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A hybrid molecular continuum method using point wise coupling

机译:点向耦合的杂化分子连续体方法

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摘要

Over the past decade, advances in micro and nanofluidics, have influenced a range of areas spanning from chemistry to semiconductor design. The phenomena observed at micro- and nano-scales are characterised by their inherent multiscaie nature. Accurate numerical modelling of these phenomena is the cornerstone to enhance the applicability of micro and nanofluidics in the industrial environment. In this paper a novel multiscaie approach, in the hybrid continuum-molecular framework, is presented. In this approach molecular models are employed as refinement for calculating data required by the continuum solver. The method has been applied to a number of test cases including Couette flows with slip boundary conditions, Couette flows with roughness and Poiseuille flows of polymeric fluids.
机译:在过去的十年中,微流体和纳米流体的发展已经影响了从化学到半导体设计的各个领域。在微米和纳米尺度上观察到的现象以其固有的多尺度性质为特征。这些现象的精确数值建模是提高微流体和纳米流体在工业环境中的适用性的基石。在本文中,提出了一种在杂种连续分子框架中的新颖多尺度方法。在这种方法中,分子模型被用作完善计算连续体求解器所需数据的方法。该方法已应用于许多测试案例,包括具有滑移边界条件的Couette流,具有粗糙度的Couette流和聚合物流体的Poiseuille流。

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