首页> 美国卫生研究院文献>Acta Crystallographica. Section D Structural Biology >From deep TLS validation to ensembles of atomic models built from elemental motions. II. Analysis of TLS refinement results by explicit interpretation
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From deep TLS validation to ensembles of atomic models built from elemental motions. II. Analysis of TLS refinement results by explicit interpretation

机译:从深入的TLS验证到从元素运动构建的原子模型的集成。二。通过显式解释分析TLS细化结果

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摘要

TLS modelling was developed by Schomaker and Trueblood to describe atomic displacement parameters through concerted (rigid-body) harmonic motions of an atomic group [Schomaker & Trueblood (1968), Acta Cryst. B>24, 63–76]. The results of a TLS refinement are >T, >L and >S matrices that provide individual anisotropic atomic displacement parameters (ADPs) for all atoms belonging to the group. These ADPs can be calculated analytically using a formula that relates the elements of the TLS matrices to atomic parameters. Alternatively, ADPs can be obtained numerically from the parameters of concerted atomic motions corresponding to the TLS matrices. Both procedures are expected to produce the same ADP values and therefore can be used to assess the results of TLS refinement. Here, the implementation of this approach in PHENIX is described and several illustrations, including the use of all models from the PDB that have been subjected to TLS refinement, are provided.
机译:TLS建模由Schomaker和Trueblood开发,用于通过原子团的协调(刚体)谐波运动描述原子位移参数[Schomaker&Trueblood(1968),Acta Cryst。 B > 24 ,63-76]。 TLS细化的结果是> T ,> L 和> S 矩阵,这些矩阵为属于原子的所有原子提供了单独的各向异性原子位移参数(ADP)。组。可以使用将TLS矩阵的元素与原子参数相关联的公式来解析计算这些ADP。或者,可以从与TLS矩阵相对应的协调原子运动的参数从数值上获得ADP。预计这两个过程将产生相同的ADP值,因此可用于评估TLS细化的结果。这里,描述了PHENIX中此方法的实现,并提供了一些说明,包括使用来自PDB的经过TLS细化的所有模型。

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