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Bridging the gap between thermodynamic integration and umbrella sampling provides a novel analysis method: 'umbrella integration'

机译:缩小热力学积分和伞式采样之间的差距提供了一种新颖的分析方法:“伞式积分”

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摘要

We present a method to analyze biased molecular-dynamics and Monte Carlo simulations, also known as umbrella sampling. In the limiting case of a strong bias, this method is equivalent to thermodynamic integration. It employs only quantities with easily controllable equilibration and greatly reduces the statistical errors compared to the standard weighted histogram analysis method. We show the success of our approach for two examples, one analytic function, and one biological system. (c) 2005 American Institute of Physics.
机译:我们提出了一种分析偏向分子动力学和蒙特卡洛模拟的方法,也称为伞形采样。在强偏置的极限情况下,此方法等效于热力学积分。与标准加权直方图分析方法相比,它仅使用易于控制的平衡量,并大大减少了统计误差。我们通过两个示例,一个分析功能和一个生物系统展示了我们方法的成功。 (c)2005年美国物理研究所。

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