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All-atom molecular dynamics simulations using orientational constraints from anisotropic NMR samples

机译:使用来自各向异性NMR样品的取向约束的全原子分子动力学模拟

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摘要

Orientational constraints obtained from solid state NMR experiments on anisotropic samples are used here in molecular dynamics (MD) simulations for determining the structure and dynamics of several different membrane-bound molecules. The new MD technique is based on the inclusion of orientation dependent pseudo-forces in the COSMOS-NMR force field. These forces drive molecular rotations and re-orientations in the simulation, such that the motional time-averages of the tensorial NMR properties approach the experimentally measured parameters. The orientational-constraint-driven MD simulations are universally applicable to all NMR interaction tensors, such as chemical shifts, dipolar couplings and quadrupolar interactions. The strategy does not depend on the initial choice of coordinates, and is in principle suitable for any flexible molecule. To test the method on three systems of increasing complexity, we used as constraints some deuterium quadrupolar couplings from the literature on pyrene, cholesterol and an antimicrobial peptide embedded in oriented lipid bilayers. The MD simulations were able to reproduce the NMR parameters within experimental error. The alignment of the three membrane-bound molecules and some aspects of their conformation were thus derived from the NMR data, in good agreement with previous analyses. Furthermore, the new approach yielded for the first time the distribution of segmental orientations with respect to the membrane and the order parameter tensors of all three systems.
机译:从各向异性样品的固态NMR实验获得的取向约束在此处用于分子动力学(MD)模拟中,以确定几种不同的膜结合分子的结构和动力学。新的MD技术基于在COSMOS-NMR力场中包含与方向有关的伪力。这些力在模拟中驱动分子旋转和重新定向,从而使张量NMR特性的运动时间平均值接近实验测量的参数。方向约束驱动的MD模拟普遍适用于所有NMR相互作用张量,例如化学位移,偶极耦合和四极相互作用。该策略不依赖于坐标的初始选择,并且原则上适用于任何柔性分子。为了在越来越复杂的三个系统上测试该方法,我们将constraints,胆固醇和嵌入定向脂质双层中的抗菌肽文献中的一些氘四极偶合作为约束条件。 MD模拟能够在实验误差范围内再现NMR参数。因此,这三个与膜结合的分子的排列及其构象的某些方面是根据NMR数据得出的,与先前的分析非常吻合。此外,新方法首次产生了相对于膜和所有三个系统的阶次参数张量的节段取向分布。

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