From chemistry-request@server.ccl.net Mon Oct 29 04:08:47 2001
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From: sergiusz kwasniewski <sergiusz.kwasniewski@luc.ac.be>
Subject: Pi-SCF in CHARMM

Hi,

does anyone know whether a Pi-SCF calculation is possible with the CHARMM force
field ? Or is it not parametrized to be used for such calculations, as e.g. MM3
does ?

Thanks in advance

Serge


___________________________________________________

	Sergiusz Kwasniewski
	LUC SBG/TS
	Universitaire Campus Gebouw D
	3590 Diepenbeek
	BELGIUM

	tel(direct): 032 (0)11/268315
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	email      : sergiusz.kwasniewski@luc.ac.be
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___________________________________________________


From chemistry-request@server.ccl.net Mon Oct 29 08:48:53 2001
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Date: Mon, 29 Oct 2001 14:50:09 +0100
From: Xavier ASSFELD <Xavier.Assfeld@lctn.uhp-nancy.fr>
Organization: Chimie Theorique
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Many thanks to :

Ioan Silaghi-Dumitrescu (Ioan Silaghi-Dumitrescu <isi@chem.ubbcluj.ro>)
Gordon A. Gallup (ggallup@aloha.unl.edu)
Christoph van Wullen (Christoph van Wullen
<Christoph.vanWullen@tu-berlin.de>)

for their helpful answers.

In addition to their answers, I found the following ref :

X.-F. Zhou and P. Pulay, J. Comp. Chem. 10(7), 1989, 935-938

Here follows their answers :

#1
...it must be a quartet and eight doublets. From the higher symmetric
rotation group (3 p-Elektrons give a quartet-s, doublet-p, doublet-d,
we know that the quartet is totally symmetric. the doublet-p should give
doublet-t2 in Td symmetry, and doublet-d should factorize in
doublet-e and doublet-t2.
So, from my qualitative thoughts, a t2^3 configuration should give
1* singlet-a1
1* doublet-e
2* doublet-t2

However, with a decent group multiplication table this can probably
derived more quickly and nicer....

+---------------------------------+-------------------------------------+
| Prof. Christoph van Wüllen      | Tele-Phone (+49) (0)30 314 27870   
|
| Technische Universität Sekr. C3 | Tele-Fax   (+49) (0)30 314 23727   
|
| Straße des 17. Juni 135         | eMail                              
|
| D-10623 Berlin, Germany         | Christoph.vanWullen@TU-Berlin.De   
|
+---------------------------------+-------------------------------------+

#2
Dear Prof Assfeld:

   I have two papers on this subject, J. Chem. Phys. _45_, 2304 (1966)
and
Intern. J. Quantum Chem. _8_, 267 (1974) looking at this problem from
different viewpoints.

The CRUNCH program suite, available for downloading at

http://phy-ggallup.unl.edu/crunch

has a module that makes calculations of this sort.

Regards,


Gordon A. Gallup                          Dept. of Physics and Astronomy
University of Nebraska-Lincoln            Lincoln, NE 68588-0111
Voice: (402)435-6967,(402)472-1230        FAX: (402)472-2879
http://physics.unl.edu/~ggallup/gallup.html
http://www.unl.edu/Dissatt/

#3
Hi Xavier,
You might find useful the following reference:

J.Chem. Educ. 1972, 49, 336-340 (D.I.Ford, Molecular Term Symbols by
Group
Theory).

Ioan

--------------------------------
Prof.dr. Ioan Silaghi-Dumitrescu
Department of Chemsitry
Babes-Bolyai University
RO-3400 Cluj-Napoca
Romania



-- 

                                      ...Xav

WARNING! NEW E-MAIL ADDRESS !
(u-nancy changed to uhp-nancy)

Ast. Pr. Xavier Assfeld             Xavier.Assfeld@lctn.uhp-nancy.fr
Laboratoire de Chimie theorique     (T) 33 3 83 91 21 49
Universite Henri Poincare           (F) 33 3 83 91 25 30
F-54506 Nancy BP 239                http://www.lctn.uhp-nancy.fr


From chemistry-request@server.ccl.net Mon Oct 29 07:50:49 2001
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Date: Mon, 29 Oct 2001 14:55:42 +0100 (NFT)
From: Tom Kuppens <tom@hartree4.rug.ac.be>
To: CHEMISTRY@ccl.net
Subject: SUM: RIMM vs SDRAM
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My thanks goes out to all the people who responded to my Q.
Original message and all replies are attached.
Regards,

Tom Kuppens

--                                                                                                                                  
http://allserv.rug.ac.be/~tkuppens                                                                                                  
----
 "Violence is the last refuge of the incompetent." 
      -- Salvor Hardin




Original Message:

We have several linux machines that run Gaussian. Now we want to add some new
power to our park i.e. a PIV - 1700MhZ with 512M RAM (SDRAM or RIMM). 

Is there someone who can provide me with some info on the Gaussian and/or 
overall performance with RIMM versus SDRAM modules.



Listing of all Replies:
===

John McKelvey <jmmckel@attglobal.net> wrote

Can't quote benchmarks, but all I've read on ZDNet points to a significant loss
of performance using SDRAM over DDR memory and the more usual ram for P4's.

===

Jose Luis Garcia de Paz <depaz@uam.es> wrote

It depends on your budget. You need to knowt what kind of memory support
the main board of your computer. Low speed ram decrease performance
of the computer for the same pentium IV chip. I have not idea on 
RIMM memory, but i know
  sdram, speed 133 mhz  cheep and slow
  ddr or ddr-sdram , speed 266 mhz, similar price than sdram
  rdram, speed 800 mhz, the faster and expensive (and the best)

In spanish pesetas (1euro = 166 pts) the change of the main board
plus 256 Mb ram from sdram to ddr ram fro a pentium IV chip increase
the price of the computer abour 50000 pts. Since september pentium iv
can run with sdram, but whit low performaces of course.

===

Scott Anderson <anderson@chem.utah.edu> wrote

Regarding your question about RIMM (RDRAM) v.s. SDRAM (or DDR SDRAM) for
Gaussian:

I have done a fair bit of comparing machines for Gaussian, as I am planning
to buy a bunch in the near future.  I have been using an MP2 Opt Freq job
that takes a few hours as my benchmark.  I have also run much longer Direct
Dynamics trajectory jobs on several different configurations.  The MP2 job
was deliberately chose to avoid a lot of disk i/o because I really wanted to
focus on the computational speed.  I have compared 1 and 1.4 GHz Athlons,
PIIIs, and P4s.  The conclusion is that for Gaussian, the P4 is 20-30%
faster than the Athlons for the same clock speed, and since you can get P4s
with faster clocks, the P4 ends up being substantially faster.  This speed
difference is quite surprising because the P4 floating point unit is
substantially inferior to that of the Athlon, and as far as I have been able
to determine, the rate deterimining step for these fast chips is memory
speed.  Here the RDRAM really shines.  I have also compared Athlons with
PC133 SDRAM and PC2100 DDR ram, which is theoretically substantially faster.
For Gaussian jobs, I see no difference.

One interesting thing to look at in this regard is the review in the Tom's
Hardware review of the new Athlon XP.
http://www6.tomshardware.com/cpu/01q4/011009/index.html     They compare
several different Athlons with different memory configurations, and also
2GHz P4s with both RDRAM and DDR memory.  The Athlon XP looks great on most
of the benchmarks -- equalling or exceeding the P4, even though the P4 clock
speed is much higher.   The one area where the XP fails, however, is memory
speed.  Note that the P4 with RDRAM does 50% better than the P4 with DDR,
and nearly a factor of two better than the Athlons with either PC133 or DDR
memory.

My conclusions:
1. Gaussian is probably memory-bandwidth limited, and you should spend the
extra money RDRAM.
2. DDR memory doesn't really make a huge difference -- certainly nothing
like the factor of two you might expect.
3. The ideal configuration is very application dependent.  For Gaussian, I
would go with the P4.  If you are running a mix of programs, you really have
a tough decision.

===























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Date: Mon, 29 Oct 2001 17:59:57 -0100
From: Dave Price <d.w.price@reading.ac.uk>
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Fellow computational chemists,
	I get the following error with g98 A9 on an SGI Origin2000
under Irix 6.5.10.  To save bandwidth I have not included the whole
file,
but the last few lines, which incorporate the error are as follows-

 Self energy of the charges =         6.9414866430
 MM   energy of the charges =         0.0000000000
 Nuclear-Charge attraction  =       161.7275946561
   231 basis functions      509 primitive gaussians
    55 alpha electrons       53 beta electrons
       nuclear repulsion energy       760.7391252112 Hartrees.
 Nuclear repulsion after solvent point charges=      929.4082065103
Hartrees.
 One-electron integrals computed using PRISM.
   1 Symmetry operations used in ECPInt.
 ECPInt:  NShTT=    2145 NPrTT=   13643 LenC2=    2102 LenP2D=   
9399.
 LDataN:  DoStor=F MaxTD1= 8 Len=  415
 LDataN:  DoStor=T MaxTD1= 8 Len=  415
 NBasis=   231 RedAO= T  NBF=   231
 NBsUse=   230 1.00D-04 NBFU=   230
 Projected Huckel Guess.
 <S**2> of initial guess= 2.0000
 Requested convergence on RMS density matrix=1.00D-04 within1000
cycles.
 Requested convergence on MAX density matrix=1.00D-02.
 Requested convergence on             energy=5.00D-05.
 Virtual orbitals will be shifted by   0.200 hartree.
 No pruned grid is available for atomic number  92.
 Warning!  Spurious integrated density:
 NE=  108 NElCor=    0 Integral=  107.18081 Tolerance=1.00D-03
 Consistency failure #2 in CalDSu.
 Error termination via Lnk1e in /home/chem/scsprida/g98/l502.exe.
 Job cpu time:  0 days  0 hours 13 minutes  5.1 seconds.
 File lengths (MBytes):  RWF=   59 Int=    0 D2E=    0 Chk=    2
Scr=    1


Any help?  Gaussian have not even acknowledged my request for help.
	Cheers,
		Dave

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

Dr. David W. Price MA CChem MRSC      Tel: +44 (0)118 9875123  extn
7415
Department of Chemistry,              Fax: +44 (0)118 9316331
University of Reading,                mailto:d.w.price@reading.ac.uk
Whiteknights, 
READING
RG6 6AD 
U.K.
 
------------------------------------------------------------------------


From chemistry-request@server.ccl.net Mon Oct 29 10:30:36 2001
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From: "Osman F. Guner" <osman@accelrys.com>
Subject: Second Call for papers: ADME/Tox Informatics
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--=====================_2689587==_.ALT
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We have room for several more papers in this symposium.  You can submit=20
your abstracts directly through http://oasys.acs.org/oasys.htm until=20
November 1st.  If you miss the deadline, please let me know ASAP and I can=
=20
submit your abstract on your behalf for another two weeks or so.


ADME/TOX INFORMATICS

At Spring ACS meeting in Orlando (April 7-11, 2002)

Sponsored by the Chemical Information Division (CINF)
Co-sponsored by Division of Medicinal Chemistry (MEDI),
Division of Chemical Toxicology (TOXI),
and Division of Computers in Chemistry (COMP)

The symposium will be on the informatics challenges faced with the=20
increasing contribution of ADME/Tox studies in the early drug discovery. If=
=20
you are working on predictive ADME/Tox in lead discovery, lead=20
optimization, or combinatorial library design and analysis, you may want to=
=20
share your views and results with the scientific community by contributing=
=20
to this symposium. How are you managing the information flow? How is=20
information captured and made available to scientists in a=20
multi-disciplinary set up? Are there examples of increased quality of=20
candidates through use of predictive ADME/Tox in early discovery?

Please use the OASys to submit your abstract. You can access the CINF=20
symposia at OASys via http://oasys.acs.org/oasys.htm. The deadline for=20
submitting abstracts is November 1st.

Thx...osman



---
Osman F. G=FCner, Ph.D.
Director,  Lead Identification & Optimization
Accelrys Inc.   (858) 799-5341
osman@accelrys.com        http://www.accelrys.com
--=====================_2689587==_.ALT
Content-Type: text/html; charset="iso-8859-1"
Content-Transfer-Encoding: quoted-printable

<html>
We have room for several more papers in this symposium.&nbsp; You can
submit your abstracts directly through
<a href=3D"http://oasys.acs.org/oasys.htm" eudora=3D"autourl"><font color=3D=
"#0000FF"><u>http://oasys.acs.org/oasys.htm</a></u>
</font>until November 1st.&nbsp; If you miss the deadline, please let me=
 know ASAP and I can submit your abstract on your behalf for another two=
 weeks or so.<br><br>
<br>
ADME/TOX INFORMATICS<br><br>
At Spring ACS meeting in Orlando (April 7-11, 2002) <br><br>
Sponsored by the Chemical Information Division (CINF) <br>
Co-sponsored by Division of Medicinal Chemistry (MEDI), <br>
Division of Chemical Toxicology (TOXI), <br>
and Division of Computers in Chemistry (COMP)<br><br>
The symposium will be on the informatics challenges faced with the=
 increasing contribution of ADME/Tox studies in the early drug discovery. If=
 you are working on predictive ADME/Tox in lead discovery, lead=
 optimization, or combinatorial library design and analysis, you may want to=
 share your views and results with the scientific community by contributing=
 to this symposium. How are you managing the information flow? How is=
 information captured and made available to scientists in a=
 multi-disciplinary set up? Are there examples of increased quality of=
 candidates through use of predictive ADME/Tox in early discovery?<br><br>
Please use the OASys to submit your abstract. You can access the CINF=
 symposia at OASys via <a href=3D"http://oasys.acs.org/oasys.htm"=
 eudora=3D"autourl"><font=
 color=3D"#0000FF"><u>http://oasys.acs.org/oasys.htm</a></u></font>. The=
 deadline for submitting abstracts is November 1st.<br><br>
Thx...osman<br><br>
<br>
<x-sigsep><p></x-sigsep>
---<br>
Osman F. G=FCner, Ph.D.<br>
Director,&nbsp; Lead Identification &amp; Optimization<br>
Accelrys Inc.&nbsp;&nbsp; (858) 799-5341<br>
osman@accelrys.com&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; <a=
 href=3D"http://www.accelrys.com/" eudora=3D"autourl">http://www.accelrys.co=
m</a></html>

--=====================_2689587==_.ALT--



From chemistry-request@server.ccl.net Mon Oct 29 11:42:12 2001
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Date: Mon, 29 Oct 2001 17:45:11 +0100
From: "Dr. Peter Burger" <chburger@aci.unizh.ch>
To: CHEMISTRY@ccl.net
Subject: harmonic oscillator for triatomic system
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Dear CCLers,

embarassing but I dare nevertheless to ask.

I am looking for an expression of the angle bending term using the
harmonic oscillator approximation for a triatomic system B-A-C in a form
as for the bond stretch term in a diatomic system, i.e. nu = 1/2PI
sqrt(k/mu). In particular, what form does the reduced mass term 
mu have in the triatomic system?

Best regards,

Peter



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Reply-To: "Mark A. Thompson" <markt158@home.com>
From: "Mark A. Thompson" <markt158@home.com>
To: <chemistry@ccl.net>
References: <011028170534.10540@VAX.PHR.UTEXAS.EDU>
Subject: Re: CCL:Ring perception algorithm
Date: Mon, 29 Oct 2001 08:11:19 -0800
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>
>>Prof Pearlman wrote:
>
> Lastly, I can not resist pointing out that structures which chemists
> justifyably regard as "cages" (such as cubane or buckyball) can and, in
> some respects, should be regarded as planar fused ringsystems. Imagine
> drawing the "front" face of a cube as a large dark square, drawing the
> "back" face as a smaller lightly-drawn square centered inside the first
> square, and drawing the other faces by making tapered connections from
> the corners of the outer square to the corners of the inner square.  Now,
> replace all of the dark, light, and tapered "bonds" (edges) with lines of
> uniform width and intensity and note that the resulting planar fused
> ringsystem is topologically equivalent to the cube.  Hence, neither our
> ring perception algorithm nor Euler's Theorem see fullerenes or any other
> "caged" ringsystems as particularly "tricky" problems because, in fact,
> they are no different than non-tricky ringsystems.
>
>

Thanks for the terrific response.  Indeed, I was aware of this issue of
topology vs. chemistry.  I had used a 3-sided pyramid as my simple test case
(has 3 linearly independant rings not 4).

I had to modify my version of the B&P algorithm to also include rings I
deemed chemically significant.  I wonder how others have solved this issue.
Given the usefullness of this approach to computational drug discover, I
thought this may have gotten some thought from others on the CCL.

Cheers,
Mark Thompson
www.planaria-software.com





