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首页> 外文期刊>The Journal of Chemical Physics >Gaussian split Ewald: A fast Ewald mesh method for molecular simulation
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Gaussian split Ewald: A fast Ewald mesh method for molecular simulation

机译:高斯分裂Ewald:用于分子模拟的快速Ewald网格方法

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Gaussian split Ewald (GSE) is a versatile Ewald mesh method that is fast and accurate when used with both real-space and k-space Poisson solvers. While real-space methods are known to be asymptotically superior to k-space methods in terms of both computational cost and parallelization efficiency, k-space methods such as smooth particle-mesh Ewald (SPME) have thus far remained dominant because they have been more efficient than existing real-space methods for simulations of typical systems in the size range of current practical interest. Real-space GSE, however, is approximately a factor of 2 faster than previously described real-space Ewald methods for the level of force accuracy typically required in biomolecular simulations, and is competitive with leading k-space methods even for systems of moderate size. Alternatively, GSE may be combined with a k-space Poisson solver, providing a conveniently tunable k-space method that performs comparably to SPME. The GSE method follows naturally from a uniform framework that we introduce to concisely describe the differences between existing Ewald mesh methods. (C) 2005 American Institute of Physics.
机译:高斯分裂Ewald(GSE)是一种通用的Ewald网格方法,当与实空间和k空间泊松求解器一起使用时,快速而准确。虽然在计算成本和并行化效率方面,已知实空间方法在渐近性上优于k空间方法,但迄今为止,k空间方法(例如光滑粒子网格Ewald(SPME))仍然占主导地位,因为它们更加实用在当前实际关注的大小范围内,比现有的真实空间方法更有效地模拟典型系统。但是,对于生物分子模拟中通常需要的力精度水平,实际空间GSE比以前描述的实际空间Ewald方法快大约2倍,并且即使对于中等大小的系统,也可以与领先的k空间方法相竞争。可选地,GSE可以与k空间泊松解算器结合使用,从而提供一种与SPME相当性能的可方便调整的k空间方法。 GSE方法自然遵循我们引入的统一框架,以简洁地描述现有Ewald网格方法之间的差异。 (C)2005美国物理研究所。

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