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在泊松-玻尔兹曼分子动力学中实现节能:有限差分算法的准确性和精确性

Achieving Energy Conservation in Poisson-Boltzmann Molecular Dynamics: Accuracy and Precision with Finite-Difference Algorithms.

作者信息

Wang Jun, Cai Qin, Li Zhi-Lin, Zhao Hong-Kai, Luo Ray

机构信息

Department of Molecular Biology and Biochemistry, University of California, Irvine, CA 92697.

出版信息

Chem Phys Lett. 2009 Jan 22;468(4-6):112-118. doi: 10.1016/j.cplett.2008.12.049.

Abstract

Violation of energy conservation in Poisson-Boltzmann molecular dynamics, due to the limited accuracy and precision of numerical methods, is a major bottleneck preventing its wide adoption in biomolecular simulations. We explored the ideas of enforcing interface conditions by the immerse interface method and of removing charge singularity to improve the finite-difference methods. Our analysis of these ideas on an analytical test system shows significant improvement in both energies and forces. Our analysis further indicates the need for more accurate force calculation, especially the boundary force calculation.

摘要

由于数值方法的精度和准确性有限,泊松-玻尔兹曼分子动力学中能量守恒的违反是阻碍其在生物分子模拟中广泛应用的主要瓶颈。我们探索了通过浸入界面法强制执行界面条件以及消除电荷奇异性以改进有限差分方法的思路。我们在一个解析测试系统上对这些思路的分析表明,能量和力都有显著改善。我们的分析进一步表明需要更精确的力计算,尤其是边界力计算。

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