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Flow Properties of Fluids Confined in Parallel-Plate Nanochannels

机译:平行板纳米中限制的流体的流动性能

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Molecular dynamics simulations are carried out to explore the fluid flows in parallel-plate nanochannels. A "channel moving" pressure-driven model is utilized to study the planar Poiseuille flows. Considering the slip boundary conditions, relationships among the pressure gradient, mean flow velocity and the channel width are investigated to couple the atomistic regime to continuum. The results show that the mean flow velocity almost linearly increases with the increase of the pressure gradient. The slope of the linear relationship between the pressure gradient and the mean flow velocity is nonlinearly decreased with increasing the channel width. The results indicate that the approximate accuracy is reduced with decreasing the channel width while the pressure-driven flows confined in nanochannels are approximately described by the Navier-Stokes equations.
机译:进行分子动力学模拟,以探索平行板纳米中的流体流动。使用“通道移动”压力驱动模型来研究平面泊石流动。考虑到滑动边界条件,研究了压力梯度,平均流速和沟道宽度之间的关系,以将原子制度耦合到连续体。结果表明,随着压力梯度的增加,平均流速几乎线性地增加。随着沟道宽度的增加,压力梯度和平均流速之间的线性关系的斜率是非线性地减小。结果表明,随着沿着纳米中限制限制的压力驱动的流量,近似准确度降低了近似的精度,而Navier-Stokes方程则大致描述。

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