From raf.bruyndonckx@unifr.ch  Fri Mar 20 09:19:03 1998
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From: Raf Bruyndonckx <raf.bruyndonckx@unifr.ch>
Organization: University of Fribourg
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Dear CClers,


could anyone suggest me a kind of schoolbook
example/exercise for the calculation of the isotropic and/or
anisotropic hyperfine tensor using Gaussian94? The idea is
that this exercise could be given to a public interested in
computational chemistry, but still at a beginning phase. The
total preparation, calculation and result analysis should
fit into an exercise session of max. 2 hours.

Myself, I was thinking of an organic radical of, let's say,
max. 20 atoms, performing a single point and thus
calculating the hyperfine tensor, preferably with the
conclusion that they are close to experiment. (Is it as easy
as this ?)

Since I don't have much experience in this field, could you
also give me any remarks and comments on the way this can be
calculated (with Gaussian94). I have been screening the CCL
archive library and came up with a few messages indicating
that this can be done using the following options in the
input :

#P UHF/6-31g** PROP=efg IOP(6/17=2,6/26=4)


Also MELDF package should be able to calcutate this
properties. I have access to this package but never worked
with it, so ...  any comment is welcome.

Thanks,

Raf


-- 

Raf Bruyndonckx
Department of Inorganic and Analytical Chemistry
Univ Fribourg (Suisse)
Perolles

Tel: ++41 26 300 87 49
Fax: ++41 26 300 97 38

mailto:Raf.Bruyndonckx@unifr.ch

http://sgich1.unifr.ch/ac/phd/rbruyn/

From gabriele@indigo.chem.polimi.it  Fri Mar 20 13:19:05 1998
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From: Gabriele Valerio <gabriele@indigo.chem.polimi.it>
Organization: Politecnico di Milano
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Subject: Re:summary intermolecular interactions
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Dear Mark, and CCL netters,

I am sorry for sending a late reply to your question about ab initio
calculation of the intermolecular interaction, after your recently
posted summary.

Gianinetti, Raimondi and Tornaghi have recently adapted the Roothan
equations to exclude the basis set superposition error from
intermolecular interactions (ref. Int. J. Quantum Chem. vol. 60, 157-166
(1996)). The calculation produces BSSE free Hartree-Fock energy for
interacting fragments, without any a posteriori corrections. The
computational cost is not appreciably higher than an ordinary HF.
The method has benn implemented in latest version of GAMESS-USA by
Famulari.

In some cases the BSSE error can be larger than the correlation energy. 

Best wishes

		 Guido Raos and Gabriele Valerio



-- 
Gabriele VALERIO
Politecnico di Milano		Tel: ++39-(0)2-23993051
Dipartimento di Chimica		Fax: ++39-(0)2-23993080
via Mancinelli, 7
20131 Milano (ITALY)
mailto:gabriele@indigo.chem.polimi.it

From daizadeh@kappa.ucdavis.edu  Fri Mar 20 19:19:06 1998
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From: "Iraj Daizadeh" <daizadeh@kappa.ucdavis.edu>
Message-Id: <9803201606.ZM24238@kappa.ucdavis.edu>
Date: Fri, 20 Mar 1998 16:05:59 -0800
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To: chemistry@www.ccl.net
Subject: One-electron Integral (core hamiltonian)
Cc: guo@indigo.ucdavis.edu, leee@indigo.ucdavis.edu, antony@indigo.ucdavis.edu,
        stuchebr@indigo.ucdavis.edu
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Hello.

(As you are well aware, I am slowly but surely dissecting my way through G94
code.) My problem is this:

I have written a line or two in my link that prints out the so-called core
hamiltonian (1 electron integral) as follows:

C
      Call FileIO(2,-IRwH,NTT,V,0)
      do 214 i=1,NTT
        If(Abs(V(i)).lt.Thresh) V(i) = Zero
214     write (IH,2010) V(i)
C

Here, IRwH is set to 515, and thresh = 1e-6.

The results for H2 (Hf/sto-2g) at 8 ang. separation is:

   -0.528103461738361310000000000000E+00
    0.000000000000000000000000000000E+00
   -0.512985653829729940000000000000E+00

In G94 standard output file, the core hamiltonian has the values:

 ****** Core Hamiltonian ******
             1             2
   1 -0.520545D+00
   2  0.000000D+00 -0.520545D+00


It seems that G94 takes the average of the matrix elements in the one-electron
hamiltonian.  Is this true and if so why?

Thank you in advance.

Iraj.


-- 
Iraj Daizadeh
Department of Chemistry
University of California
One Shields Ave.
Davis, CA  95616-5295
Phone:  530.754.8695
Fax:    530.752.8995
email:  daizadeh@kappa.ucdavis.edu

From takanori.kanazawa@pharma.novartis.com  Fri Mar 20 21:19:16 1998
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Date: Sat, 21 Mar 1998 11:07:33 +0900
Subject: Summary:G94 geom. opt. with constraints
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Dear CCLers,

   Some time ago, I posted a question concerning geometry optimization of a
dimeric molecule,
applying dihedral constraints.
I've got responses from the following people.
    Douglas J. Fox
    Stefan Fau
    Mark A. Zottola
    John Waite
    Krzys Radacki
    Guido Germano
    Larry Cuffe
    Victor

I really appreciate their kindness.
Currently, I'm testing some of the methods suggested by them and it will
take time before I can
find a best solution. So here I just summarize their suggestions.
Upon finding the best solution, I will post here the method.

My original question was
>>This time I have a question about geometry optimization of a dimeric
molecule.
>>Each monomer unit is an almost planar molecule except one methyl group.
>>I did geometry optimization of the dimer by fixing the dimer molecule on
a plane
>>(dihedral angles between the monomer units is fixed to 0 or 180).

>>In the course of the geometry optimization, intermolecular geometry
begins to deviate
>>from planarity and finally the optimization job stops with the following
error messages

>>
---------------------------------------------------------------------------
-------
>>Convergence failuer -- run terminated.
>>Error termination via Link1e in /home/Gaussian/g94/l502.exe.
>>Job cpu time: ....
>>............
>>
---------------------------------------------------------------------------
-------
>>
>>Before this termination, messages like the following are repeated
>>------------------------------------------------------------------
>>Energy Rises -- skip Quadratic search.
>>Quartic linear search produced a step of -0.99578.
>>.......
>>.......
>>Iteration 10 RMS(Cart)=************ RMS(Int)=************
>>Iteration 11 RMS(Cart)=************ RMS(Int)=************
>>
>>.........
>>------------------------------------------------------------------
>>
>>I guess the reason for this job failuer is that the dihedral angle
between monomer units
>>changed abruptly from 0 to 180 or 180 to 0, and the geometry optimization
became uncontrollable.
>>Is this right? Is there any way to overcome this problem?
>>I used the default redundant internal coordinate optimization and the
keyword "Opt"(not Fopt)

1. See if the final geometry is still interaction range etc. If the
geometry is reasonable, restart
   with a copy of a checkpoint file
   %chk=copy_mychk
   #P HF/chkbas geom=AllCheck SCF=Tight
   and see what is going on with the SCF

   Check the energy at various cycles of the geom. opt.

2. Fix a dihedral angle to 0 or 180 with ADDREDUNDANT keyword

3. Optimize intermolecular geometries with Popt and then do full
optimization

4. Try the keyword "opt=z-matrix"

5. Take the XYZ coordinates form the best step in the previous job and
restrat using these
   as input with opt=(calcfs)

6. Optimize at a lower level of theory, then do a frequency job and restrat
>from this geometry using
   the command readfc so start the higher level job.

I hope this helps people confronting similar problems.


With best regards,

                        Takanori

***************************************************************
                   Takanori Kanazawa, Ph.D.
                   E-mail : takanori.kanazawa@pharma.novartis.com
                   Phone  : +81-797-74-2597
                   FAX    : +81-797-74-2598

                   Drug Discovery Group / CAMM
                   Takarazuka Research Institute
                   Novartis Pharma K.K.
                   10-66 Miyuki-cho, Takarazuka, Hyogo 665
                   JAPAN
***************************************************************




From takanori.kanazawa@pharma.novartis.com  Fri Mar 20 22:19:10 1998
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Date: Sat, 21 Mar 1998 11:47:54 +0900
Subject: Summary:G94 geom. opt. with constraints
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Dear CCLers,

   Some time ago, I posted a question concerning geometry optimization of a
dimeric molecule,
applying dihedral constraints.
I've got responses from the following people.
    Douglas J. Fox
    Stefan Fau
    Mark A. Zottola
    John Waite
    Krzys Radacki
    Guido Germano
    Larry Cuffe
    Victor

I really appreciate their kindness.
Currently, I'm testing some of the methods suggested by them and it will
take time before I can
find a best solution. So here I just summarize their suggestions.
Upon finding the best solution, I will post here the method.

My original question was
>>This time I have a question about geometry optimization of a dimeric
molecule.
>>Each monomer unit is an almost planar molecule except one methyl group.
>>I did geometry optimization of the dimer by fixing the dimer molecule on
a plane
>>(dihedral angles between the monomer units is fixed to 0 or 180).

>>In the course of the geometry optimization, intermolecular geometry
begins to deviate
>>from planarity and finally the optimization job stops with the following
error messages

>>-------------------------------------------------------------------------
---------
>>Convergence failuer -- run terminated.
>>Error termination via Link1e in /home/Gaussian/g94/l502.exe.
>>Job cpu time: ....
>>............
>>-------------------------------------------------------------------------
---------
>>
>>Before this termination, messages like the following are repeated
>>------------------------------------------------------------------
>>Energy Rises -- skip Quadratic search.
>>Quartic linear search produced a step of -0.99578.
>>.......
>>.......
>>Iteration 10 RMS(Cart)=************ RMS(Int)=************
>>Iteration 11 RMS(Cart)=************ RMS(Int)=************
>>
>>.........
>>------------------------------------------------------------------
>>
>>I guess the reason for this job failuer is that the dihedral angle
between monomer units
>>changed abruptly from 0 to 180 or 180 to 0, and the geometry optimization
became uncontrollable.
>>Is this right? Is there any way to overcome this problem?
>>I used the default redundant internal coordinate optimization and the
keyword "Opt"(not Fopt)

1. See if the final geometry is still interaction range etc. If the
geometry is reasonable, restart
   with a copy of a checkpoint file
   %chk=copy_mychk
   #P HF/chkbas geom=AllCheck SCF=Tight
   and see what is going on with the SCF

   Check the energy at various cycles of the geom. opt.

2. Fix a dihedral angle to 0 or 180 with ADDREDUNDANT keyword

3. Optimize intermolecular geometries with Popt and then do full
optimization

4. Try the keyword "opt=z-matrix"

5. Take the XYZ coordinates form the best step in the previous job and
restrat using these
   as input with opt=(calcfs)

6. Optimize at a lower level of theory, then do a frequency job and restrat
>from this geometry using
   the command readfc so start the higher level job.

I hope this helps people confronting similar problems.


With best regards,

                        Takanori

***************************************************************
                   Takanori Kanazawa, Ph.D.
                   E-mail : takanori.kanazawa@pharma.novartis.com
                   Phone  : +81-797-74-2597
                   FAX    : +81-797-74-2598

                   Drug Discovery Group / CAMM
                   Takarazuka Research Institute
                   Novartis Pharma K.K.
                   10-66 Miyuki-cho, Takarazuka, Hyogo 665
                   JAPAN
***************************************************************




