Joosten Krista, Cohen Serge X, Emsley Paul, Mooij Wijnand, Lamzin Victor S, Perrakis Anastassis
Department of Molecular Carcinogenesis, Netherlands Cancer Institute, The Netherlands.
Acta Crystallogr D Biol Crystallogr. 2008 Apr;64(Pt 4):416-24. doi: 10.1107/S0907444908001558. Epub 2008 Mar 19.
One of the most cumbersome and time-demanding tasks in completing a protein model is building short missing regions or ;loops'. A method is presented that uses structural and electron-density information to build the most likely conformations of such loops. Using the distribution of angles and dihedral angles in pentapeptides as the driving parameters, a set of possible conformations for the C(alpha) backbone of loops was generated. The most likely candidate is then selected in a hierarchical manner: new and stronger restraints are added while the loop is built. The weight of the electron-density correlation relative to geometrical considerations is gradually increased until the most likely loop is selected on map correlation alone. To conclude, the loop is refined against the electron density in real space. This is started by using structural information to trace a set of models for the C(alpha) backbone of the loop. Only in later steps of the algorithm is the electron-density correlation used as a criterion to select the loop(s). Thus, this method is more robust in low-density regions than an approach using density as a primary criterion. The algorithm is implemented in a loop-building program, Loopy, which can be used either alone or as part of an automatic building cycle. Loopy can build loops of up to 14 residues in length within a couple of minutes. The average root-mean-square deviation of the C(alpha) atoms in the loops built during validation was less than 0.4 A. When implemented in the context of automated model building in ARP/wARP, Loopy can increase the completeness of the built models.
完成蛋白质模型时最繁琐且耗时的任务之一是构建短的缺失区域或“环”。本文提出了一种利用结构和电子密度信息来构建此类环最可能构象的方法。以五肽中角度和二面角的分布作为驱动参数,生成了一组环的Cα主链的可能构象。然后以分层方式选择最可能的候选构象:在构建环时添加新的更强的约束。相对于几何因素,电子密度相关性的权重逐渐增加,直到仅根据图谱相关性选择最可能的环。最后,在真实空间中根据电子密度对环进行优化。这首先通过使用结构信息来追踪环的Cα主链的一组模型来开始。仅在算法的后期步骤中,电子密度相关性才用作选择环的标准。因此,该方法在低密度区域比以密度作为主要标准的方法更稳健。该算法在一个环构建程序Loopy中实现,该程序既可以单独使用,也可以作为自动构建循环的一部分使用。Loopy可以在几分钟内构建长度达14个残基的环。验证过程中构建的环中Cα原子的平均均方根偏差小于0.4埃。当在ARP/wARP的自动模型构建环境中实现时,Loopy可以提高构建模型的完整性。