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Regime Switching Issues and Criteria for Coupled Static-Dynamic Atomistic Methods

机译:静态静态原子耦合方法的区域切换问题和条件

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Coupled static-dynamic atomistic method may be used for coarse graining time in temporal multi-scale atomistic modeling of nano-mechanical problems. This approach can be especially effective for mechanical processes that consist of two distinct phases: the slow phase when the system resides in one local energy minimum and the fast phase associated with a rapid transition from one meta-stable state to another. In this case, the slow phase can be effectively modeled using static energy minimization technique, while the fast phase corresponding to the state transition event may be modeled dynamically. In this case, dynamic modeling is necessary to capture the dynamic effects, such as thermal and inertial, that can not be accounted for in static modeling. One of the major issues of this type of method is to determine when the transitions between the two regimes have to be done. In this presentation, issues of switching between the static and dynamic regimes are outlined and criteria that can be used for effective switching between the two regimes are proposed. In particular, a dynamic-to-static switch based on the kinetic energy and static-to-dynamic switch based on the potential energy are discussed.
机译:在纳米机械问题的时间多尺度原子建模中,静态-动态原子耦合方法可用于粗化时间。这种方法对于由两个不同阶段组成的机械过程尤其有效:系统处于一个局部能量最小值时的慢相和与从一个亚稳态到另一稳态的快速过渡相关的快速相。在这种情况下,可以使用静态能量最小化技术有效地对慢速阶段进行建模,而可以动态地对与状态转换事件相对应的快速阶段进行建模。在这种情况下,必须进行动态建模才能捕获静态建模无法考虑的动态效果,例如热和惯性。这种方法的主要问题之一是确定何时必须在两种制度之间进行过渡。在此演示文稿中,概述了静态和动态方案之间的切换问题,并提出了可用于在两种方案之间进行有效切换的标准。特别地,讨论了基于动能的动态-静态开关和基于势能的静态-动态开关。

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