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Date: Wed, 1 Sep 1999 17:44:29 -0400
From: "M. Nicklaus" <mn1@helix.nih.gov>
To: CHEMISTRY@ccl.net
cc: "M. Nicklaus" <mn1@helix.nih.gov>
Subject: Backup Experiences Wanted
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Dear all,

This question is only indirectly Comp.Chem. related.  But since I'm sure
other Comp.Chem. groups are facing similar situations as far as backup
(needs) are concerned, here we go.


We have a setup with about 20 computers with a variety of Unix variants.
These range from nearly 10 Linux/AXP systems, through a few Linux/x86
machines, to several SGI workstations, one DEC AlphaServer, and even
the odd OpenStep system.  OS's used are Linux/AXP and Linux/x86, from
RedHat and Debian, with kernel versions from 2.0.xx to 2.2.xx, IRIX's
6.3-6.5, OSF/1 3.2c, OpenStep 4.2.  Total disk space on these systems is
currently on the order of 300 GB.  We expect this to double within the
next 12-18 months, and the number of machines is also likely to go up
substantially.

What I'm looking for is a unified backup solution for all these systems.
In fact, our needs range all the way from mirroring through backup to
archiving; but currently, the need for backup is the most urgent one.

So here's my QUESTION:  What kind of unified backup solution have people
found to actually *work* for a setup like this?

I'm asking both about the types of hardware used (AIT, DLT, Mammoth, tape
changers, RAID farms, CD-R, DVD-RAM, whatever...), as well the software
tools (tar, cpio, dump, taper, ftape, afio, Amanda, KBackup, Burt, Arkeia,
whatever...) that people are actually using and are happy with, both for
backing up and *restoring*.

I'm by no means wed to tape technology (we've actually had some bad
experiences with previous tape backups when it came to actually
*restoring* data), but looking at what's available on the market, it seems
that we're most likely to end up with a tape changer of some sort, hooked
up to a dedicated machine -- hopefully a Linux box.  This system would
back up all hard drives (as specified) of all other machines over the
network.  I'm open to any interesting alternatives to tapes that people
might report on.  If the (few) Windows 9x PCs we have could be tied into
this solution, that would of course not be detrimental.

We're also thinking about adding, or even entirely going to, RAID storage,
or other NAS/SAN setups.  But these are obviously only good in case of
disk crashes, not against user stupidity of the kind "I accidentally
deleted my entire project yesterday, can you please restore it?" unless
they're coupled with some kind of backup mechanism.

I'm looking for a solution that's easy to set up yet flexible, reliable,
expandable in the future, affordable on the hardware side, and, if
possible, free or low-cost on the software side.  Licence managers,
per-client licenses and the like are quite unwelcome.  I'd prefer a
solution that's also as little a security risk as possible; i.e., it
should not require root privileges all over the place.

If there's general interest, I'll be happy to post a summary.

Thanks in advance for all responses,

Marc

------------------------------------------------------------------------
 Marc C. Nicklaus                        National Institutes of Health
 E-mail: mn1@helix.nih.gov               Bldg 37, Rm 5B29
 Phone:  (301) 402-3111                  37 Convent Dr, MSC 4255       
 Fax:    (301) 496-5839                  BETHESDA, MD 20892-4255    USA 
      http://rex.nci.nih.gov/RESEARCH/basic/medchem/mcnbio.htm
    Laboratory of Medicinal Chemistry, National Cancer Institute
------------------------------------------------------------------------


From chemistry-request@server.ccl.net  Wed Sep  1 18:11:35 1999
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Date: Wed, 1 Sep 1999 17:11:02 -0500 (CDT)
From: Gary Kedziora <kedziora@chem.nwu.edu>
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To: chemistry@ccl.net
Subject: Xeon processor summary
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I sent this message a while back, but it was automatically rejected
by the antispam grepper (I think because I used the word v-a-c-a-t-i-o-n).
Here is another try.

ORIGINAL QUESTION:
Has anyone seen a comparison of the performance of a Xeon processor
with a straight Pentium II or III at the same (or nearly the same)
clock speed?  I'm interested in performance comparisons using
the usual chemistry applications, good cache-optimized code--
not implying there is no good cache-optimized chemistry code--or 
any other benchmark.

-----------------------------------------------------------------------------
REPLY 1 (from dino@iris.inc.bme.hu):

Hi,
I was testing a normal pII450 against a pII450 xeon with 1024 kb cache.
The application was Gaussian94 compiled with the f2c-gcc combination, the
tests jobs were geom. optimizations and freq. calculations on 10-atom
molecules with 70-250 basis functions and the results were disappointing:
the xeon was only about 5 % faster, despite the bigger and faster cache.

                dino   
                dino@iris.inc.bme.hu
-------------------------------------------------------------------------------
REPLY 2 (from jochen@uni-duesseldorf.de):

The German magazine c't has published SPEC values from a comprehensive
comparison of P-III/600, Athlon-600 and some Xeon-450 (?) based machines.

Basically the result is, AMD wins every category (x86-only, of course :-),
I can look up the numbers or fax you a copy of the article if you
want. (Its German, numbers are understandable, though, I guess)

-- Jochen
--------------------------------------------------------------------------------

MY FINDINGS/THOUGHTS:

I found a review on the web with direct comparisons between regular 
PIIs and PIIIs and corresponding Xeon processors.  This used benchmarks
I'm not familiar with and may not be very relavent to scientific 
programs.  The results are that Xeon helps by a few percent.
The URL for the review is 
http://www.review-zone.com/hardware/processors/intel_pentium-iii_xeon_500/Page1.
html

One must have to work hard to squeeze out significant (or more likely
marginal) improvement over the PIII. Is it worth the money to get
a Xeon?  Probably not.  

I spent some time hunting around Intel's web pages looking for 
a direct comparison and found nothing obvious. I think that tells you
something.

AMD's website says "a 550MHz AMD Athlon processor has more than 35
percent higher performance than either a 550MHz Pentium III or a Pentium III
Xeon on the SPECfp_base95 benchmark" (http://www.amd.com/news/prodpr/9988.html).
AMD now has a 650 MHz version with a 200 MHz bus.  That sounds good.

____
Gary Kedziora // Department of Chemistry // Northwestern University 
email: kedziora@chem.nwu.edu//ph: (847)467-4857//fax: (847)491-7713


From chemistry-request@server.ccl.net  Thu Sep  2 07:28:23 1999
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Please excuse multiple postings.

Esteban Pombo-Villar wrote:

> ECSOC-3 : Third International Electronic Conference on Synthetic Organic
>       Chemistry  http://www.mdpi.org/ecsoc-3.htm
>
> Dear Colleagues,
>
> September 1st marks the start of  ECSOC-3 , the  Third International Electronic
> Conference on Synthetic Organic Chemistry.  As you will see, the section
> conveners have assembled an exciting program, bringing together many aspects of
> contemporary interest beyond traditional organic synthesis.  I trust  you will
> find ECSOC-3 stimulating and valuable.  As in the previous conferences in the
> ECSOC series, we hope a large international audience will be able to read and
> react to the contributions. Feel free to comment, ask questions and generally
> interact with the participants and section conveners, in what should be an
> informal exchange of ideas.   We have opted for using e-mail as the mode of
> interaction, to ensure that all scientists with access to Internet can
> participate in this conference. The authors, the section conveners and the
> organising committee  welcome you to this Internet scientific event, and hope
> that it will contribute to bring the global scientific community together.  It
> is your participation that will make this into a living event.
>
> I wish to thank the contributors, the members of the organising commitee, the
> section conveners, the members of our international advisory board and the
> sponsors whose continued support has made the third edition of this electronic
> conference a reality.
>
> Please forward this mail to your colleagues, who may find  ECSOC-3 of interest.
>
> Cordially yours,
>
> Esteban Pombo-Villar
>
>         Dr. Esteban Pombo-Villar
>
>   ------------------------------------------------------------------------
>
>         ECSOC-3 Chairman
>      http://www.mdpi.org/ecsoc-3.htm
>         WSJ-507.5.02                     Tel. 41-61-3249865
>         Novartis Pharma Ltd              Fax 41-61-3249794
>         CH4002            Basel,            Switzerland                  e-mail:
>         esteban.pombo@pharma.novartis.com

From chemistry-request@server.ccl.net  Thu Sep  2 08:39:35 1999
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Date: Thu, 02 Sep 1999 08:35:22 -0400
To: chemistry@ccl.net
From: "Mario Citra" <citra@syrres.com>
Subject: 3D conformational searches
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I was wondering what everyone's thoughts are on 3D conformational searching
algorithms such as 3DGEN or CONCORD.  I am interested in searching for the
various low energy conformers of relatively small molecules (20-50 heavy
atoms) and using these results to perform single point semi-empirical QM
calculations.  A few questions come to mind:

How close are the geometries of the low energy conformers found by the
searching algorithms to geometries obtained by semi-empirical methods ?
For example, if chemical X is found to have 10 low energy conformers by
3DGEN and I use these geometries as a starting point in an AM1 calculation
can I reasonably expect to be close to a minimum. 

What software combines 3D conformational searching algorithms with QM
calculations ?

 
**********************************
* Regards,                       *
* Mario J. Citra  PhD		 *
* Syracuse Research Corporation	 *
* 6225 Running Ridge Road	 *
* North Syracuse, New York 13212 *
*				 *
* phone 315-452-8406		 *
* email citra@syrres.com	 *
**********************************
From chemistry-request@server.ccl.net  Thu Sep  2 13:24:52 1999
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Date: Thu, 2 Sep 1999 23:18:53 +0500
From: "Qadir K. Timerghazin" <qt@chat.ru>
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Dear CCLers,

I have some questions regarding NBO method:

1. Is it correct to perform NBO analysis of density obtained from DFT
calculation? I mean not only Natural Populational Analysis but also
NHO and NBOs.

2. After NBO analysis we obtain a set of NHOs and NBOs constructed
from s, p, d, etc. orbitals. What kind of functions describe this
basic orbitals? Are these Slater orbitals or simply orbitals of
H-atom? If I want to visualize NBOs what fonctions should I use?

Could someone clarify to me these points?

With best wishes,
 Qadir                          mailto:qt@chat.ru

=========================================================================
Qadir K. Timerghazin           |Email: mailto:qt@anrb.ru
Institute of Organic Chemistry,|Web:   http://members.tripod.com/~qadir_t
Ufa Scientific Center,         |
Russian Academy of Sciences,   |Phone: +7 3472 356011
Prospekt Oktyabrya, 71,        |
450054, Ufa, Bashkortostan,    |
Russia                         |
=========================================================================


From chemistry-request@server.ccl.net  Thu Sep  2 13:04:36 1999
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From: Douglas_Stack/CAS/UNO/UNEBR@unomail.unomaha.edu
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Date: Thu, 2 Sep 1999 11:54:19 -0500
Subject: Summary: allyl vs formate pi system
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Below are the comments (thanks to all!) that I received on the question of MO
ordering and basis sets with regard to the allyl and formate pi systems.  The
interesting thing to note, is that the Huckel level (a basis set of three
p-orbitals) the order of the MO matches HF at 3-21G and 6-31G*.  It was the
semi-empirical methods that had a sigma orbital as the HOMO for the formate
system, whereas the other methods indicate that the MO with a node at the center
carbon was the HOMO for formate.  Evidently, the basis set choice is important.
Below is first a copy of the original post ant then the responses I received.
Thanks again to all those who replied.

>>
I have question about molecular orbitals  (MO) generated by simple Huckel
calculations involving just conjugated p-orbitals and MO generated via
semi-empirical calculations using all of the atomic valence orbitals.
Specifically, the differences in calculating the allyl pi system vs. the formate
(HCO2-) pi system.  Both systems have 3 p orbitals that combine to form the
familiar Huckel orbitals, we'll call them HMO1, HMO2, and HMO3.  Since the allyl
cation system has just two electrons, HMO1 is the HOMO and HMO2 is the LUMO.  If
one does a semi-empirical calculation using all valence obitals on the allyl
cation system (AM1 or PM3), a graphical representation of the HOMO matches the
familiar all bonded  HMO1 and the LUMO matches the HMO2.  However, with the
formate system, a semi-empirical calculation does not produce a HOMO the matches
HMO2 (with four electrons in this pi system, HMO2 is the HOMO).  The HOMO
generated by the semi-empirical method not only has significant coefficients on
both oxygens, but also has a large coefficients on the hydrogen (connected to
the middle carbon).  The HMO2 for formate matches HOMO-1 in the semi-empirical
calculation not HOMO.  The question is, why does the semi-empirical method  for
formate generate a HOMO that is different than that predicted by simple Huckel
theory?  I understand the latter has only 3 atomic orbitals as a basis set while
the former has 13 by including all valence orbitals.  Can this change the order
of MO we are accustom to when we think of  Huckel explanations of electron
delocalization?  Why would the allyl cation system match semi-empirical but not
the formate, is symmetry involved?

Douglas E. Stack

>>

As a follow-up to the previous post, if I run a HF/6-31G* calculation on the
formate anion, the HOMO matches the Huckel HOMO and the LUMO macthes the Huckel
LUMO.

Douglas E. Stack

>>Dr. Stack,
   I have no comment on the basis set dependence of the orbital ordering,
other than to reiterate your observation that it exists.  It is curious why
this does not bother more computational chemists.  I can point you to a
paper that addresses the correspondence just between atomic charges that
are "observables" and simple Huckel theory, thus avoiding all basis set
artifacts.  If you are interested, the reference is Slee and MacDougall,
Can. J. Chem., vol. 66, p. 2961 (1988).

Sincerely,

Preston MacDougall

~~~
Preston J. MacDougall
Associate Professor
Department of Chemistry, Box X101
Middle Tennessee State University
Murfreesboro, TN 37132

>>

Doug,
     Several answers are possible depending the type of explanation you are
looking for.

     First, you need to recognize that HMO2 of formate anion is a sigma orbital
and not a pi orbital. This can be seen by graphing the orbital isosurface. It is
also "obvious" from the fact that HMO2 contains a contribution from hydrogen;
semi-empirical methods do not put p-type orbitals on hydrogen, so hydrogen
cannot contribute to a pi-type orbital in this molecule.

     Short answer: Huckel theory ignores the sigma system. Since chemists are
trained using Huckel theory they often mistakenly assume that sigma orbitals are
always low-energy and pi orbitals are always the frontier orbitals. Not true!
     Semi-empirical methods include sigma orbitals and can (and often do) arrive
at different conclusions. Look at the HOMO of formaldehyde; it is not a pi
orbital. I think a sigma orbital also sneaks into the pi manifold of benzene.

     A longer answer: The semi-empirical HMO2 of formate anion looks like it
contains an antibonding interaction between the oxygens and hydrogen. This can't
be too strong since these atoms are fairly well separated. On the other hand,
the bonding interactions (CO and CH) in HMO2 appear to be weak. This balance of
interactions suggests that HMO2 should be a high energy orbital.
     Huckel HOMO of allyl anion, by comparison, is a pi nonbonding orbital. We
shouldn't be surprised that an orbital with sigma antibonding components has a
higher energy than a nonbonding orbital (pi or sigma).

     An even longer answer: Huckel theory completely ignores the effects of
electronegativity and electron-electron interactions. For example, Huckel theory
says that the orbital energies of allyl cation and anion are the same. This is
wrong.
     The Huckel HOMO for allyl anion is delocalized over the two end carbons.
These carbons are replaced by electronegative oxygens in formate anion, and
perturbation theory predicts a significant drop in MO energy. In fact, this
orbital appears as HOMO-1 in the semi-empirical calculation.
     In general, MO energies reflect the energies of the AOs that they are made
out of (this is a gross simplification since we also need to think about
electron-electron interactions, and whether the MO contains bonding or
antibonding orbital interactions). An MO that is composed entirely of oxygen AO
might be lower in energy than an orbital that mixes the same type of oxygen AO
with a higher energy hydrogen AO.

     Hope this hasn't confused you too much,
-Alan

------------
Alan Shusterman
Department of Chemistry
Reed College
Portland, OR
www.reed.edu/~alan

>>

Dear Prof. Stack,

     I have checked your results for formate anion and it seems to me that
the semiempirical pi-orbitals are in agreement with the Hueckel calculations.
The pi-orbitals are HOMO-3, HOMO-1 and HOMO+1.  If I understand your question
correctly, you had an impression that semiempirical pi-orbitals are ordered
differently than Hueckel orbitals. That is, you're not concerned with the
relative positions of pi- and sigma- semiempirical orbitals but only of pi-
-orbitals.  For such a small system it would be really strange if pi-orbitals
were ordered differently than Hueckel predicts, but this does not seem to be
the case.  Maybe you mistook some of the sigma-orbitals as a pi-orbital as it
looks like from significant contributions of H-atom orbitals which you
mentioned (pi-orbitals [usually!] do not include contributions from non-p
atomic orbitals).  Pi-orbitals are not necessarilly confined to HOMO-LUMO
region, that is, they are more or less interspersed among the sigma-orbitals
and only the coefficients enable identification of the pi-orbitals.

     If you have more questions, let me know.

                         Sincerely,
                                         Darko Babic
                                   Institute "Rudjer Boskovic"
                                   HR-10001 Zagreb, P.O.B. 1016
                                           Croatia

>>

I suppose a bunch of people told you this, but maybe not.  The MOS in
formate are degenerate because of symmetry, so any arbitrary linear
combination of these is also a solution.  Huckel thry gives you the
symmetry adapted linear combination if you do it right; computer MO
programs cannot be counted on to do this for you.  HOwever, if you add &
subtract the degenerate ones you DID get, they should give you the 2 you'd
like to see...

Irene Newhouse

>>


Douglas E. Stack
Assistant Professor
Department of Chemistry
University of Nebraska at Omaha
Omaha, NE 68182-0109
(402) 554-3647
(402) 544-3888 (fax)
destack@unomaha.edu


