From chemistry-request@server.ccl.net  Fri Sep 22 12:07:36 2000
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Date: Fri, 22 Sep 2000 18:02:25 +0200
From: Xiao-Ping Zhang <zhang@server.biokemi.su.se>
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Subject: Autodock: autotors
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Dear autodock experts,

I got a problem to run "autotors" on some of my peptide
models (the conformation of the peptide might not be
realistic, but everyone was refined in molecular modeling
program). I got the following error message:


mol2flag = 0
hflag = 1
offset = 70
aflag = 1
bflag = 1

bnd format:94 records read in
unable to attach all pieces of bond data


Does anybody encountered a similar problem before? How to
solve it?

Thank you advance for any suggestions.

Have a nice weekend?

Sincerely,

Zhang


******************************
Xiao-Ping Zhang
Department of Biochemistry
Arrhenius Laboratories of Natural Sciences
Stockholm Universities
106 91 Stockholm
Sweden

Phone:	046-08-162472 /162582
Fax:	046-08-153679
e-mail:	zhang@biokemi.su.se


From chemistry-request@server.ccl.net  Fri Sep 22 13:55:13 2000
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From: Eduardo Lemos de Sa <edulsa@quimica.ufpr.br>
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Subject: Looking for DFT software
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Hi CCL's

    I am looking for (preferencially freeware) softwares that run
(straightfowardly) optimization of geometry in complexes ions by DFT
(including B3LYP). I'll summarize the responses


                    Thanks in advance


                                Eduardo


--
Eduardo Lemos de Sá
Prof. Dep. Química - UFPR
Dep. Quimica - Centro Politecnico - Jardim das Américas P. Box 19081
81531-990 - Curitiba - PR - Brazil





From chemistry-request@server.ccl.net  Fri Sep 22 15:57:33 2000
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From: News user <knk@castor.rice.edu>
To: chemistry@ccl.net
Subject: Summary: Geometry optimization of periodic systems
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 A few days ago I asked the following question:

>  Dear collegues
> 
>  I am looking for references that describe geometry optimization methods
> for periodic systems, and their applications. Specifically, I would like
> to know about any algorithm that employs something more complicated than
> the usual Cartesian coordinates for atomic positions and lattice vectors.
> An example of such more elaborate method would be a variable-cell-shape
> (VCS) algorithm which optimizes the dot products between the lattice
> vectors instead of the Cartesian components of these vectors.
> {I. Souza and J.L. Martins, Phys. Rev. B, 55, 8733 (1997).}
> 
>  Regards,
>  Konstantin Kudin


 Quite amazingly, the number of requests for a summary exceeded the number
of informative replies. So here it is.

 The following algorithms currently seem to be available for optimization
of periodic systems and are documented at least in some details in the
literature:

- a variable-cell-shape (VCS) algorithm, uses fractional coordinates for
atoms within the cell and optimizes lattice vectors via their dot
products. Originally developed for molecular dynamics, recently used for
periodic system optimizations. The details about which Hessian is used
seem to be unavailable.
{I. Souza and J.L. Martins, Phys. Rev. B, 55, 8733 (1997).}

   Dr. Keith Refson provided some other references for earlier VCS
dynamics algorithms.


- the GULP computer program for periodic molecular mechanics, also uses
fractional coordinates. The lattice vectors are optimized via the strain
matrix with the 6 independent components. The GULP uses the exact Hessian
computed once every few cycles.
{http://www.ch.ic.ac.uk/gale/Research/gulp.html
 GULP - a computer program for the symmetry adapted simulation of solids,
J.D. Gale, JCS Faraday Trans., 93, 629 (1997) }

 The info was provided by:
 Ricardo Grau-Crespo <rgrau@ceinpet.inf.cu>
 Centro de Investigaciones del Petroleo
 Unidad de Catalisis
 Washington 169 Esq. Churruca. Habana 12000
 CUBA


- a redundant internal coordinate algorithm for optimization of periodic
systems. Both atomic positions and lattice vectors are optimized via a
bunch of redundant internal coordinates. The method employs relatively
expensive tranformations redundant internals <--> Cartesians,
but permits high optimization efficiency with a simple diagonal guess for
the Hessian. Therefore the method goes very well with expensive electronic
structure calculations.
{K.N. Kudin, G.E.Scuseria, H.B. Schlegel, J. Chem. Phys., submitted}


  Regards,
 Konstantin Kudin








From chemistry-request@server.ccl.net  Fri Sep 22 16:18:27 2000
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Message-ID: <000701c024d2$3b30cd40$0300a8c0@quantumnt>
From: "Jim Kress" <kresslists@kressworks.com>
To: <chemistry@ccl.net>, "Reinaldo Pis Diez" <pis_diez@quimica.unlp.edu.ar>
References: <4.3.2.7.0.20000922003221.00a8d100@dalton.quimica.unlp.edu.ar>
Subject: Re: CCL:Error message in G98
Date: Fri, 22 Sep 2000 16:18:11 -0400
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You know, one would think that if Gaussian takes the time to put these error
messages into their commercial code (for which people pay huge sums of
money), they would at least publish a list of these error messages and their
meaning.

Even Microsoft does that.

Why can't Gaussian?

Jim

----- Original Message -----
From: "Reinaldo Pis Diez" <pis_diez@quimica.unlp.edu.ar>
To: <chemistry@ccl.net>
Sent: Thursday, September 21, 2000 11:39 PM
Subject: CCL:Error message in G98


> Dear ccl'ers,
>
> I'm running a frequency job with g98/linda under linux using the oniom
> method. After some hours of calculation the program stops with the message
>
>   Inv2:  IOpt= 1 Iter= 1 AM= 3.91D-15 Conv= 1.00D-12.
>   Inverted reduced A of dimension 558 with in-core refinement.
>   D2ESCP-Res allocation failure:  iend,mxcore=    617796    246369
>   Error termination via Lnk1e in /usr/g98/linda-exe/l1002.exel.
>
> I increased the mem parameter by four wrt the first run (16mb vs 64mb)
> but I got the same message in both cases. Maxdisk is set to 2gb.
> What's the meaning of that "allocation failure" error?
> Thanks in advance.
> Regards,
>
> Reinaldo
>
>
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