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首页> 外文期刊>Journal of chemical theory and computation: JCTC >A New Kinetic Monte Carlo Algorithm for Heteroepitactical Growth: Case Study of C_(60) Growth on Pentacene
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A New Kinetic Monte Carlo Algorithm for Heteroepitactical Growth: Case Study of C_(60) Growth on Pentacene

机译:一种新的动力学等速增长的蒙特卡洛算法:以并四苯生长C_(60)为例

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摘要

A novel multilattice kinetic Monte Carlo algorithm is developed for heteroepitactical growth of a hexagonal lattice material (C_(60)) on an oblique lattice material (pentacene). This algorithm captures the behavior of single molecule and small clusters of C_(60) molecules diffusing, clustering, and reorganizing as monolayers on the surface and switching lattices depending on their local environment. An extensive catalog of jump rates and energy barriers created from molecular dynamics simulations and molecular mechanics is used as the sole input to the method in order to follow the evolution of C_(60) growth on pentacene for time scales approaching a millisecond that are unattainable using molecular dynamics alone.
机译:开发了一种新颖的多晶动力学蒙特卡罗算法,用于在斜晶格材料(并五苯)上异质外延生长六角形晶格材料(C_(60))。该算法捕获了C_(60)分子的单分子和小簇的扩散,聚簇和重组为表面上的单层行为,并根据其局部环境切换晶格的行为。从分子动力学模拟和分子力学创建的跳跃速率和能垒的广泛目录用作该方法的唯一输入,以便跟踪并五苯在C_(60)上的生长演化,时间尺度接近毫秒,而使用仅分子动力学。

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