Tsao J, Chapman M S, Rossmann M G
Department of Biological Sciences, Purdue University, West Lafayette, Indiana 47907.
Acta Crystallogr A. 1992 May 1;48 ( Pt 3):293-301. doi: 10.1107/s010876739101320x.
Conditions that would permit the complete structure determination of spherical viruses that have high internal symmetry were examined starting only from an initial spherical shell model. Problems were considered that might arise due to the following. 1. Creation of centric phases due to the simple shell model and its position in the unit cell. The centric symmetry can generally be broken on averaging an initial electron density map based on observed structure amplitudes, provided that the internal molecular symmetry is sufficiently non-parallel to the crystallographic symmetry. 2. Choice of the average model shell radius. Some incorrect radii led to the Babinet opposite solution (electron density is negative instead of positive). Phases derived from other models with incorrect radii failed to converge to the correct solution. 3. Error in structure amplitude measurements. 4. Lack of a complete data set. 5. Error in positioning the initial spherical-shell model within the crystal unit cell. It was found that an error of 1.6 A caused noticeable phasing error at a resolution greater than 20 A.
仅从初始球壳模型出发,研究了能够允许对具有高度内部对称性的球形病毒进行完整结构测定的条件。考虑了可能由于以下情况而出现的问题。1. 由于简单的球壳模型及其在晶胞中的位置而产生的中心相位。只要内部分子对称性与晶体学对称性足够不平行,基于观测到的结构振幅对初始电子密度图进行平均时,中心对称性通常可以被打破。2. 平均模型壳半径的选择。一些不正确的半径会导致巴比涅特相反解(电子密度为负而非正)。从具有不正确半径的其他模型导出的相位无法收敛到正确解。3. 结构振幅测量中的误差。4. 缺乏完整数据集。5. 在晶体晶胞内定位初始球壳模型时的误差。发现在分辨率大于20 Å时,1.6 Å的误差会导致明显的相位误差。