From chemistry-request:~at~:ccl.net Fri Aug 8 02:19:58 2003 Received: from arneb.it.vu.nl (arneb.it.vu.nl [130.37.129.36]) by server.ccl.net (8.12.8/8.12.8) with SMTP id h786Jv98025297 for ; Fri, 8 Aug 2003 02:19:58 -0400 Received: (qmail 24664 invoked from network); 8 Aug 2003 06:20:06 -0000 Received: from 126-194.vu.surfnetthuis.nl (HELO chem.vu.nl) (145.98.126.194) by mail.mdw.vu.nl with SMTP; 8 Aug 2003 06:20:06 -0000 Date: Fri, 8 Aug 2003 08:20:37 +0200 Subject: Re: CCL:summary for program for superimposing (small) molecules and new question Content-Type: multipart/alternative; boundary=Apple-Mail-2-412058641 Mime-Version: 1.0 (Apple Message framework v552) Cc: chemistry~at~ccl.net To: "Dr. Richard L. Wood" From: Marcel Swart In-Reply-To: <3F32AF2F.110FE643~at~cornell.edu> Message-Id: <6CF17A82-C968-11D7-9A23-000393AEC93C~at~chem.vu.nl> X-Mailer: Apple Mail (2.552) --Apple-Mail-2-412058641 Content-Transfer-Encoding: quoted-printable Content-Type: text/plain; charset=WINDOWS-1252; format=flowed Supposing that the RMSD as calculated by QMol is smaller, QMol does it=20= more smartly than the crude Excel way. Of course, when slightly translating one of=20 the molecules, in combination with a slight rotation might lower the RMSD. I have written a small F90 program that does just this, first get all=20 coords relative to the center of masses, and then rotate one of the molecules in order=20= to find the "optimum" rotation for the RMSD to be lowest. I suppose this is exactly what QMol does also. On Thursday, Aug 7, 2003, at 21:57 Europe/Amsterdam, Dr. Richard L.=20 Wood wrote: > I have a question as to how the program QMol calculates the RMSD of=20 > two structures. > > I used Excel to calculate the RMSD for two different conformations of=20= > the same molecule and compared the result that I get using QMol, and I=20= > get two different values, and I am wondering why that is. > > In Excel, I calculated the distances between the same two atoms in the=20= > two conformations, squared them, added them up, then divided by the=20 > number of atoms. > After this, take the square root to get the RMSD. > > It looks to me like QMol does something different. > > Thanks in advance, > Richard > =A0 > > =46rom Jason D. Gans:=A0Hello, > > Qmol, available from the CCL software repository > > http://www.ccl.net/cca/software/MS-WIN95-NT/qmol/index.shtml > > can superimpose molecules and compute RMS deviation. > > Regards, > > Jason Gans > > B division > Los Alamos National Lab=A0 > > > -- > Richard L. Wood, Ph. D. > Physical/Computational Chemist > =A0 > =A0 > > =96=96=96=96=96=96=96=96=96=96=96=96=96=96=96=96=96=96=96=96=96=96=96=96=96= =96=96=96=96=96=96=96=96=96=96=96=96 dr. Marcel Swart Organische en Anorganische Chemie Faculteit der Exacte Wetenschappen Vrije Universiteit Amsterdam De Boelelaan 1083 1081 HV Amsterdam The Netherlands F +31-(0)20-4447488 E swart~at~chem.vu.nl W http://go.to/m.swart =96=96=96=96=96=96=96=96=96=96=96=96=96=96=96=96=96=96=96=96=96=96=96=96=96= =96=96=96=96=96=96=96=96=96=96=96=96 --Apple-Mail-2-412058641 Content-Transfer-Encoding: quoted-printable Content-Type: text/enriched; charset=WINDOWS-1252 Supposing that the RMSD as calculated by QMol is smaller, QMol does it more smartly than the crude Excel way. Of course, when slightly translating one of the molecules, in combination with a slight rotation might lower the RMSD. I have written a small F90 program that does just this, first get all coords relative to the center of masses, and then rotate one of the molecules in order to find the "optimum" rotation for the RMSD to be lowest. I suppose this is exactly what QMol does also. On Thursday, Aug 7, 2003, at 21:57 Europe/Amsterdam, Dr. Richard L. Wood wrote: I have a question as to how the program QMol calculates the RMSD of two structures. I used Excel to calculate the RMSD for two different conformations of the same molecule and compared the result that I get using QMol, and I get two different values, and I am wondering why that is. In Excel, I calculated the distances between the same two atoms in the two conformations, squared them, added them up, then divided by the number of atoms. After this, take the square root to get the RMSD. It looks to me like QMol does something different. Thanks in advance, Richard =A0 Arial=46rom Jason D. = Gans:=A0ArialHello, ArialQmol, available from the CCL software repository = Arial1999,1999,FFFFhttp://www.ccl.net/cca/software/MS-WIN95-NT/qmol/index.shtml<= /fontfamily> Arialcan superimpose molecules and compute RMS deviation. ArialRegards, ArialJason Gans ArialB division Los Alamos National Lab=A0 -- Richard L. Wood, Ph. D. Physical/Computational Chemist =A0 =A0 = Helvetica=96=96=96=96=96=96=96=96=96=96= =96=96=96=96=96=96=96=96=96=96=96=96=96=96=96=96=96=96=96=96=96=96=96=96=96= =96=96 dr. Marcel Swart Organische en Anorganische Chemie Faculteit der Exacte Wetenschappen Vrije Universiteit Amsterdam De Boelelaan 1083 1081 HV Amsterdam The Netherlands F +31-(0)20-4447488 E swart~at~chem.vu.nl W http://go.to/m.swart =96=96=96=96=96=96=96=96=96=96=96=96=96=96=96=96=96=96=96=96=96=96=96=96=96= =96=96=96=96=96=96=96=96=96=96=96=96 --Apple-Mail-2-412058641--