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使用混合蒙特卡罗模拟研究蛋白质耦合吸附与稳定性的热力学

Thermodynamics of coupled protein adsorption and stability using hybrid Monte Carlo simulations.

作者信息

Zhong Ellen D, Shirts Michael R

机构信息

Department of Chemical Engineering, University of Virginia , Charlottesville, Virginia 22904, United States.

出版信息

Langmuir. 2014 May 6;30(17):4952-61. doi: 10.1021/la500511p. Epub 2014 Apr 22.

Abstract

A better understanding of changes in protein stability upon adsorption can improve the design of protein separation processes. In this study, we examine the coupling of the folding and the adsorption of a model protein, the B1 domain of streptococcal protein G, as a function of surface attraction using a hybrid Monte Carlo (HMC) approach with temperature replica exchange and umbrella sampling. In our HMC implementation, we are able to use a molecular dynamics (MD) time step that is an order of magnitude larger than in a traditional MD simulation protocol and observe a factor of 2 enhancement in the folding and unfolding rate. To demonstrate the convergence of our systems, we measure the travel of our order parameter the fraction of native contacts between folded and unfolded states throughout the length of our simulations. Thermodynamic quantities are extracted with minimum statistical variance using multistate reweighting between simulations at different temperatures and harmonic distance restraints from the surface. The resultant free energies, enthalpies, and entropies of the coupled unfolding and absorption processes are in qualitative agreement with previous experimental and computational observations, including entropic stabilization of the adsorbed, folded state relative to the bulk on surfaces with low attraction.

摘要

更好地理解蛋白质吸附时稳定性的变化,有助于改进蛋白质分离过程的设计。在本研究中,我们使用具有温度复制交换和伞形采样的混合蒙特卡罗(HMC)方法,研究了模型蛋白——链球菌蛋白G的B1结构域的折叠与吸附的耦合情况,该耦合情况是表面吸引力的函数。在我们的HMC实现中,我们能够使用比传统分子动力学(MD)模拟协议大一个数量级的分子动力学时间步长,并观察到折叠和展开速率提高了2倍。为了证明我们系统的收敛性,我们在整个模拟过程中测量序参量的变化——折叠态与非折叠态之间天然接触的比例。使用不同温度下模拟之间的多状态重加权以及来自表面的谐波距离约束,以最小统计方差提取热力学量。耦合的展开和吸附过程的自由能、焓和熵的结果与先前的实验和计算观察结果在定性上一致,包括在低吸引力表面上,吸附的折叠态相对于本体的熵稳定化。

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