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利用标量耦合数据对酰基载体蛋白的核磁共振结构进行优化。

Refinement of the NMR structures for acyl carrier protein with scalar coupling data.

作者信息

Kim Y, Prestegard J H

机构信息

Department of Chemistry, Yale University, New Haven, Connecticut 06511.

出版信息

Proteins. 1990;8(4):377-85. doi: 10.1002/prot.340080411.

Abstract

Structure determination of small proteins using NMR data is most commonly pursued by combining NOE derived distance constraints with inherent constraints based on chemical bonding. Ideally, one would make use of a variety of experimental observations, not just distance constraints. Here, coupling constant constraints have been added to molecular mechanics and molecular dynamics protocols for structure determination in the form of a psuedoenergy function that is minimized in a search for an optimum molecular conformation. Application is made to refinement of a structure for a 77 amino acid protein involved in fatty acid synthesis, Escherichia coli acyl carrier protein (ACP). 54 3JHN alpha coupling constants, 12 coupling constants for stereospecifically assigned side chain protons, and 450 NOE distance constraints were used to calculate the 3-D structure of ACP. A three-step protocol for a molecular dynamics calculation is described, in analogy to the protocol previously used in molecular mechanics calculations. The structures calculated with the molecular mechanics approach and the molecular dynamics approach using a rigid model for the protein show similar molecular energies and similar agreement with experimental distance and coupling constant constraints. The molecular dynamics approach shows some advantage in overcoming local minimum problems, but only when a two-state averaging model for the protein was used, did molecular energies drop significantly.

摘要

利用核磁共振(NMR)数据确定小蛋白质的结构,最常见的方法是将源自核Overhauser效应(NOE)的距离约束与基于化学键的固有约束相结合。理想情况下,人们会利用各种实验观察结果,而不仅仅是距离约束。在此,耦合常数约束已以伪能量函数的形式添加到用于结构确定的分子力学和分子动力学协议中,该伪能量函数在寻找最佳分子构象时被最小化。这一方法应用于对参与脂肪酸合成的一种77个氨基酸的蛋白质——大肠杆菌酰基载体蛋白(ACP)的结构优化。利用54个3JHNα耦合常数、12个立体专一性归属的侧链质子的耦合常数以及450个NOE距离约束来计算ACP的三维结构。描述了一种类似于先前在分子力学计算中使用的协议的分子动力学计算三步协议。使用蛋白质刚性模型的分子力学方法和分子动力学方法计算得到的结构显示出相似的分子能量,并且与实验距离和耦合常数约束具有相似的一致性。分子动力学方法在克服局部最小值问题方面显示出一些优势,但只有当使用蛋白质的双态平均模型时,分子能量才会显著下降。

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