CCL:G: molecular orbital coeficient



 Sent to CCL by: "Jim Kress" [ccl_nospam|,|kressworks.com]
 Use Chemcraft
 http://www.chemcraftprog.com/
 Jim
 > -----Original Message-----
 > From: owner-chemistry+ccl_nospam==kressworks.com _ ccl.net
 > [mailto:owner-chemistry+ccl_nospam==kressworks.com _ ccl.net] On Behalf
 > Of Mina Haghdadi mhaghdadi2:-:yahoo.co.uk
 > Sent: Sunday, August 28, 2011 1:13 AM
 > To: Kress, Jim
 > Subject: CCL:G: molecular orbital coeficient
 >
 > Dear Jussi,
 > Thak you for answer, but I have seen in papers that pointed to molecular
 > orbital coeficients that showed for every atoms in molecule. Is there any
 > program to download that calculate from log.file theses coeficient or homo
 > density?
 > If anybody else has any information, I would be very pleased.
 > Regards
 > M.Haghdadi
 >
 >
 > --- On Fri, 26/8/11, Jussi Lehtola jussi.lehtola^^^helsinki.fi <owner-
 > chemistry*o*ccl.net> wrote:
 >
 >
 > > From: Jussi Lehtola jussi.lehtola^^^helsinki.fi
 > > <owner-chemistry*o*ccl.net>
 > Subject: CCL:G: molecular orbital coeficient
 > To: "Haghdadi, Mina " <mhaghdadi2*o*yahoo.co.uk>
 > Date: Friday, 26 August, 2011, 12:18
 >
 >
 >
 > Sent to CCL by: Jussi Lehtola [jussi.lehtola###helsinki.fi] On Fri, 26 Aug
 2011
 > 06:54:27 +0100 (BST) "Mina Haghdadi mhaghdadi2||yahoo.co.uk"
 <owner-
 > chemistry _ ccl.net> wrote:
 > >Hi,
 > >
 > >I would like know how can I find the molcular orbital coeficients in
 > >output file of Gaussian. Ofcourse I use pop=regular in input file and
 > >in out put file I take this part
 > >
 > >   EIGENVALUES --    -0.38683  -0.35634  -0.34607  -0.33026  -0.29483
 > >   1 1   C  1S         -0.02238   0.00045  -0.00002  -0.00042  -0.00029
 > >   2        2S          0.05576  -0.00137   0.00004   0.00017   0.00019
 > >   3        2PX         0.17700   0.01997   0.00119  -0.00327  -0.02460
 > >   4        2PY        -0.03947   0.12164   0.00574  -0.00920  -0.14166
 > >   5        2PZ        -0.00320  -0.16973  -0.00809   0.01784   0.20415
 > >   6        3S          0.05002   0.01252   0.00071   0.01267  -0.00385
 > >   7        3PX        -0.03736   0.00638   0.00066  -0.01027  -0.01634
 > >   8        3PY         0.06700   0.10300   0.00641  -0.01918  -0.13449
 > >   9        3PZ         0.04390  -0.14759  -0.00977   0.02527   0.18949
 >
 > (clip)
 >
 > The output you gave above lists the molecular orbital coefficients for each
 of
 > the atomic basis functions. For the first orbital with energy
 > -0.38683 the coefficient for the 1S basis function on C1 is -0.02238, the
 > coefficient for the 2S basis function on the same atom is 0.05576 and so
 on.
 >
 > >Which the last column is according to HOMO but I want to know for
 > >example for C11 what's molecular orbital coeficient? While there are
 > >some numbers for C 1s, C2s,â. I want just one number for C or
 N,... How
 > >can analysis these numbers.
 >
 > There is no "single" number for the MO coefficient of a whole
 atom.
 > What you probably want is to do population analysis, for instance Mulliken
 > population analysis, which is done by pop=regular.
 > This gives out a single number that you can interpret, e.g., as the charge
 > localized on the given atom.
 >
 > Just scroll down your log file to find the "Condensed to atoms (all
 electrons)"
 > or "Mulliken atomic charges" bit.
 > --
 > --------------------------------------------------------
 > Mr. Jussi Lehtola, M. Sc.         Doctoral Student jussi.lehtola _
 > helsinki.fi         Department of Physics
 > http://www.helsinki.fi/~jzlehtol  University of Helsinki
 Office phone: +358 9
 > 191 50 632   Finland
 > --------------------------------------------------------
 > Jussi Lehtola, FM                 Tohtorikoulutettava jussi.lehtola _
 > helsinki.fi         Fysiikan laitos http://www.helsinki.fi/~jzlehtol  Helsingin
 > Yliopisto
 > TyÃpuhelin: (0)9 191 50 632
 >
 ----------------------------------------------------------0-934598204-1314508378=905
 > Content-Type: text/html; charset=f-8
 > Content-Transfer-Encoding: quoted-printable
 >
 > <table cellspacing="0" cellpadding="0"
 border="0" ><tr><td valign="top"
 > style="font: inherit;"><DIV>Dear Jussi,</DIV>
 > <DIV>Thak you for answer, but I have seen in papers that pointed to
 > molecular orbital coeficients that showed for every atoms in molecule. Is
 > there any program to download that calculate from log.file theses
 coeficient
 > or homo density?</DIV>
 > <DIV>If anybody else has any information, I would be very
 pleased.</DIV>
 > <DIV>Regards</DIV>
 > <DIV>M.Haghdadi&nbsp;<BR><BR><BR>--- On
 <B>Fri, 26/8/11, Jussi Lehtola
 > jussi.lehtola^^^helsinki.fi
 <I>&lt;owner-chemistry*o*ccl.net&gt;</I></B>
 > wrote:<BR></DIV>
 > <BLOCKQUOTE style="BORDER-LEFT: rgb(16,16,255) 2px solid; PADDING-
 > LEFT: 5px; MARGIN-LEFT: 5px"><BR>From: Jussi Lehtola
 > jussi.lehtola^^^helsinki.fi
 &lt;owner-chemistry*o*ccl.net&gt;<BR>Subject:
 > CCL:G: molecular orbital coeficient<BR>To: "Haghdadi, Mina
 "
 > &lt;mhaghdadi2*o*yahoo.co.uk&gt;<BR>Date: Friday, 26 August,
 2011,
 > 12:18<BR><BR>
 > <DIV class=plainMail><BR>Sent to CCL by: Jussi Lehtola
 > [jussi.lehtola###helsinki.fi]<BR>On Fri, 26 Aug 2011 06:54:27 +0100
 > (BST)<BR>"Mina Haghdadi mhaghdadi2||yahoo.co.uk"
 &lt;owner-chemistry
 > _ ccl.net&gt;
 wrote:<BR>&gt;Hi,<BR>&gt;<BR>&gt;I would like know
 how
 > can I find the molcular orbital coeficients in<BR>&gt;output file
 of Gaussian.
 > Ofcourse I use pop=regular in input file and<BR>&gt;in out put
 file I take this
 > part <BR>&gt;
 <BR>&gt;&nbsp;&nbsp;&nbsp;EIGENVALUES --&nbsp;
 &nbsp;
 > -0.38683&nbsp; -0.35634&nbsp; -0.34607&nbsp; -0.33026&nbsp;
 -
 > 0.29483<BR>&gt;&nbsp;&nbsp;&nbsp;1
 1&nbsp;&nbsp;&nbsp;C&nbsp;
 > 1S&nbsp; &nbsp; &nbsp; &nbsp;&nbsp;&nbsp;-
 > 0.02238&nbsp;&nbsp;&nbsp;0.00045&nbsp; -0.00002&nbsp;
 -0.00042&nbsp;
 > -0.00029<BR>&gt;&nbsp;&nbsp;&nbsp;2&nbsp;
 &nbsp; &nbsp; &nbsp;
 > 2S&nbsp; &nbsp; &nbsp; &nbsp; &nbsp; 0.05576&nbsp;
 -
 >
 0.00137&nbsp;&nbsp;&nbsp;0.00004&nbsp;&nbsp;&nbsp;0.00017&nbsp;&n
 >
 bsp;&nbsp;0.00019<BR>&gt;&nbsp;&nbsp;&nbsp;3&nbsp;
 &nbsp; &nbsp;
 >  &nbsp; 2PX&nbsp; &nbsp; &nbsp;
 >
 &nbsp;&nbsp;&nbsp;0.17700&nbsp;&nbsp;&nbsp;0.01997&nbsp;&nbsp;&nb
 > sp;0.00119&nbsp; -0.00327&nbsp; -
 > 0.02460<BR>&gt;&nbsp;&nbsp;&nbsp;4&nbsp;
 &nbsp; &nbsp; &nbsp;
 > 2PY&nbsp; &nbsp; &nbsp; &nbsp; -
 >
 0.03947&nbsp;&nbsp;&nbsp;0.12164&nbsp;&nbsp;&nbsp;0.00574&nbsp;
 -
 > 0.00920&nbsp;
 -0.14166<BR>&gt;&nbsp;&nbsp;&nbsp;5&nbsp; &nbsp;
 > &nbsp; &nbsp; 2PZ&nbsp; &nbsp; &nbsp; &nbsp;
 -0.00320&nbsp; -
 > 0.16973&nbsp; -
 >
 0.00809&nbsp;&nbsp;&nbsp;0.01784&nbsp;&nbsp;&nbsp;0.20415<BR>&gt;&
 > nbsp;&nbsp;&nbsp;6&nbsp; &nbsp; &nbsp; &nbsp;
 3S&nbsp; &nbsp; &nbsp;
 > &nbsp; &nbsp;
 >
 0.05002&nbsp;&nbsp;&nbsp;0.01252&nbsp;&nbsp;&nbsp;0.00071&nbsp;&n
 > bsp;&nbsp;0.01267&nbsp;
 -0.00385<BR>&gt;&nbsp;&nbsp;&nbsp;7&nbsp;
 > &nbsp; &nbsp; &nbsp; 3PX&nbsp; &nbsp; &nbsp;
 &nbsp; -
 >
 0.03736&nbsp;&nbsp;&nbsp;0.00638&nbsp;&nbsp;&nbsp;0.00066&nbsp;
 -
 > 0.01027&nbsp;
 -0.01634<BR>&gt;&nbsp;&nbsp;&nbsp;8&nbsp; &nbsp;
 > &nbsp; &nbsp; 3PY&nbsp; &nbsp; &nbsp;
 >
 >
 &nbsp;&nbsp;&nbsp;0.06700&nbsp;&nbsp;&nbsp;0.10300&nbsp;&nbsp;&nb
 > sp;0.00641&nbsp; -0.01918&nbsp; -
 > 0.13449<BR>&gt;&nbsp;&nbsp;&nbsp;9&nbsp;
 &nbsp; &nbsp; &nbsp;
 > 3PZ&nbsp; &nbsp; &nbsp;
 &nbsp;&nbsp;&nbsp;0.04390&nbsp; -
 > 0.14759&nbsp; -
 >
 0.00977&nbsp;&nbsp;&nbsp;0.02527&nbsp;&nbsp;&nbsp;0.18949<BR><BR>
 > (clip)<BR><BR>The output you gave above lists the molecular
 orbital
 > coefficients for<BR>each of the atomic basis functions. For the first
 orbital
 > with energy<BR>-0.38683 the coefficient for the 1S basis function on
 C1 is -
 > 0.02238,<BR>the coefficient for the 2S basis function on the same
 atom is
 > 0.05576<BR>and so on.<BR><BR>&gt;Which the last
 column is according to
 > HOMO but I want to know for<BR>&gt;example for C11 what's
 molecular
 > orbital coeficient? While there are<BR>&gt;some numbers for C 1s,
 C2s,â. I
 > want just one number for C or N,... How<BR>&gt;can analysis these
 > numbers.<BR><BR>There is no "single" number for the
 MO coefficient of a
 > whole atom.<BR>What
 >  you probably want is to do population analysis, for<BR>instance
 Mulliken
 > population analysis, which is done by pop=regular.<BR>This gives out
 a single
 > number that you can interpret, e.g., as the<BR>charge localized on
 the given
 > atom.<BR><BR>Just scroll down your log file to find the
 "Condensed to
 > atoms (all<BR>electrons)" or "Mulliken atomic charges"
 bit.<BR>-- <BR>------
 > --------------------------------------------------<BR>Mr. Jussi
 Lehtola, M.
 > Sc.&nbsp; &nbsp; &nbsp; &nbsp;&nbsp;&nbsp;Doctoral
 > Student<BR>jussi.lehtola _ helsinki.fi&nbsp; &nbsp;
 &nbsp;
 > &nbsp;&nbsp;&nbsp;Department of Physics<BR><A
 > href="http://www.helsinki.fi/~jzlehtol";
 > target=_blank>http://www.helsinki.fi/~jzlehtol</A>&nbsp;
 University of
 > Helsinki<BR>Office phone: +358 9 191 50
 >
 632&nbsp;&nbsp;&nbsp;Finland<BR>------------------------------------------------
 > --------<BR>Jussi Lehtola, FM&nbsp; &nbsp; &nbsp;
 &nbsp; &nbsp; &nbsp;
 > &nbsp;
 >  &nbsp;&nbsp;&nbsp;Tohtorikoulutettava<BR>jussi.lehtola _
 > helsinki.fi&nbsp; &nbsp; &nbsp;
 &nbsp;&nbsp;&nbsp;Fysiikan laitos<BR><A
 > href="http://www.helsinki.fi/~jzlehtol";
 > target=_blank>http://www.helsinki.fi/~jzlehtol</A>&nbsp;
 Helsingin
 > Yliopisto<BR>TyÃpuhelin: (0)9 191 50
 632<BR>--------------------------------------
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