If one make a proper transformation :-/ and supply a correct space group, absent reflections will be printed in the end of scale.log Dr Felix Frolow Professor of Structural Biology and Biotechnology Department of Molecular Microbiology and Biotechnology Tel Aviv University 69978, Israel
Acta Crystallographica F, co-editor e-mail: mbfro...@post.tau.ac.il Tel: ++972-3640-8723 Fax: ++972-3640-9407 Cellular: 0547 459 608 On May 8, 2012, at 24:00 , Phil Jeffrey wrote: > The program that does the indexing in HKL is Denzo. Denzo doesn't care about > the space group. It cares about the point group (cf. Ethan's point) and the > cell dimensions, because it integrates the data without regard to the > symmetry expressed in the intensities - however it does take notice of the > restrictions placed on cell dimensions by point groups. Denzo therefore > picks primitive orthorhombic cells in a<b<c. > > Scalepack scales the integrated data but does not reindex the data if you > tell it the space group is P22121. Therefore unit cell choice in HKL is by > default driven by cell edge size. Scalepack has the ability to reindex the > data, for those of us that like to work in P21212 rather than P22121. > > On Mon, May 7, 2012 at 3:33 PM, Ethan Merritt > > Scaling is done in a point group, not a space group. > > My quibble with this statement is that the output reflection data from > Scalepack differs depending on what space group you tell it, since systematic > absences along h00, 0k0 and 00l in P2x2x2x are not written out. The number > of reflections affected is quite small, of course. > > > Phil Jeffrey > Princeton > > > > > On 5/7/12 4:48 PM, Jacob Keller wrote: >> Is it true that HKL adopts the naming convention of putting the screw >> axes first and then naming a<b<c if possible, whereas CCP4 just makes >> the cell a<b<c? E.g., would HKL ever output by default a p22121 dataset, >> or would it automatically be p21212? >> >> JPK >> >> On Mon, May 7, 2012 at 3:33 PM, Ethan Merritt <merr...@u.washington.edu >> <mailto:merr...@u.washington.edu>> wrote: >> >> On Monday, May 07, 2012 01:09:25 pm Shya Biswas wrote: >> > Hi all, >> > I was wondering if anyone knows how to convert the P21221 to P21212 >> > spacegroup in HKL2000. I scaled the data set in P21212 in HKL >> 2000 but I >> > got a correct MR solution in P21221 spacegroup. >> >> Shya: >> >> Scaling is done in a point group, not a space group. >> >> The point group P222 contains both space groups P2(1)22(1) and >> P2(1)2(1)2, >> so your original scaling is correct in either case. >> >> It is not clear from your query which of two things happened: >> >> 1) The MR solution kept the same a, b, and c axis assignments but made a >> different call on whether each axis did or did not correspond to a >> 2(1) screw. >> In this case you don't need to do anything to your files. Just make sure >> that you keep the new space group as you go forward into refinement. >> >> 2) The MR solution kept the orginal screw-axis identifications but >> permuted the axes to the standard setting (non-screw axis is >> labelled "c"). >> In this case you will need to construct a file containing the permuted >> indices. For example, the reflection originally labeled (h=1 k=2 >> l=3) is now >> (h=3 k=1 l=2). There are several programs that can help you do this, >> including the HKL2000 GUI. But you do not need to go back into HKL >> if you don't want to. You could, for example, use the ccp4i GUI to >> select >> -> Reflection Data Utilities >> -> Reindex Reflections >> Define Transformation Matrix by entering reflection transformation >> h=l k=h l=k >> >> >> Ethan >> >> >> > I have a script file that >> > runs with scalepack but was wondering if there is an easier way >> to do it >> > with HKL2000 gui mode. >> > thanks, >> > Shya >> > >> >> -- >> Ethan A Merritt >> Biomolecular Structure Center, K-428 Health Sciences Bldg >> University of Washington, Seattle 98195-7742 >> >> >> >> >> -- >> ******************************************* >> Jacob Pearson Keller >> Northwestern University >> Medical Scientist Training Program >> email: j-kell...@northwestern.edu <mailto:j-kell...@northwestern.edu> >> *******************************************
