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Enhanced configurational sampling with hybrid non-equilibrium molecular dynamics-Monte Carlo propagator

机译:用杂交非平衡分子动力学 - 蒙特卡罗传播者增强配置采样

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Molecular dynamics (MD) trajectories based on classical equations of motion can be used to sample the configurational space of complex molecular systems. However, brute-force MD often converges slowly due to the ruggedness of the underlying potential energy surface. Several schemes have been proposed to address this problem by effectively smoothing the potential energy surface. However, in order to recover the proper Boltzmann equilibrium probability distribution, these approaches must then rely on statistical reweighting techniques or generate the simulations within a Hamiltonian tempering replica-exchange scheme. The present work puts forth a novel hybrid sampling propagator combining Metropolis-Hastings Monte Carlo (MC) with proposed moves generated by non-equilibrium MD (neMD). This hybrid neMD-MC propagator comprises three elementary elements: (i) an atomic system is dynamically propagated for some period of time using standard equilibrium MD on the correct potential energy surface; (ii) the system is then propagated for a brief period of time during what is referred to as a "boosting phase," via a time-dependent Hamiltonian that is evolved toward the perturbed potential energy surface and then back to the correct potential energy surface; (iii) the resulting configuration at the end of the neMD trajectory is then accepted or rejected according to a Metropolis criterion before returning to step 1. A symmetric two-end momentum reversal prescription is used at the end of the neMD trajectories to guarantee that the hybrid neMD-MC sampling propagator obeys microscopic detailed balance and rigorously yields the equilibrium Boltzmann distribution. The hybrid neMD-MC sampling propagator is designed and implemented to enhance the sampling by relying on the accelerated MD and solute tempering schemes. It is also combined with the adaptive biased force sampling algorithm to examine. Illustrative tests with specific biomolecular systems indicate that the method can yield
机译:基于典型运动方程的分子动力学(MD)轨迹可用于对复杂分子系统进行施加空间。然而,暴力MD通常由于潜在能量表面的粗糙度而缓慢地收敛。已经提出了几种方案来通过有效地平滑潜在的能量表面来解决这个问题。然而,为了恢复正确的Boltzmann平衡概率分布,然后这些方法必须依靠统计重新重量技术或在汉密尔顿回火复制品交换方案中产生模拟。本工作提出了一种新颖的混合采样传播器,将Metropolis-Hastings Monte Carlo(MC)组合,提出由非平衡MD(NEMD)产生的移动。该混合NEMD-MC传播器包括三个基本元件:(i)原子系统在正确的电位能量表面上使用标准平衡MD动态地传播一段时间; (ii)通过时间依赖于扰动潜在能量表面的时间捕获的Hamiltonian,系统被称为“升压阶段”,然后在被捕获的潜在能量表面演变,然后返回正确的潜在能量表面; (iii)然后在返回步骤1之前根据Metropolis标准接受或拒绝在NEMD轨迹的末尾的所得到的配置。在NEMD轨迹的末端使用对称的两端动量反转处方,以保证Hybrid Nemd-MC采样传播传播者obeys微观详细平衡并严格地产生平衡螺柱杆菌分布。设计和实施混合NEMD-MC采样传播器以通过依赖于加速的MD和溶质回火方案来增强采样。它还与自适应偏置力采样算法相结合,用于检查。具有特定生物分子系统的说明性测试表明该方法可以产生

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