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Date: Sun, 26 Jan 2003 11:39:46 +0400
From: "Iman Boukhobza" <Iman_boukhobza@zu.ac.ae>
To: <chemistry@ccl.net>
Subject: Dihedral angles
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Hi

I am trying to create a z matrix for a vandium complex. I have the necessary bond lengths and angles that I got from crystallography data. The problem now is dihedral angles! 

Any idea how these angles can be found?

ps: I have worked with linear molecules, and dihedral angles were not much of a problem.

Thanks

Iman Boukhobza
Assistant professor
Zayed university



From jkl@ccl.net Sun Jan 26 02:43:57 2003 -0500
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From: "sabry ahmed" <eltahers@hotmail.com>
To: jkl@ccl.net
Subject:  I can't post my message
Date: Sun, 26 Jan 2003 10:43:56 +0300
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Dear All,

I'm interested in computing the BDE(R-O2)for a series of halogenated peroxyl 
radicals at ab initio and DFT (B3LYP/6-31G** and B3LYP/6-311+G(2df,2p) 
levels.  For R=CH3, values of BDE(R-O2)=30.6 and 29.1 at  B3LYP/6-31G** and 
B3LYP/6-311+G(2df,2p), respectively, are published (J. Phys. Chem. A 1999, 
103, 7094).

I've tried to get these values by calculating the enthalpies of the 
following isogyric reaction:

CH3O2 + H2 = CH3O2H + H
CH3O2H + H2 = CH4 + H2O2

then, by combining these enthalpies with experimentally known heats of 
formation, the heat of formation of CH3O2 can be obtained. Finally, the 
enthalpy of the dissociation reaction: CH3O2 = CH3 + O2 , which is equal to 
the BDE(CH3O2)is calculated as follows:

  BDE(CH3O2)= heat of formation of CH3 - heat of formation of CH3O2

Unfortunately, I got BDE values of 44.4 and 37.1 kcal/mol instead of the 
published values 30.6 and 29.1 kcal/mol.  Is there something wrong in what 
I've done, or something I should do more?

thanks in advance, I'll summarize your responses.

yours,

-Sabry

current address:
Teachers College in Dammam
P.O. Box 2375
Dammam 31451
Kingdom of Saudi Arabia




From chemistry-request@server.ccl.net Sun Jan 26 08:49:50 2003
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Date: Sun, 26 Jan 2003 08:49:42 -0500
From: Valentin Gogonea <v.gogonea@csuohio.edu>
Subject: bond stretching force constant from QM data
To: chemistry@ccl.net, gmx-users@gromacs.org
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Dear CCLers and GMX users,

I am trying to estimate the force constant for Fe-S bond stretching 
> from QM calculations and use it with Gromos87 force field (gromacs). I 
carried out UB3LYP/6-31+G** calculations for Fe-SCH3 
(charge=+1,multip=5) and Fe-Imidazole (+2,5) with G98 and I got the 
following force constants (I used a conversion factor from mDyne/A to 
KJ/(mol nm2) of 60230):
		mDyne/A		kJ/(mol nm2)		Gromos87
Fe-S		1.839		110763
Fe-N		0.757		45594			418400


1) Is it acceptable to scale properly (using the QM and Gromos Fe-N 
force constants) the Fe-S force constant  to be in the same range as 
the Fe-N force constant in the Gromos87 force field. Did anybody use 
this kind of approach or there is a better way to estimate and adjust 
the QM determined force constant to a force field force constant?

2) For an angle bending the force constant required in the forcefield 
has units of kJ/(mol rad2), while the one obtained from QM calculations 
has units of kJ/(mol nm2). I believe that the former can be obtained 
> from the latter if one assumes that the oscillator length for this 
particular normal mode is the distance between the endpoints of the 
angle. This should be valid for a torsion angle too. Is this correct?

I would appreciate any insight that I can get from the list and I thank 
you for your help.

Valentin Gogonea
Department of Chemistry
Cleveland State University





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From: "David J Anick" <David.Anick@gte.net>
To: chemistry@ccl.net
Subject: How to resolve overlapping Gaussians in the UV Spectrum?
Message-ID: <002701c2c5a6$e23bad40$d403103f@anick000>

Date: Sun, 26 Jan 2003 17:53:24 -0800

Dear CCL-ers,

I have a complex line shape from a spectrum that I would like to
represent as a sum of overlapping Gaussians.  More precisely,
I have a function y=f(x), a < x < b, given as about 500 (x,y)
points, where f(a)=f(b)=0, and I would like to find a small
number (typically 3 to 8, perhaps) of Gaussians whose sum
approximates f.  I.e. I want to generate parameters {c_i,s_i,b_i}
for which the function
          F(x) = SIGMA_i  c_i exp(-s_i*(x-b_i)^2)
is a very good approximation to  f.

Can anyone please point me to software, free or not, Linux or
Windows, that can do this?

Thank you.  I will summarize responses.

David Anick PhD MD
David.Anick@gte.net
(Harvard Medical School)


From chemistry-request@server.ccl.net Sun Jan 26 17:41:39 2003
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Date: Mon, 27 Jan 2003 09:41:35 +1100
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From: "Frank Burden" <fburden@optushome.com.au>
To: chemistry@ccl.net
Subject: SciPredict: Update
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There have been a few reports of difficulties with SciPredict
> from users with locked Windows directories (File path unknown).
Also the closing-down routine left SciPredict running in the
background. This is almost indiscernible except when trying to
uninstall SciPredict. 

For those interested a modified SciPredict is now available on
www.scimetrics.com/software

Download the program and you will get to access the Vapor
Pressure model for a (new) 10 days free trial.
Models available for purchase are Vapor Pressure, LogP, Henry's
law and Water Solubility.

Please send queries and comments to:

Dr Frank Burden
SciMetrics
23 Harrow Street
Blackburn South
VIC 3130   Australia
frank.burden@scimetrics.com


--=====_10436208951102=_
Content-Type: text/html; charset="us-ascii"

<!DOCTYPE HTML PUBLIC "-//W3C//DTD HTML 4.0 Transitional//EN">
<HTML><HEAD>
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<META content="MSHTML 6.00.2800.1106" name=GENERATOR></HEAD>
<BODY style="FONT-FAMILY: Arial" text=#000000 bgColor=#ffffff>
<DIV>There have been a few reports of difficulties with SciPredict from users 
with locked Windows directories (File path unknown).<BR>Also the closing-down 
routine left SciPredict running in the background. This is almost indiscernible 
except when trying to uninstall SciPredict. </DIV>
<DIV>&nbsp;</DIV>
<DIV>For those interested a modified SciPredict is now available on <A 
href="http://www.scimetrics.com/software">www.scimetrics.com/software</A></DIV>
<DIV>&nbsp;</DIV>
<DIV>Download the program and you will get to access the Vapor Pressure model 
for a (new) 10 days free trial.<BR>Models available for purchase are Vapor 
Pressure, LogP, Henry's law and Water Solubility.</DIV>
<DIV>&nbsp;</DIV>
<DIV>Please send queries and comments to:</DIV>
<DIV>&nbsp;</DIV>
<DIV>Dr Frank Burden<BR>SciMetrics<BR>23 Harrow Street<BR>Blackburn South<BR>VIC 
3130&nbsp;&nbsp; Australia<BR><A 
href="mailto:frank.burden@scimetrics.com">frank.burden@scimetrics.com</A></DIV></BODY></HTML>


--=====_10436208951102=_--



From chemistry-request@server.ccl.net Sun Jan 26 17:06:41 2003
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	Sun, 26 Jan 2003 17:06:41 -0500
Date: Sun, 26 Jan 2003 17:06:41 -0500
From: simulationchallenge@rcn.com
Subject: Industrial Fluid Properties Simulation Challenge
To: chemistry@ccl.net
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In June 2001 a workshop was held at NIST on the use 
of "Simulation Methods to Predict the Thermophysical 
Properties of Fluids". The participants (chosen to represent 
industry, academia and government labs) concluded that a 
major limitation to the practical application of simulation 
methods was a lack of validation and comparison studies on 
industrially relevant properties and materials. This 
limitation was also recognized in a detailed study of the 
future of the U.S. chemical industry: “Technology Vision 
2020”, and in the “Technology Roadmap for Computational 
Chemistry”. To address this problem the Industrial Fluid 
Properties Simulation Challenge was established.  In the 
first Challenge the modeling community was asked to predict 
densities, viscosity and VLE for a specified set of 
materials.  Predictions were compared with accurate 
experimental data (obtained specifically for this contest at 
NIST and the Dow Chemical Company). The results, and 
publications by most of the entrants describing the methods 
they used, will be published in an upcoming edition of Fluid 
Phase Equilibria.  

We are now planning a second Challenge. We are seeking input 
(brainstorming) on the types of physical properties we should 
include.  If you are an industrial modeler or work with 
industry, please send us your suggestions. We will be 
selecting the physical properties to be included in the next 
Challenge based on three criteria:  

1) Industrial relevance 
2) Possibility of prediction using a simulation approach 
3) The degree of challenge in experimental evaluation (if the 
property is harder to measure, simulation is more likely to 
be used)  

Any comments about the desired (industrially useful) accuracy 
for a prediction would also be helpful (+/- 0.1%, 1%, 10%?)

We will post a summary of suggestions received by the 14th 
February, and later we will post a full description of the 
problem sets and details on how you can participate in this 
contest.  

Thank you  


The Industrial Fluids Properties Simulation Challenge 
Committee:  

Chair: Raymond Mountain - NIST  
Anne Chaka  - NIST 
Daniel Friend - NIST 
Russell Johnson - NIST 
Dave Frurip - Dow Chemical Company 
Jonathan Moore - Dow Chemical Company 
James Olson - Dow Chemical Company 
Fiona Case - Colgate Palmolive 
Joseph Golab - BP 
Petr Kolar - Mitsubishi 
Martin Schiller - E.I. du Pont de Nemours and Company  


Email: simulationchallenge@rcn.com 

Simulation Challenge website: 
http://www.cstl.nist.gov/FluidSimulationChallenge/

Reports of the 2001 NIST workshop: 
http://www.ctcms.nist.gov/~fstarr/ptpfms/home.html

Chemical Industry Vision 2020 Technology Partnership, 
sponsored by AIChE, ACS, and CCR, 
http://www.chemicalvision2020.org/

"Chemical Industry of the Future, Technology Roadmap for 
Computational Chemistry", 1999, 
http://www.ccrhq.org/vision/index/roadmaps/complete.html


From chemistry-request@server.ccl.net Sun Jan 26 23:38:51 2003
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	Sun, 26 Jan 2003 20:38:48 -0800 (PST)
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From: "S. I. Gorelsky" <gorelsky@stanford.edu>
To: "David J Anick" <David.Anick@gte.net>
Cc: <chemistry@ccl.net>
References: <002701c2c5a6$e23bad40$d403103f@anick000>
Subject: Re: CCL:How to resolve overlapping Gaussians in the UV Spectrum?
Date: Sun, 26 Jan 2003 20:38:48 -0800
Organization: Stanford University
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Hello,
Here is one program to do exactly what you want:
http://www.obbligato.com/software/swizard/
You can model your spectrum as a sum of Gaussians, a sum of Lorentzian
functions, or their mixture.

With regards,

S. Gorelsky

Department of Chemistry, Stanford University,
333 Campus Drive, Stanford, CA 94305-5080
Fax: (650) 723-0553 Phone: (650) 723-0041
http://www.stanford.edu/~gorelsky/

----- Original Message -----
From: "David J Anick" <David.Anick@gte.net>
To: <chemistry@ccl.net>
Sent: Sunday, January 26, 2003 4:25 PM
Subject: CCL:How to resolve overlapping Gaussians in the UV Spectrum?


> Date: Sun, 26 Jan 2003 17:53:24 -0800
>
> Dear CCL-ers,
>
> I have a complex line shape from a spectrum that I would like to
> represent as a sum of overlapping Gaussians.  More precisely,
> I have a function y=f(x), a < x < b, given as about 500 (x,y)
> points, where f(a)=f(b)=0, and I would like to find a small
> number (typically 3 to 8, perhaps) of Gaussians whose sum
> approximates f.  I.e. I want to generate parameters {c_i,s_i,b_i}
> for which the function
>           F(x) = SIGMA_i  c_i exp(-s_i*(x-b_i)^2)
> is a very good approximation to  f.
>
> Can anyone please point me to software, free or not, Linux or
> Windows, that can do this?
>
> Thank you.  I will summarize responses.
>
> David Anick PhD MD
> David.Anick@gte.net
> (Harvard Medical School)
>
>
> -= This is automatically added to each message by mailing script =-
> CHEMISTRY@ccl.net -- To Everybody  | CHEMISTRY-REQUEST@ccl.net -- To
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> Ftp: ftp.ccl.net  |  WWW: http://www.ccl.net/chemistry/   | Jan:
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>
>
>
>
>


