利用具有构象约束的元动力学评估盘绕线圈的拓扑结构和寡聚状态

Julien, Michel, Evangelia, Notari, Christopher, Wood
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引用次数: 0

摘要

由于其已建立的序列-结构关系以及响应外部刺激(如pH值或温度的变化)改变构象的能力,螺旋蛋白为多状态从头蛋白设计提供了极好的支架。然而,多态螺旋形蛋白质组装的计算设计具有挑战性,因为它需要准确估计多个可选螺旋形构象之间的自由能差。在这里,我们展示了如何使用具有方向,位置和构象约束的元动力学模拟来解决这一挑战。我们表明,即使是细微的序列变化,我们的协议也可以预测盘状线圈二聚体和三聚体的首选拓扑结构,盘状线圈二聚体、三聚体和四聚体的首选寡聚化状态,以及依赖ph的多态系统的切换行为。我们的方法提供了一种预测盘绕线圈设计稳定性的方法,并为计算蛋白质-蛋白质和多蛋白质复合物的结合自由能提供了一个新的框架。
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Assessment of the Topology and Oligomerisation States of Coiled Coils Using Metadynamics with Conformational Restraints
Coiled-coil proteins provide an excellent scaffold for multi-state de novo protein design due to their established sequence-to-structure relationships and ability to switch conformations in response to external stimuli, such as changes in pH or temperature. However, the computational design of multi-state coiled-coil protein assemblies is challenging, as it requires accurate estimates of the free energy differences between multiple alternative coiled-coil conformations. Here, we demonstrate how this challenge can be tackled using metadynamics simulations with orientational, positional and conformational restraints. We show that, even for subtle sequence variations, our protocol can predict the preferred topology of coiled-coil dimers and trimers, the preferred oligomerisation states of coiled-coil dimers, trimers, and tetramers, as well as the switching behaviour of a pH-dependent multi-state system. Our approach provides a method for predicting the stability of coiled-coil designs and offers a new framework for computing binding free energies in protein-protein and multi-protein complexes.
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