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Coiled-Coil Response to Mechanical Force: Global Stability and Local Cracking

机译:盘卷对机械力的响应:整体稳定性和局部裂纹

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摘要

Coiled coils are important structural motifs formed by two or more amphipathic α-helices that twist into a supercoil. These motifs are found in a wide range of proteins, including motor proteins and structural proteins, that are known to transmit mechanical loads. We analyze atomically detailed simulations of coiled-coil cracking under load with Milestoning. Milestoning is an approach that captures the main features of the process in a network, quantifying kinetics and thermodynamics. A 112-residue segment of the β-myosin S2 domain was subjected to constant-magnitude (0–200 pN) and constant-direction tensile forces in molecular dynamics simulations. Twenty 20 ns straightforward simulations at several load levels revealed that initial single-residue cracking events (Ψ > 90°) at loads <100 pN were accompanied by rapid refolding without either intra- or interhelix unfolding propagation. Only initial unfolding events at the highest load (200 pN) regularly propagated along and between helices. Analysis of hydrophobic interactions and of interhelix hydrogen bonds did not show significant variation as a function of load. Unfolding events were overwhelmingly located in the vicinity of E929, a charged residue in a hydrophobic position of the heptad repeat. Milestoning network analysis of E929 cracking determined that the mean first-passage time ranges from 20 ns (200 pN) to 80 ns (50 pN), which is ∼20 times the mean first-passage time of an isolated helix with the same sequence.
机译:盘绕的线圈是重要的结构图案,由两个或多个扭曲成超螺旋的两亲性α螺旋形成。这些基序存在于广泛的蛋白质中,包括运动蛋白和结构蛋白,这些蛋白已知可传递机械负荷。我们使用Milestoning分析在负载下盘绕开裂的原子详细模拟。 Milestoning是一种在网络中捕获过程主要特征,量化动力学和热力学的方法。在分子动力学模拟中,β-肌球蛋白S2结构域的112个残基片段受到恒定幅度(0–200 pN)和恒定方向的拉力。在几个载荷水平下的20 ns的直接模拟结果表明,在载荷<100 pN时,最初的单残基开裂事件(°> 90°)伴随着快速重折叠,而没有螺旋内或螺旋间的展开。只有最高载荷(200 pN)的初始展开事件才有规律地沿着和在螺旋之间传播。疏水相互作用和螺旋间氢键的分析没有显示出作为负载函数的显着变化。展开事件绝大多数位于E929附近,七残基重复序列的疏水位置带有电荷。对E929裂纹的Milestoning网络分析确定,平均首次通过时间在20 ns(200 pN)至80 ns(50 pN)范围内,这是具有相同序列的独立螺旋的平均首次通过时间的20倍左右。

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