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From: Helmut Heller <a283212@lrzpc10174.lrz-muenchen.de>
Date: Fri, 23 Jan 98 08:53:37 +0100
To: root <root@liposome.genebee.msu.su>
Subject: Re: RANToid:RFC: pdb ; perl ; cgi-bin ; a MD box initial state build	question
Cc: chemistry@www.ccl.net
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I got a message that there was an error and my posting could not be =
transmitted, so I am trying again!
Helmut


Dear  Eugene ,


You wrote:
> The only thing short of absolute bliss would be a salt script, which
> mutates a provided number of waters into, say, Na+Cl- pairs. Easy in =
perl,
> again.
While you are downloading EGO, also get a friend of it, namely Solvate =
from Helmut Grubm=FCller:

[An attachment was originally included =
here]http://www.mpibpc.gwdg.de/abteilungen/071/solvate.html

It is much more advanced than my simple FORTRAN program AND it can place =
ions around your protein/lipid of interest. And, after all, it works =
nicely together with EGO [An attachment was originally included =
here]:-)[An attachment was originally included here]

> Next step to be taken, is building a lipid bilayer from above lego =
blocks
> (Helmut used Quanta, which afair is not free). I was thinking about
> writing tlate-x <x-spacing>, tlate-y <y-spacing>, and mirror-z <z>,
With the EGO distribution comes a nifty utility, pdbpatch, which was =
written by Marcus Eichinger, and which does just that! Call it without =
parameters to get a basic usage summary. In interactiv mode type help for =
more info.


> (Btw, those of you who are eying DIY DSP-fueled MD
> systems, should definitely check out Helmut Heller's (1993) Ph.D. work
> (which, afaik, is unfortunately only available in German), as it =
contains
> yummy details about doing MD on a 60-node 4 MByte/node DIY Inmos
> Transputer box).
Thank you very much for this great recommendation[An attachment was =
originally included here]:-)[An attachment was originally included here] =
While what you say about the German part is undoubtedly true, we =
published, out of Helmut Grubm=FCller's and my thesis, a paper in =
Molecular Simulation which is in English and should be a bit more =
accessible:

@ARTICLEHELL90,
  author=3DHelmut Heller and Helmut Grubm"uller and Klaus Schulten,
  title=3DMolecular Dynamics Simulation on a Parallel Computer,
  journal=3DMS,
  volume=3D5,
  year=3D1990,
  pages=3D133--165,
  reference=3DPub.#~111




> Unfortunately, these are neutral
> lipids, while my work is supposed to be about polycation-induced (btw,
> polyelectrolyte MD also many CCL search hits do not make) lateral
> segregation. What to do? Well, my first idea was just cut off that pesky
> choline tail of some lipids (for chaperoning sake, interdigitating them
> with neutral ones), and compensate one of the negative charges with, =
say,
> Na+.  I think this can be done with X-PLOR (which is, imho, quite an
> intimidating package), RasMol, or a one-time (perl) script. What is your
> personal preference?
I prefer to do such things with X-PLOR and I have some scripts (e.g., =
POPC2DPPC.inp) which I could put on my WWW pages (which, btw., have moved =
(and so have I [An attachment was originally included here];-)[An =
attachment was originally included here] to a new location: [An attachment =
was originally included here]http://www.lrz.de/~heller, new email: =
heller@lrz.de) if there is some interest in them. Just let me know.


I hope this helps a bit,
later,
Helmut

P.S.: [An attachment was originally included =
here]http://liposome.genebee.msu.su/cgi-bin/test did not work for me [An =
attachment was originally included here]:-([An attachment was originally =
included here]

---
Servus, Helmut  (DH0MAD)     ______________NeXT-mail =
welcome_________________
FAX: +49-89-280-9460        " Knowledge must be gathered and cannot be =
given "
heller@lrz.de                                        ZEN, one of BLAKES7
Phone: +49-89-289-28823      =
----------------------------------------------------------------------------=
-------
Dr. Helmut Heller                                   =20
Leibniz-Rechenzentrum (LRZ)                        =20
High Performance Computing Group
Barer Str. 21, Zi S2515, 80333 Munich, GERMANY    =20

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I got a message that there was an error and my posting could not be =
transmitted, so I am trying again!

Helmut



Dear  Eugene ,



You wrote:

> The only thing short of absolute bliss would be a salt script, which

> mutates a provided number of waters into, say, Na+Cl- pairs. Easy in =
perl,

> again.

While you are downloading EGO, also get a friend of it, namely Solvate =
from Helmut Grubm=FCller:


<http://www.mpibpc.gwdg.de/abteilungen/071/solvate.html


It is much more advanced than my simple FORTRAN program AND it can place =
ions around your protein/lipid of interest. And, after all, it works =
nicely together with EGO=20
<:-)
<


> Next step to be taken, is building a lipid bilayer from above lego =
blocks

> (Helmut used Quanta, which afair is not free). I was thinking about

> writing tlate-x <<x-spacing>, tlate-y <<y-spacing>, and mirror-z <<z>,

With the EGO distribution comes a nifty utility, pdbpatch, which was =
written by Marcus Eichinger, and which does just that! Call it without =
parameters to get a basic usage summary. In interactiv mode type help for =
more info.



> (Btw, those of you who are eying DIY DSP-fueled MD

> systems, should definitely check out Helmut Heller's (1993) Ph.D. work

> (which, afaik, is unfortunately only available in German), as it =
contains

> yummy details about doing MD on a 60-node 4 MByte/node DIY Inmos

> Transputer box).

Thank you very much for this great recommendation
<:-)
< While what you say about the German part is undoubtedly true, we =
published, out of Helmut Grubm=FCller's and my thesis, a paper in=20
<italic>Molecular Simulation
</italic> which is in English and should be a bit more accessible:


@ARTICLEHELL90,

  author=3DHelmut Heller and Helmut Grubm"uller and Klaus Schulten,

  title=3DMolecular Dynamics Simulation on a Parallel Computer,

  journal=3DMS,

  volume=3D5,

  year=3D1990,

  pages=3D133--165,

  reference=3DPub.#~111





> Unfortunately, these are neutral

> lipids, while my work is supposed to be about polycation-induced (btw,

> polyelectrolyte MD also many CCL search hits do not make) lateral

> segregation. What to do? Well, my first idea was just cut off that pesky

> choline tail of some lipids (for chaperoning sake, interdigitating them

> with neutral ones), and compensate one of the negative charges with, =
say,

> Na+.  I think this can be done with X-PLOR (which is, imho, quite an

> intimidating package), RasMol, or a one-time (perl) script. What is your

> personal preference?

I prefer to do such things with X-PLOR and I have some scripts (e.g., =
POPC2DPPC.inp) which I could put on my WWW pages (which, btw., have moved =
(and so have I=20
<;-)
< to a new location:=20
<http://www.lrz.de/~heller, new email: heller@lrz.de) if there is some =
interest in them. Just let me know.



I hope this helps a bit,

later,

Helmut


P.S.:=20
<http://liposome.genebee.msu.su/cgi-bin/test did not work for me=20
<:-(
<


---

Servus, Helmut  (DH0MAD)     ______________NeXT-mail =
welcome_________________

FAX: +49-89-280-9460        " Knowledge must be gathered and cannot be =
given "

heller@lrz.de                                        ZEN, one of BLAKES7

Phone: +49-89-289-28823      =
----------------------------------------------------------------------------=
-------

Dr. Helmut Heller                                   =20

Leibniz-Rechenzentrum (LRZ)                        =20

High Performance Computing Group

Barer Str. 21, Zi S2515, 80333 Munich, GERMANY    =20


--NeXT-Mail-801923790-14--

From mathieu@ripault.cea.fr  Fri Jan 23 05:16:53 1998
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Subject: SUMMARY: QEq charges & applications
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Dear Dr. S. Shapiro & Bakowies,

Here are relevant responses to my inquiry about QEq charges and their
applications:

********  "Andrey Bliznyuk" <axb224@anu.edu.au>


I spent some time trying to apply different versions of Qeq / PEOE 
methods. I even add some more parameters and tried to optimize them 
in order to reproduce charges, obtained from electroststaic potential 
calculations. Results been disappointing. I come to conclusion that 
you need many special atom types in order to get reasonable results. 
On the other hand, if you are ready to live with not very accurate 
potential (charges in that case may differ substantially, for example 
by 0.2 a.u.), these methods may be useful. 

> In this context, maybe it would be better to transfer atomic charges
> derived for chemical groups, between molecules showing the same
> chemical structures ? 

The main reason I was looking for QEq charges was that the results 
obtained from coventional MM calculations were unsutisfactory. 
 
> I don't know exactly how accurate atomic charges should be. I want
> to use them to derived molecular indexes, from averages of the
> electrostatic potential over molecular surfaces. For instance, I'd
> like to find relationships between sublimation enthalpy of molecular
> materials and such indexes. Because such empirical relations are not
> expected to be accurate maybe I could be satisfy with QEq charges

I guess, that it should work for you. 


********  "Smith JA (Jack)" <smithja@ucarb.com>

A simple idea I've been toying with is the use of Rappe's QEq scheme
(perhaps coupled with Landis' VALBOND scheme) together with a
variationally derived analytical Thomas-Fermi expression for the charge
density of charged atoms.  This generates a very quick, crude, but
surprisingly good electron density (a superposition of charged atom
densities) and a full electrostatic potential (in analytical form)
corresponding to the QEq charges.  It's fast enough to perform at an MD
timescale.


> I would be eager to know more about your "toy".
> 
I say 'toy' because I don't get much opportunity to actually work on
this stuff.

> > (perhaps coupled with Landis' VALBOND scheme) 
> 
> Do you please have any reference about this Landis'VALBOND scheme ?
> 
  The following was posted by Clark (landis@piggy.chem.wisc.edu) to
another list where VALBOND was being discussed (BTW, Dan Root now works
for MSI):

Published VALBOND work includes: 

'Valence Bond Concepts Applied to the Molecular Mechanics Description of
Molecular Shapes 1.  Application to Non-hypervalent Molecules of the
P-block.'  Daniel M. Root, Clark R. Landis, and Thomas Cleveland, J. Am.
Chem. Soc., 1993, 115, 4201-4209. 

'Valence Bond Concepts, Molecular Mechanics Computations, and Molecular
Shapes'  Clark R. Landis,  Advances in Molecular Structure Research,
Vol. 2,  Magdolna Hargittai and Istvan Hargittai, Editors,  JAI
Publishers, Inc.  New York, 1995. 

'Making Sense of the Shapes of Simple Metal Hydrides'  Clark R. Landis,
Thomas Cleveland, Timothy K. Firman,  J. Am. Chem. Soc.,  1995, 117,
1859-1860. 

'Regarding the Structure of W(CH3)6'  Clark R. Landis, Thomas Cleveland,
and Timothy K. Firman, Science, 1996, 272, 179. 

'Valence Bond Concepts Applied to the Molecular Mechanics Description of
Molecular Shapes.  2.  Applications to Hypervalent Molecules of the
P-Block', Tom Cleveland and Clark R. Landis, J. Am. Chem. Soc.,1996,
118, 6020-6031. 

'Steric Effects in the Cleavage of Dinitrogen by Molybdenum Triamide
Complexes', Konstantin Neyman, Jutta Hahn, Notker Rösch, and Clark R.
Landis, Inorganic Chemistry; 1997; 36; 3947-3951.  


> > variationally derived analytical Thomas-Fermi expression for the
> charge
> > density of charged atoms.  
> 
> Do you mean you solve the Euler equations for Thomas-Fermi under the
> constraint that atomic charges (defined in which way ?) should equal
> QEq
> charges ? 
> 
The analytical TF work actually dates back to that of Peter Csavinsky
[Phys Rev 166, 53 (1968); Phys Rev 8A, 1688 (1973)].  I use his
analytical expression (or some DZP-like extension of it) for the nuclear
screening function, separate out the pure Z/R term, and substitute a
QEq-adjusted N (N-q) for the number of electrons in the N*phi(x)/R term
(where phi is the screening function and x is the universal TF
coordinate).

> Or you simply modify the expression for the electrostatic potential
> according to such charges, but I cannot see how it can be done in a
> consistent way ?
> 
The potential would simply be

  Z/R - (Z-q)*phi(x)/R

where q is the partial charge adjustment (from QEq, for example) and
phi(x) is the universal (Z-dependent) screening function.  In my own
methodology, though, the screening function is refit dynamically to
match the GC-UHF Coulomb potential for each atom in a self-consistent
atoms-in-molecules approach.  This amounts to decomposing the molecular
UHF Coulomb potential (plus nuclear attraction) into a superposition of
atomic TF-like potentials.

> Finally, it seems you were interested mostly in the electron density,
> 
Actually I'm in a variety of aspects.  I just found that I could
generate a quick and dirty density (mainly for generating density
isosurfaces for visualization purposes) as a superposition of
charge-adjusted TF densities.  In TF theory, the potential is directly
related to the density, though.

> while I am only concerned - in a first approach - with the molecular
> electrostatic potential. Do you think the MEP derived for your TF
> density for charged atoms is better than the MEP obtained from the
> coulombic interaction with QEq charges ? 
> 
What this gives you is a screened potential at each atomic site instead
of point charges.  So it would be more like a density derived MEP.  I
don't know if would actually be any better in practice, but I'd think
it's worth a try.  Point charge models always bother me.  Atomic partial
charges (especially Mulliken type) also bother me.  Since QEq charges
are derived from matching chemical potentials between atoms (no
arbitrary basis partitioning) and the TF screening maps this to a
density, I feel much more comfortable with it.  However, I have no real
experience in trying to use these for real problems - it's still only a
'toy'.

> What do you mean by a
> "potential CORRESPONDING to QEq charges"... are they essentially the
> same ?
> 
No.  The TF (screened Coulomb) potential is not a point charge model.
The nuclear charge is localized (Z/R), but the electronic charge has
more of a Q*exp(R)/R behavior.  I suppose one could fit a point charge
model to the resulting potential, but why?

******** bakowies@brok.ucsf.EDU (Dirk Bakowies)

some time ago we have reported a semiempirical implementation of Rappe
and Goddard's QEq scheme. With MNDO type formulas for the two-center
integrals, we have calibrated the model to reproduce either Mulliken
or potential derived charges. It turns out that Mulliken charges are
easier reproduced (typically 0.05 e off) than potential derived charges
(0.1 e off). For standard organic molecules the scheme proved accurate
enough to be used in hybrid QM/MM calculations. It is my experience,
however, that subtle charge shifts due to electron delocalization
are not captured by the model.

See:
D. Bakowies, W. Thiel; J. Comp. Chem. 17 (1996) 87, JPC 100 (1996)
10580.

******** goto@msi.com  (Narushi Goto)

Indeed I did some calculation using QEq to estimate IR/Raman
spectrum. As you already know, the frequencies are depend on
the accuracy of force field parameter. So in some case, I could
estimate frequencies and intensities with very high accuracy,
but in some case I could not.

Finally, in my opinion, QEq method is very good to calculate the
charges in a short time. Why don't you contact the Caltech Staff?

******** John McKelvey <mckelvey@kodakr.kodak.com>

A thought about the reliability of Qeq related to chemical shifts, etc:

The way I read the paper is that Qeq is built on the coulombic
interactions of
the CNDO Hamiltonian....

******** 
-- 
Didier MATHIEU
CEA - Le Ripault, BP 16
37260 Monts (France)
Tel. 33(0)2.47.34.41.85

From pino@jsbach.dichi.unina.it  Fri Jan 23 10:16:54 1998
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From: <pino@jsbach.dichi.unina.it>
Received: by jsbach.dichi.unina.it (AIX 3.2/UCB 5.64/4.03)
          id AA11305; Mon, 6 Jun 1994 15:48:21 GMT
Date: Mon, 6 Jun 1994 15:48:21 GMT
Message-Id: <9406061548.AA11305@jsbach.dichi.unina.it>
To: CHEMISTRY@www.ccl.net
Subject: Volume of Molecular Cavities


Dear netters,
I would appreciate to receive informations about programs and algorithms 
able to detect cavities and evaluate their volume and dimension.
Please, send me literature and informations about programs.
Thanx in advance 
Pino
===========================
Pino Milano
Universita' degli Studi di Salerno
Baronissi (ITALY)
e-mail pino@jsbach.dichi.unina.it
===========================

From root@liposome.genebee.msu.su  Thu Jan 22 10:16:42 1998
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From: root <root@liposome.genebee.msu.su>
Reply-To: root <root@liposome.genebee.msu.su>
To: chemistry@www.ccl.net
Subject: RANToid:RFC: pdb ; perl ; cgi-bin ; a MD box initial state build question
Message-ID: <Pine.LNX.3.95.980122142255.11722B-100000@liposome.genebee.msu.su>



Dear CCLers,

I am slowly catching up with that treasure trove of information contained
in the archives, however -- I may well be mistaken -- but the interactive
webform-driven aspects of cgi-bin perl script pdb generation are not very
well covered. 

As, for personal-belief and for financial reasons both I am sticking to
freely obtainable software, some apparently simple problems must
(un?)necessarily appear nontrivial (which is worsened by my lack of
experience in the field, and the unavailability (but then I think I saw at
least two different CCL search hits from my own domain...) of local
experts -- Please help me, Obi Wan!  ;) 

>From all free parallel MD software I tested so far, I finally decided to
stick to EGO: 

  ftp://ftp.imo.physik.uni-muenchen.de/pub/ego/
  http://www.imo.physik.uni-muenchen.de/tavan/molgroup/ego_manual/manual.html

NAMD does still appear interesting (I'll sure come back to check later,
esp. NAMD2), particularly its advanced features like DMTA, the
video-game-like ;) VMD/NAMD coupling, but, perhaps unjustified, I found it
less easy to use. (Btw, those of you who are eying DIY DSP-fueled MD
systems, should definitely check out Helmut Heller's (1993) Ph.D. work
(which, afaik, is unfortunately only available in German), as it contains
yummy details about doing MD on a 60-node 4 MByte/node DIY Inmos
Transputer box).

Well, I got somewhat sidetracked, and my X-PLOR(online) is not up yet, so
I still cannot pdb2psf, but I got a nice visual feedback by VMD replaying
a DMD generated from a demo dataset (bovine trypsine inhibitor) that comes
bundled with EGO. The in vacuo protein in question was small (cat pti.pdb
| grep 'ATOM ' | wc claims 568 ATOMs), but I could render roughly half a
nanosecond worth of trajectory in (probably much) less than 24 h on a
measly single-node AMD K6/200 (roughly 400 BogoMIPS), which is not exactly
known for its float performance being stellar. (Them remote Indys ain't
that either, the PVM's still not quite right, the network topology is
distintly suboptimal, and I'll soon break down, and start crying ;).

Helmut Heller (very helpful, thanks Helmut!) published a phospholipid
modeler's basic survival kit of hydrated phospholipid coordinates (both
initial (fake crystal), and final (well-equilibrated) state) at: 

  ftp://ftp.imo.physik.uni-muenchen.de/pub/membrane/

(Anybody knows, where to obtain Terry Stouch's relatively recent
(dimyristoylphoshatidylcholine) set?). Unfortunately, these are neutral
lipids, while my work is supposed to be about polycation-induced (btw,
polyelectrolyte MD also many CCL search hits do not make) lateral
segregation. What to do? Well, my first idea was just cut off that pesky
choline tail of some lipids (for chaperoning sake, interdigitating them
with neutral ones), and compensate one of the negative charges with, say,
Na+.  I think this can be done with X-PLOR (which is, imho, quite an
intimidating package), RasMol, or a one-time (perl) script. What is your
personal preference?

Another (demented) idea was to build a coordinate set de novo. I believe I
already mentioned Daylight's SMILES strings (which, apart from being
constructable manually, e.g. using the interactive web form depict
facility) can be easily drawn using Gasteiger's Cactvs suite (csed), and
sent to Corina

  http://schiele.organik.uni-erlangen.de/cactvs/index.html

(1 k free structures for everybody!) via email for an overnight crunch,

  http://schiele.organik.uni-erlangen.de/services/3d.html

the results (hopefully) arriving in the morning mail. Maybe complicated,
but it works for me. Alas, the coordinate come trivially minimalized,
which, especially in case of phospholipids is definitely not what I want.
Any ideas about how to rotate individual bonds, maybe (dream on)
interactively?

Next step to be taken, is building a lipid bilayer from above lego blocks
(Helmut used Quanta, which afair is not free). I was thinking about
writing tlate-x <x-spacing>, tlate-y <y-spacing>, and mirror-z <z>,
then maybe strip-tip3p (RasMol can do this), and fuse-pdb (fusing two
coordinate sets into one), maybe starting with Will Ware's work here:

http://world.std.com/~wware/

(he has a link to some nifty subpage illustrating his early
structure-building (gcl & scheme) Lisp code buried there somewhere),
porting it to Emacs' elisp (which would weird out too many people), or,
better, to perl, which would have the nice cgi-bin synergy. What do you
think of this scheme? Got perhaps even pointers to ready code?

There is some fortran utility (compiles with f77, also, after updating
several packages with RedHat's fort77 (which is a front-end to f2c)) which
comes bundled with EGO, which can cubic-primitive-packing-entomb a
molecule in a slab of water. (I've had some rewarding chiselling erosion
experiments with a simple text editor, by killing a range of TIP3's, and
according CONECT entries). 

The only thing short of absolute bliss would be a salt script, which
mutates a provided number of waters into, say, Na+Cl- pairs. Easy in perl,
again.

Well, this mail has certainly gotten much longer than I ever intended,
while I have not yet covered everything. Anyway, what are your comments?
Ideas? Flames?

Thanks for listening so long,
Regards,
Eugene Leitl, MSU, Polym. Sci. Dept.

P.S.

To do some advertisement for perl/cgi-bin (which I can't dig yet, having
bought 'Learning Perl' just few days ago):

Here you can watch the (trivially simple) demo perl script in action:

  http://liposome.genebee.msu.su/cgi-bin/test

If your MIME-aware web browser is correctly configured, it should spawn a
pdb viewer (currently, I use RasMol, which can cope nicely even with the
largest boxes supplied by Helmut) upon visiting the url.  While the
example is certainly silly, modifying it to make perl spit out dynamically
generated pdb appears doable, and worthwhile. 

The trivially simple perl script (put the thing at below into your local
cgi-bin, and fiddle with it):  ftp://liposome.genebee.msu.su/pub/perl/test

#!/usr/bin/perl -w
# this Corina-generated pdb file should call RasMol, correct MIME conf.
# provided

print <<END_of_Multiline_Text;
Content-type: chemical/x-pdb

HEADER    root\@liposome.genebee.msu.su[12/07/97 03:01:05]:A_XYZ/1 root 1
AUTHOR    Wolf-Dietrich Ihlenfeldtroot   2
ATOM      1  N           0      -0.018   1.465   0.010  0.00  0.00 root 3
ATOM      2  C           0       0.002  -0.004   0.002  0.00  0.00 root 4
ATOM      3  H           0      -1.021  -0.381   0.010  0.00  0.00 root 5
ATOM      4  C           0       0.718  -0.497  -1.257  0.00  0.00 root 6

[ ..diverse deletia..; also notice the backslash behind @ in the HEADER ]

CONECT  246  236  247  248    0                                    root 593
CONECT  247  246    0    0    0                                    root 594
CONECT  248  246  421    0    0                                    root 595
END                                                                root 596

END_of_Multiline_Text






From ccl@www.ccl.net  Thu Jan 22 12:16:44 1998
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	by www.ccl.net (8.8.3/950822.1) id LAA23344; Thu, 22 Jan 1998 11:42:20 -0500 (EST)
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Date: Thu, 22 Jan 98 10:36:56 CST
From: "Tapas Kar, Ph.D, Asst. Scientist" <TAPASKAR@SIUCVMB.SIU.EDU>
To: chemistry@ccl.net
Subject: Problem with excited state caln. with MOLCAS



I am interested to calculate the S1/T1 states of Malonaldehyde.
 But I got some problem
 to get a pure S1 state. I had to take an average of two states. The
input and part of the RASSCF output are enclosed. In this particular
input I took the 50-50 average. An average of 10-90 or 90-10 does not
lead to a pure S1 state. By pure S1 state I mean, the weight of the
configuration 17 of root  2 should be greater than 0.9. And alaways I
am getting a value in the range of 0.72 - 0.77.

configuration 17 coefficient .872244 weight .760810 ( 3:1: 2: 2)
       symmetry     1  1  2  2  2  2  2
     occupation     2  0  2  1  1  0  0
     spin-coupling  3  0  3  1  2  0  0

         Natural orbitals and occupation numbers for root  2
         Occupation numbers for symmetry  1
                1.971424    .028050
         Occupation numbers for symmetry  2
                1.932725   1.375825    .629482    .054140    .008354

values in 2nd and 3rd col. of symmetry 2 should be arround 1.0 instead
 of 1.37 and 0.63.
Please suggest me how I can improve the result.
Thanks for your attention and cooperation,

Tapas Kar

Rasscf Input file

 &RASSCF &END
Title
Malonaldehyde
pt2
Iterations
  50 50
LEVSHFT
0.0
Nactel
6 0 0
Inactive
15 1
Ras2
2 5
symmetry
 1
Spin
 1
CIRoot
2 2
1 2
1 1
LumOrb
End of input

Rasscf Output*******

      Convergence after  27 iterations
       28   2    4    0  -265.21293103    -.18E-09  16  34 1  -.11E-05   .31E-04   .00   1.22    QN     YES   .05  .00

                                          wave function printout: Split Graph format
                     in parenthesis: midvertex, upper-walk symmetry, upper and lower-walk serial numbers
      ************************************************************************************************************************

      printout of CI-coefficients larger than   .05 for root   1
      energy=   -265.309683

      configuration     16   coefficient   .898219   weight   .806796   ( 3:1:  1:  2)
      symmetry       1  1  2  2  2  2  2
      occupation     2  0  2  2  0  0  0
      spin-coupling  3  0  3  3  0  0  0

      configuration     17   coefficient  -.321184   weight   .103159   ( 3:1:  2:  2)
      symmetry       1  1  2  2  2  2  2
      occupation     2  0  2  1  1  0  0
      spin-coupling  3  0  3  1  2  0  0

      configuration     18   coefficient  -.087996   weight   .007743   ( 3:1:  3:  2)
      symmetry       1  1  2  2  2  2  2
      occupation     2  0  2  0  2  0  0
      spin-coupling  3  0  3  0  3  0  0

      configuration     19   coefficient   .123153   weight   .015167   ( 3:1:  4:  2)
      symmetry       1  1  2  2  2  2  2
      occupation     2  0  2  1  0  1  0
      spin-coupling  3  0  3  1  0  2  0


      printout of CI-coefficients larger than   .05 for root   2
      energy=   -265.116179

      configuration     16   coefficient   .350120   weight   .122584   ( 3:1:  1:  2)
      symmetry       1  1  2  2  2  2  2
      occupation     2  0  2  2  0  0  0
      spin-coupling  3  0  3  3  0  0  0

      configuration     17   coefficient   .872244   weight   .760810   ( 3:1:  2:  2)
      symmetry       1  1  2  2  2  2  2
      occupation     2  0  2  1  1  0  0
      spin-coupling  3  0  3  1  2  0  0

      configuration     18   coefficient  -.059916   weight   .003590   ( 3:1:  3:  2)
      symmetry       1  1  2  2  2  2  2
      occupation     2  0  2  0  2  0  0
      spin-coupling  3  0  3  0  3  0  0

      configuration     20   coefficient  -.168264   weight   .028313   ( 3:1:  5:  2)
      symmetry       1  1  2  2  2  2  2
      occupation     2  0  2  0  1  1  0
      spin-coupling  3  0  3  0  1  2  0


      Natural orbitals and occupation numbers for root  1
      Occupation numbers for symmetry  1
         1.978993    .020544
      Occupation numbers for symmetry  2
         1.944668   1.904601    .094931    .052511    .003753

      Natural orbitals and occupation numbers for root  2
      Occupation numbers for symmetry  1
         1.971424    .028050
      Occupation numbers for symmetry  2
         1.932725   1.375825    .629482    .054140    .008354


      Wave function specifications:
      -----------------------------

      Number of closed shell electrons          32
      Number of electrons in active shells       6
      Max number of holes in RAS1 space          0
      Max number of electrons in RAS3 space      0
      Number of inactive orbitals               16
      Number of active orbitals                  7
      Number of secondary orbitals              30
      Spin quantum number                       .0
      State symmetry                             1


      Orbital specifications:
      -----------------------

      Symmetry species                           1   2
      Frozen orbitals                            0   0
      Inactive orbitals                         15   1
      Active orbitals                            2   5
      RAS1 orbitals                              0   0
      RAS2 orbitals                              2   5
      RAS3 orbitals                              0   0
      Secondary orbitals                        26   4
      Deleted orbitals                           0   0
      Number of basis functions                 43  10


      CI expansion specifications:
      ----------------------------

      Number of configuration state fnc.       260
      Number of determinants                   625
      Number of root(s) required                 2
      CI roots used                              1     2
      weights                                .5000 .5000
      highest root include in the CI             2


      Final optimization conditions:
      ------------------------------

      Average CI energy                        -265.21293103
      RASSCF energy                            -265.21293103
      Super-CI energy                              .00000000
      RASSCF energy change                         .00000000
      Max change in MO coefficients          -.503E-04
      Max non-diagonal density matrix elemen  .312E-04
      Maximum BLB matrix element             -.111E-05
      (orbital pair  16,  34 in symmetry   1)


      Final state energy(ies):
      ------------------------

      root number  1 E =   -265.30968309 a.u.
      root number  2 E =   -265.11617898 a.u.




From kbyun@tams.chem.buffalo.edu  Fri Jan 23 17:16:59 1998
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Date: Fri, 23 Jan 1998 17:00:59 -0500 (EST)
From: Kate Kyoungrim Byun <kbyun@tams.chem.buffalo.edu>
To: chemistry@www.ccl.net
Subject: Conversion of a file from charmm format to archive
Message-ID: <Pine.GSO.3.96.980123165154.9710A-100000@tams.chem.buffalo.edu>
MIME-Version: 1.0
Content-Type: TEXT/PLAIN; charset=US-ASCII


Hello, everyone,

 I am trying to display an trajectory animation of an enzyme from charmm
simulation, using insightII. The trajectory file obtained from charmm is a
charmm formatted file and the file needed for insightII animation is an
archive file. 
 Here, I have a question. Is there any way to convert a charmm formatted
file to an archive file which I can use for the insightII animation?
 Any suggestion will be appreciated.

Thanks a lot for your time.

Kate Byun



From wjs@csb0.IPC.PKU.EDU.CN  Fri Jan 23 22:17:01 1998
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	for chemistry@www.ccl.net id AA26425; Sat, 24 Jan 98 11:01:23 -0800
Date: Sat, 24 Jan 1998 11:01:23 -0800 (PST)
From: Wang Jiansuo <wjs@csb0.IPC.PKU.EDU.CN>
To: chemistry@www.ccl.net
Subject: CROSSBOW(Computer Retrieval of Organic Substructures Based On Wiswesser)
Message-Id: <Pine.SGI.3.91.980124105339.26360B-100000@csb0.IPC.PKU.EDU.CN>
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Content-Type: TEXT/PLAIN; charset=US-ASCII


Dear listers:

I am eager to look for a software named CROSSBOW(Computer Retrieval of 
Organic Substructures Based On Wiswesser).Any information is appreciated.

Thanks.

Sincerely yours,


