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From: "Pablo Vitoria" <qibvigap@lg.ehu.es>
To: "Harald Bock" <H.Bock@uni-koeln.de>, <CHEMISTRY@ccl.net>
References: <200204142250.g3EMouHB018973@mail1.rrz.Uni-Koeln.DE>
Subject: Re: CCL:ToPMod: have questions and need a little help!
Date: Tue, 23 Apr 2002 10:07:18 +0200
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Hi Harald,

I started recently using TopMoD, and since I have been a user of Molekel for
a while now, I am using it to visualize the ELF basins.

First, I generate the compid_elf.sbf file with top_grid (using a coarse
grid, otherwise the final cube file may be quite large), and compid_ebas.sbf
with top_bas (compid=name of the compound). If simmetry is used in top_grid,
run top_sym on both compid_elf.sbf and compid_ebas.sbf. Then, run
bas_to_syn, which will generate compid_esyn.sbf.

To get the Gaussian cube files (to be used as input to Mlekel) of both
compid_elf.sbf and compid_esyn.sbf, run sbf_to_cube with them as input
files, to generate compid_elf.cube and compid_esyn.cube.

In Molekel, load (as Gaussian cube) compid_elf.cube. This will only get the
coordinates of your molecule, that will be visible now in the window. From
the Surface menu, Load (Gaussian cube) compid_elf.cube, and Create Surface
choosing an appropriate cutoff (usually between 0.7 and 0.8). You will see
now all the basins with the same color. Load (Gaussian cube)
compid_esyn.cube. Choose Grid Value button (to map the syn cube on the elf
cube), and on the window that shows up, choose 1.0 as Vmax and 5.0 as Vmin
(they seem to be reversed, at least in my version of Molekel). And you
should see now the basins colored according to their type (core,
monosynaptic, disynaptic,...). If you don´t like the default colors, you can
change them in the Texture menu.

I hope this helps you.
Best regards

Pablo

--------------------------------------------------------
Pablo Vitoria Garcia
Dpto. Química Inorgánica, Facultad de Ciencias
Universidad del País Vasco (UPV/EHU)
Aptdo. 644
48080 Bilbao (Bizkaia)

Tfno. 94 6012579
Fax. 94 4648500
----- Original Message -----
From: "Harald Bock" <H.Bock@uni-koeln.de>
To: <CHEMISTRY@ccl.net>
Sent: Monday, April 15, 2002 2:02 AM
Subject: CCL:ToPMod: have questions and need a little help!


| Ladies and Gentlemen,
| has anyone experience with the program-package ToPMod of Silvi et al. for
| calculating ELF?
| I've got everything set up and running, but I'm in need of some help with
| visualisation of the output.
| I would like to use Molekel but didn't succeed in assigning different
colors
| to the different basins types by using bat_to_syn due to a lack of
| documentation (if it is possible at all).
|
| If there is anyone out there, able and willing to help me, I would be very
| thankfull.
| Harald Bock
| University of Cologne
|
|
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|
|
|
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|



From chemistry-request@server.ccl.net Tue Apr 23 09:21:12 2002
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To: h9531257 <h9531257@hkusua.hku.hk>
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Subject: Re: CCL:Program to resolve colse peaks
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I have had very good luck with PeakFit from SPSS.  It's not free, but has good
graphics, and many fitting functions built in, and is fast.

John McKelvey

h9531257 wrote:

> Dear all,
>
> Does anyone know that is there any program that can be used to resolve very
> close absorption peaks? Say, the splitting of a very board absorption peak?
>
> The oscialltor strength and peak energy could be roughly be estimated as the
> input information.
>
> Thanks anyone who can help.
>
> Andy
>
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From chemistry-request@server.ccl.net Tue Apr 23 10:21:20 2002
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Date: Tue, 23 Apr 2002 07:21:06 -0700 (PDT)
From: amor san juan <a_juanphd@yahoo.com>
Subject: Data for testing AutoDock3
To: chemistry@ccl.net
Cc: garrett@scripps.edu
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Dear CCLers;

I successfully compiled AutoDock 3 (AD3) in Red Hat 7
linux platform. My goal now is to test this using
already established data in AD3. Would anyone please
send me tar zipped file of ligand+enzyme where I can
check if my compilation are all correct.

There is 3PTB file in AutoDock website used in testing
only compilation of AutoDock2.4. I need file data used
to test AD3.

To give time & effort in replying to this message
means a lot to me, hoping anyone out there again will
give me this favor.


Amor San Juan
University of the Philippines-Diliman 

__________________________________________________
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From chemistry-request@server.ccl.net Tue Apr 23 12:20:28 2002
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Date: Tue, 23 Apr 2002 17:33:57 +0100
From: Jorge Manuel Campos Marques <qtmarque@ci.uc.pt>
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Dear CCLers,
About two months ago I asked for a complex matrix diagonalization
routine.
I would like to thank all those who kindly gave any information or
suggestion.
I apologize for this so late email and summarize here all the answers to

my question:

-----------------------------------------------------------------------------------------

Dear cclers,
We need a complex matrix diagonalization routine in fortran 77.
We have already tried one from EISPACK called CG.F, but it does
not work very well.
Could you kindly tell me another one?
Thanking in advance
J. Marques


--------------------------------------------------------------
Hi Jorge,

try www.netlib.org/lapack and the subroutines therein. You will need to
specify complex/double complex.

Good luck,
Thomas

-------------------------------------------------------------
Dear Jorge,

I guess you can find what you are looking for in the
free lapack library available from netlib. However, if you
are looking specifically for complex-symmetric matrices
(i.e., A(i,j) = A(j,i)) you can find very efficient code at:

http://www.technion.ac.il/technion/chemistry/cc/sw/

Regards,
Thomas

---------------------------------------------------------------
Robert L Waterland wrote:
I have had excellent results with the routines in LAPACK.  You didn't
specify if you wanted eigenvalues only or eigenvalues and eigenvectors.
The driver routine for all eigenvalues and eigenvectors of a single
precision complex Hermitian matrix is called CHEEV.  Routines for all
the
common matrix types are in LAPACK.  You can get the routines and
descriptions from www.netlib.org.  I'm surprised you had problems with a

routine from EISPACK -- what was happening?

----------------------------------------------------------------
Miroslava Cuperlovic-Culf wrote:
There are other subroutines in eispek and linpak. One that we used is
subroutine eisdia. We used it for density matrix diagonalization and it
worked well for at least 2Kx2K matrices. It needs some other subroutines

available from the same place. I am sending to you whole file that we
used
for matrix manipulation (with eisdia and everything else).
Mira

----------------------------------------------------------------
Konrad Hinsen wrote:
The state of the art for almost everything in linear algebra
is LAPACK, available from www.netlib.org (and others).

-----------------------------------------------------------------
Is there not one called CH ?
   Best regards,
       Trond SAUE

-----------------------------------------------------------------
zdenko tomasic wrote:
check LAPACK library from netlib for dense matrices
 or ARPACK from the same place for sparse ones

-----------------------------------------------------------------
Christoph van Wüllen wrote:
I once used a routine from the "Numerical Recipes" Book, and it worked.
I also have tested a complex Jacobi routine, but this was slower.

So look in "numerical recipes", this advice applies also in other
situations.

-----------------------------------------------------------------




From chemistry-request@server.ccl.net Tue Apr 23 11:57:03 2002
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From: "Fernando De La Vega" <fernando_dela_vega@hotmail.com>
To: CHEMISTRY@ccl.net
Subject: Summary: Gaussian98 Warning Message
Date: Tue, 23 Apr 2002 08:56:51 -0700
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Dear All,
  Last week I asked a question with regard to the warning received in 
Gaussian98 that reads:

"Warning!!: The  largest alpha MO coefficient is #########", where the #'s 
represent a given (usually large)  number.

I want to thank Douglas Fox (from Gaussian Tech Support), Antonio Marquez 
and Christoph van Wüllen for their response to my inquiry. Below I 
reproduced their answers.


----------------------------------------------------
Douglas J. Fox:

Fernando, The warning is most relevant for post-HF calculations like Moller 
Plesset perturbation theory or coupled cluster, where the accuracy of the 
result is related to the accuracy of the MO integrals. When you have near 
linear dependencies in the basis set you will get large MO coefficients 
related to maintaining orthogonality. The side effect of large coefficients 
is loss of precision on any existing machine. Depending on the order that 
you add C1*I1+C2*I2-C3*I3+C4*I4 where C1 and C3 are large and of the same 
sign, if the integrals are all about the same size and C1*I1-C3*I3 is near 
zero the contribution from C2 or C4 can be lost if they are added before C3 
is subtracted. For HF and DFT calculations the code which checks this is run 
but seldom is it an issue, it is actually just after the SCF completes. For 
any post-HF method look to see that the correlation corrections are a 
moderate fraction of the total energy. It may not be an error but it is 
worth comparing with a slightly smaller basis or a different correlation 
method, CCSD is less sensitive than MP4, as a check.

---------------------------------------------------------------
Antonio Marquez (marquez@us.es):

Dear Fernando,
I guess that you mean that ####### is a LARGE number. This means that you 
have a nearly linearly dependent AO basis set. The closer you are to have a 
really linearly dependent basis set the biggest will be the number. For HF 
calculations this is not usually a problem as the large number(s) is(are) in 
one (or more) of the virtual MO that are just the orthogonal complement to 
your occupied MO. Problems may arise if these orbitals are used for a 
subsequent correlated ab initio calculation. During the 2e-integrals 
transformation to the MO basis the AO integrals will be mutiplied by the all 
the MO coefficients. If one or more of your coefficients if very high the 
numerical precision on your transformed MO integrals will be compromised and 
you have to be carefull with the result. The ways to circumvent this problem 
are either reduce the linear dependency in your AO basis set or use an 
algorithm to compute the 2e repulsion integrals that mantains a high degree 
of numerical accuracy.
I hope this clarifies a little bit your doubts.

----------------------------------------------------------------

Christoph van Wüllen (Christoph.vanWullen@TU-Berlin.De):

This means that you have a near-linear-dependency in your basis sets, e.g. 
if
you have diffuse functions on two atoms which are quite close.
Since very similar wavefunctions can result from very different 
coefficients,
numerical problems might arise in force constant or correlation 
calculations.

If you are sure that there is no input error, proceed (with care).


-----------------------------------------------------------

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From chemistry-request@server.ccl.net Tue Apr 23 23:24:18 2002
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From: Yubo Fan <yubofan@mail.chem.tamu.edu>
Organization: Chemistry Department, Texas A&M University
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Hi,
I tried to analyze localized orbital situation for one transition state
but failed.

The input file is:

================================================================
%nproc=1
%mem=64MB
%chk=ts.chk
#P B3LYP/GEN PSEUDO=Cards GEOM=Check GUESS=Read POP=NBORead

TS

0 1

Basis Sets and ECP

$NBO BNDIDX NLMO $END
================================================================


The error message in the output file is:
================================================================
 NATURAL LOCALIZED MOLECULAR ORBITAL (NLMO) ANALYSIS:

 Highest occupied NBOs are not at the beginning of the NBO list;
 The NLMO program is not currently set up to handle this.
================================================================

Any advice? Thanks in advance.

Yubo

--
============================================================
Yubo Fan                   Email: yubofan@mail.chem.tamu.edu
Department of Chemistry    Tel:   1-979-845-7222
Texas A&M University
College Station, TX 77843
============================================================


