To: chemistry-request@ccl.net, chemistry@ccl.net
Message-id: <01HKU284MN4I8WWCSL@etsiig.uniovi.es>
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C. Qian (usdccz73@ibmmail.com) asked:
>Does any one have the information about the cell size, positions of atoms,
>and space group information of Fe2O3 crystal?

Fe2O3 can be found in many different phases. At normal pressure and
temperature the thermodinamically most stable phase appears to be
$\alpha$-Fe3O3, Hematite, that is isostructural to $\alpha$-Al2O3 or
corundum. Crystallographic information for hematite follows:

Hexagonal   R -3 c (No. 167)  Z=6  a=5.0356(1) c=13.7489(7)
c/a=7.7303 (ideal hcp = 2.828)

Fe at (12c) : (0,0,z)
O  at (18e) : (x,0,1/4)

I could not find x and z values for Fe2O3, but they should be similar to
the parameters of corundum: z(Al)=0.352, and x(O)=0.306.

Further information on hematite could be found on the next reference:
Nat. Bur. Stand. (US) Monogr. 25 (1981) 18-37.

   Hope this helps you. Best regards,

                   Victor Lua~na

+--------------------------------------------+  +---^---/    /
!               Victor Lua~na                !  |   ~       / Just in case
! Departamento de Quimica Fisica y Analitica !  |           | you don't
! Universidad de Oviedo, 33006-Oviedo, Spain ! <            / remember
!  e-mail: victor@hobbit.quimica.uniovi.es   !  |          /  where Oviedo
!          phone: (34)-8-5103523             !  |____  ___/   is  ;-)
!           fax: (34)-8-5103480              !       \/
+--------------------------------------------+

From clecio@iqm.unicamp.br  Mon Dec 19 14:22:53 1994
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        ****************************************
        *ANNOUNCEMENT OF A NEW DISCUSSION LIST *
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To attend people interested in CHEMICAL ECOLOGY, we created
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From underhil@hp.rmc.ca  Mon Dec 19 15:23:12 1994
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To: chemistry@ccl.net
From: underhil@hp.rmc.ca (Ross Underhill)
Subject: Monte Carlo Code


       Does anyone know where one can get a Monte Carlo version of standard
molecular mechanics methods such as Amber, or one of the MM series?

Thanks in advance

Dr. Ross Underhill
Royal Military College of Canada
Kingston, Ontario
(613) 541-6000 X6175


From brianh@scg.scg.fujitsu.com  Mon Dec 19 15:36:05 1994
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From: brianh@scg.scg.fujitsu.com (Brian Hammond)
Message-Id: <9412191951.AA06402@scg.scg.fai.com>
To: chemistry@ccl.net
Subject: Anharmonic bondlength corrections



Dear CCLers,

I am computing the potential energy curve for a very floppy diatomic.
Even at the most extreme level of theory (MP5 with gigantic basis set)
my bond length is too short. I suspect this is due to the difference 
between the experiment measuring the average bond length not the 
bottom of the potential. 
Question: Does anyone know a simple way to get the anharmonic correction
between these two distances? I have looked at the Morse potential, but
have only found expressions for the energy levels, and no indication 
whether the Morse potential can treat this problem.

Thank you for your help,

Brian Hammond
======================================================================== 
Brian L. Hammond                 _/_/_/_/    _/_/_/    _/_/_/_/_/   
Computational Research Div.     _/        _/      _/      _/
Fujitsu America, Inc.          _/_/_/    _/_/_/_/_/      _/
3055 Orchard Drive            _/        _/      _/      _/
San Jose, CA  95134          _/        _/      _/  _/_/_/_/_/
Tel: (408) 456-7322
Email: brianh@fai.com


From gilson@indigo12.carb.nist.gov  Mon Dec 19 17:22:50 1994
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Date: Mon, 19 Dec 1994 16:50:41 -0500
From: gilson@indigo12.carb.nist.gov (Dr. Michael K. Gilson)
Subject: molecular display program
To: chemistry@ccl.net
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Hi,

Is there a public-domain molecular display program which can
be made to repetitively read and re-read a pdb file?
The idea is to have an MD program dump conformations
into the file every n steps, and have the display
pick these up and display them for a near-real-time
display of the trajectory.

Thanks,

Mike Gilson


From elewars@alchemy.chem.utoronto.ca  Mon Dec 19 17:29:38 1994
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Date: Mon, 19 Dec 1994 17:05:28 -0500
From: "E. Lewars" <elewars@alchemy.chem.utoronto.ca>
Message-Id: <199412192205.RAA14603@alchemy.chem.utoronto.ca>
To: chemistry@ccl.net
Subject: WHY CORRECTIONS TO CALC FREQS


Peter Gedeck asked why calc frqs are in error and so must be scaled.  The general belief seems to be that it's because the calculations (which use the 
eigenvalues of a force constant matrix) assume the vibrations are harmonic.
However, it has been claimed that "this straightfoward looking consideration
is wrong..."; see M. Flock and M. Ramek, Int J. Quantum Chem., Quantum
Chem. Symposium 27, 331-341 (1993).  Some other refs to vib freq scaling are
Possible sources of error in empirical scaling...  C. L. Janssen and
H. F. Schaefer, J Chem Phys 1991 95 5128.
MP2 scaling  D. J. DeFrees, J Comp Chem 1985 82 333.
There is also a recent (ca. 1993) paper by Pople et al in Israel J Chem
on scaling MP2 freqs.
===

From tony@schroeder.newcastle.edu.au  Mon Dec 19 19:22:53 1994
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From: Tony Dyson <tony@schroeder.newcastle.edu.au>
To: Computational Chemistry List <chemistry@ccl.net>
Subject: Re: CCL:molecular display program
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On Mon, 19 Dec 1994, Dr. Michael K. Gilson wrote:

> 
> Hi,
> 
> Is there a public-domain molecular display program which can
> be made to repetitively read and re-read a pdb file?

You can always use xmol to animate the entire trajectory when the run is 
complete.

> The idea is to have an MD program dump conformations
> into the file every n steps, and have the display
> pick these up and display them for a near-real-time
> display of the trajectory.
> 

Near-real-time? Can I have an account on your machine?! :-)

	Tony

================================================================

  Mr. Anthony J. Dyson		tony@schroeder.newcastle.edu.au
  Dept. of Physics		phone: +49 21 5425
  University of Newcastle	fax:   +49 21 6907
  Callaghan, Australia, 2308

================================================================


From bartberg@qtp.ufl.edu  Mon Dec 19 22:22:57 1994
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Date: Mon, 19 Dec 1994 21:59:06 -0500
From: "Micheal Bartberger" <bartberg@qtp.ufl.edu>
Message-Id: <9412200259.AA05771@crunch>
To: chemistry@ccl.net
Subject: AO coefficients / spin densities in G92



Hello all.....

I have a question regarding the calculation of AO coefficients (eigenvectors)
for both closed-shell and radical species in G92.

My question stems from the fact that, in a semiempirical program such as MOPAC,
the eigenvectors are those obtained from a Huckel-type approximation using
the valence electrons.  For example, the 2p(z) coefficients resulting from an
AM1 calculation on ethylene have (for the HOMO) a value of .707 (the old
"square root of two over two".)  Similarly, the SOMO of the allyl radical
will have .707 at one of the CH2 termini and -.707 at the other.

My question, then, is this:  how, when using typical ab initio basis sets,
does one come up with an analagous set of AO coefficients?  Since basis sets
are comprised of more than one set of basis functions, it seems as though
each has its own "coefficient".  How does one (if at all) transform this into
some sort of "total" coefficient for a given AO at a given eigenvalue at a
given atom?   (Whew.  :)   )      I hope this isn't too off the wall......
any references, advice, would be appreciated.  The reason for asking is because
I am interested in trying to correlate the regioselectivity / stereoselectivity
of radical reactions with AO coefficients (this seems easier when using semi-
empirical programs) and with spin densities (which leads me to my next
question.......

On p. 156 and p. 175 of the Gaussian92 users manual, (which shows some sample
output of sample calculations), there is a section in the output labeled
ATOMIC SPIN DENSITIES is given.  How are these values then transformed into
a "total spin density" for each atom, which could be correlated with 
a radical's regioselectivity, and which could be transformed / compared to
hyperfine couplings in ESR.

Again, any references, pointers, scathing criticisms  ;^) are welcome.
(If it isn't blatantly obvious, I'm a little new at this.....  :)   )

I will summarize if there is sufficient interest.  Thanks again!


Regards,


Michael D. Bartberger
Department of Chemistry
University of Florida

bartberg@qtp.ufl.edu
bartberg@chem.ufl.edu



