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Systems analysis and design of dynamically coupled multiscale reactor simulation codes

机译:动态耦合多尺度反应堆仿真代码的系统分析与设计

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摘要

Chemical reacting systems involve phenomena that span several orders of magnitude in time and length scales, from the molecular to the macroscopic. To account for the multiscale character of these processes, many papers have adopted a simulation architecture that employs coupled simulation codes, in which each code simulates the physicochemical phenomena for a different range of length scales in the reacting system. When dynamically coupling codes, it is possible for the codes that solve the individual continuum or non-continuum models to be numerically stable, while the dynamic linkage of the individual codes is numerically unstable. This paper uses control theory to gain insight into these numerical instabilities as well as to design linkage algorithms that modify the dynamic information passed between the individual codes to numerically stabilize their coupling, and to increase the numerical accuracy of the simulation results. The approach is applied to a coupled KMC-FD code for simulating copper electrodeposition in sub-micron trenches. (C) 2004 Elsevier Ltd. All rights reserved.
机译:化学反应系统涉及从分子到宏观跨越时间和长度尺度几个数量级的现象。为了考虑这些过程的多尺度特性,许多论文采用了一种模拟体系结构,该体系结构使用耦合的模拟代码,其中每个代码都针对反应系统中不同长度范围的模拟物理化学现象。在动态耦合代码时,求解单个连续模型或非连续模型的代码在数值上可能是稳定的,而单个代码的动态链接在数值上是不稳定的。本文使用控制理论来深入了解这些数值不稳定性,并设计链接算法,以修改在各个代码之间传递的动态信息,以在数值上稳定它们的耦合,并提高仿真结果的数值准确性。该方法适用于耦合的KMC-FD代码,用于模拟亚微米沟槽中的铜电沉积。 (C)2004 Elsevier Ltd.保留所有权利。

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