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Tue, 13 Mar 2001 15:18:02 Refinement and Resolution Phillip Fanwick [fanwick@xray.chem.purdue.edu] Purdue University Newsgroups: sci.techniques.xtallography I am working on a problem where chemistry requires that two carbon atoms be refined as two independent sets of carbons which are about 0.45A apart. The data were collected to a resolution of 0.75A and the splitting is suggested by Shelx from the highly anisotropic adp's and by the chemistry (a totally unsaturated ring is currently nearly planar). Is it valid to refine atoms below the resolution of the experiment? If so where do you draw the line? I know the FAQ to Shelx suggest that most suggestions for splitting atoms be ignored. If one can reliably refine atomic distances below the resolution of the experiment then what does the resolution signify? Some authors suggest it is simply the resolution of the Fourier map. If this is its only meaning it would suggest one can collect low resolution data and then refine the individual atoms based on chemical knowledge using fixed geometry. The exact meaning of resolution is not discussed or well defined in most small molecule crystallography texts. Thanks for any help and clarification you can give me. Phil Fanwick fanwick@xray.chem.purdue.edu
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Tue, 13 Mar 2001 19:20:41 Re: Refinement and Resolution Dr. Artem Evdokimov [eudokima@mail.ncifcrf.gov] NCI-FCRDC PSB-MCL Protein En Newsgroups: sci.techniques.xtallography Could you clarify a bit ? What kind of ring is it ? What are the numerical values for the ADP's that look suspicious ? In general, unless you're dealing with special cases, saturated carbocycles are not planar (I assume you're working with the ring larger than cyclopropane). Cyclopentane derivatives are known to have conformational disorder in crystals due to low pseudorotation barriers (CCD has at least a few examples I think). In general, though the experimental resolution does not extend to 0.45, I would try and see what happens if you split the pesky carbons and refine with disorder. If the statistics allows it, i.e. if this manipulation does not introduce a significant drop in data/parameter ratio, if the ADP's of the resulting disorder components are normal or close to normal, and if the geometry of the resulting molecule(s) makes more sense - then I'd stick to disordered carbons. Obviously, your discussion of the structure would have a caveat that this part of the molecule cannot be trusted if important conclusions have to be made on the basis of the geometry of these carbons - but then, even if you do not split them you would still have reservations about model accuracy in this area. If it is paramount to your work, can you obtain a higher resolution dataset ? Or go to lower temperature (or perhaps check if rising the temperature does not result in averaging of the disorder or elimination of one of the components)... Just a few thoughts. Artem Evdokimov -- |Dr. Artem Evdokimov Protein Engineering | | NCI-Frederick Tel. (301)846-5401 | | FAX (301)846-7148 | | eudokima@mail.ncifcrf.gov | | http://www.ncifcrf.gov/plague |
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Wed, 14 Mar 2001 01:27:40 Re: Refinement and Resolution Larry M. Henling ]lmh@cco.caltech.edu] California Institute of Technology, Newsgroups: sci.techniques.xtallography Ah, the vagaries of trn Phillip Fanwick
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Wed, 14 Mar 2001 16:07:32 Re: Refinement and Resolution Daniel Schlieper [aeg17@campfire.rrz.uni-koeln.de] Newsgroups: sci.techniques.xtallography Dear Phil, "resolution" in x-ray crystallography the length of the spacing d between the lattice planes to get a deviation angle theta of the Bragg reflection. From the famous Bragg's Law: d = lambda/(2 sin theta) with lambda the wavelength. The minimal d corresponds to the maximal theta and is named "resolution". This has nothing to do with "resolution" as used in light microscopy, stating the minimal distance of two distinguishable points. In fact, in x-ray crystallography, atoms can be distinguished even if they are much closer together than the crystallographic resolution. In protein crystallography, most structures are solved with a x-ray "resolution" d(min) = 2.0--2.5 Angstrom. The root mean square deviation of the atoms ( = "resolution" in light microscopy) in these structures are approx. 0.3 Angstrom. Do you see the difference? And yes, in the protein crystallography, we indeed collect "low" resolution data and then refine the individual atoms based on chemical knowledge. Best regards, Daniel -- Daniel Schlieper Institut fuer Biochemie Zuelpicher Strasse 47 Daniel.Schlieper@Uni-Koeln.De Universitaet zu Koeln Tel.: +49 221 470-6443, Fax: -5092 50674 Koeln, Germany
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Mon, 19 Mar 2001 08:45:42 Re: Refinement and Resolution Rob Hooft rob@hooft.net Newsgroups: sci.techniques.xtallography >>>>> "DS" == Daniel Schlieper
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