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Ideal bond lengths and angles in nucleic acid structures: an update for the 2020s

机译:核酸结构中的理想粘合长度和角度:2020s的更新

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In this issue of Acta Crystallographica Section B, a toolkit for analysis of nucleic acid structures is reported byMariusz Jaskolski and co-workers (Gilski et al., 2019). This paper is a valuable addition to the toolkit for analysis of nucleic acid structures. It alters the specific optimal values for bond-length and bond-angle restraint values in Watson-Crick base pairs. It also reduces the variability in those values beyond what is currently available, which are based on a study by Parkinson et al (1996). The approach taken here, incorporating Cambridge Structural Database (CSD; Groom et al., 2016) structures, quantum-mechanical calculations, and two ultra-high resolution nucleic acid crystal structures in the Protein Data Bank (PDB; Berman et al., 2000), provides a robust basis for both the ideal bond-length and bond-angle values and for the estimated variability in those values. The Parkinson study was based only on CSD structures available in 1996; the Gilski study has ten times as many CSD structures from which to draw, and the authors are combining the CSD analyses with these other two sources of information. They provide tables of bond lengths and angles not only for CG and AT pairs, but also for the isolated bases, for an isocytosine-isoguanine base pair, and for isocytosine and isoguanine alone. The authors subject the data to an elaborate statistical analysis that provides further justification for their values. They also inquire into whether the bond lengths and angles found in isolated bases differ significantly from those found in base pairs: the answer is that the differences are small but discernable.
机译:在该问题的Acta Crystapraphica Section B中,Jaskolski和同事报告了核酸结构分析的工具包(Gilski等,2019)。本文是用于分析核酸结构的工具包的有价值的补充。它改变了Watson-Crick碱基对中的键合长度和键角约束值的特定最佳值。它还降低了目前可用的价值的可变性,这是基于Parkinson等(1996)的研究。在此处采用的方法,包括剑桥结构数据库(CSD; Gromen等,2016)结构,量子 - 机械计算和蛋白质数据库中的两种超高分辨率核酸晶体结构(PDB; Berman等,2000 ),为理想的键合长度和键角值提供鲁棒基础,以及这些值中的估计可变性。帕金森研究仅基于1996年提供的CSD结构; Gilski研究有十倍的CSD结构,从中绘制,作者正在将CSD分析与这些其他两个信息来源相结合。它们不仅为CG和成对提供粘合长度和角度,而且为单独的异氰酸盐 - 异叶碱基对,也为单独的碱提供表格,而且仅为分离的碱。作者将数据进行详细说明统计分析,为其价值提供了进一步的理由。他们还询问孤立基座中发现的债券长度和角度是否显着不同于基对中的那些:答案是差异很小但可辨别。

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