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Secondary slip structures in heated micro-geometries

机译:加热的微几何结构中的次级滑动结构

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Design of gaseous MEMS devices is currently very limited by restrictions of the experimental visualisation techniques! Flow behaviour on such scales resultant from the geometrical confinement is significantly affected by slip phenomena where curvature of the wall and gradients of density and temperature influence flow patterns. This paper presents a numerical study of steady low Reynolds (Re « 1) and low Knudsen (Kn«0.1) numbers in heated microchannel systems with curved walls. The flows, that will be described here, are characterised by vortex structures despite their very low Reynolds numbers. The performed investigation gives new insight to the flow behaviour for such conditions with an extensive topological study of the resultant flow structures. As an application we propose gaseous microfluidic systems, such as a flow diode. This study is unique in its application of Navier-Stokes set of equations with a secondary slip wall boundary condition formulation for non-isothermal domains.
机译:气态MEMS器件的设计目前受实验可视化技术的限制非常有限!由几何限制产生的这种尺度上的流动行为受到滑移现象的显着影响,其中壁的曲率以及密度和温度的梯度会影响流动模式。本文介绍了在带有弯曲壁的加热微通道系统中稳定的低雷诺数(Re«1)和低克努森数(Kn«0.1)的数值研究。尽管它们的雷诺数非常低,但这里将要描述的这些流的特征是涡旋结构。进行的研究通过对所得流动结构进行广泛的拓扑研究,为这种条件下的流动行为提供了新的见解。作为一种应用,我们提出了气态微流体系统,例如流量二极管。这项研究的独特之处在于它在Navier-Stokes方程组的应用中具有针对非等温域的辅助滑移壁边界条件公式。

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