Polder maps: improving OMIT maps by excluding bulk solvent

详细信息    查看全文

• 作者：Dorothee Liebschner ; Pavel V. Afonine ; Nigel W. Moriarty ; Billy K. Poon ; Oleg V. Sobolev ; Thomas C. Terwilliger and Paul D. Adams
• 关键词：OMIT maps ; polder maps ; ligand validation ; bulk solvent ; weak density ; residual (difference) Fourier synthesis ; PHENIX
• 刊名：Acta Crystallographica Section D
• 出版年：2017
• 出版时间：February 2017
• 年：2017
• 卷：73
• 期：2
• 页码：148-157
• 全文大小：3158K
• ISSN：1399-0047

文摘

The crystallographic maps that are routinely used during the structure-solution workflow are almost always model-biased because model information is used for their calculation. As these maps are also used to validate the atomic models that result from model building and refinement, this constitutes an immediate problem: anything added to the model will manifest itself in the map and thus hinder the validation. OMIT maps are a common tool to verify the presence of atoms in the model. The simplest way to compute an OMIT map is to exclude the atoms in question from the structure, update the corresponding structure factors and compute a residual map. It is then expected that if these atoms are present in the crystal structure, the electron density for the omitted atoms will be seen as positive features in this map. This, however, is complicated by the flat bulk-solvent model which is almost universally used in modern crystallographic refinement programs. This model postulates constant electron density at any voxel of the unit-cell volume that is not occupied by the atomic model. Consequently, if the density arising from the omitted atoms is weak then the bulk-solvent model may obscure it further. A possible solution to this problem is to prevent bulk solvent from entering the selected OMIT regions, which may improve the interpretative power of residual maps. This approach is called a polder (OMIT) map. Polder OMIT maps can be particularly useful for displaying weak densities of ligands, solvent molecules, side chains, alternative conformations and residues both in terminal regions and in loops. The tools described in this manuscript have been implemented and are available in PHENIX.