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Multiple-Relaxation-Time Lattice Boltzmann Model for Squeeze Film Air Damping of Large Knudsen Number in MEMS

机译:MEMS中大克努森数挤压膜空气阻尼的多重弛豫时间格子Boltzmann模型

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The study of squeeze-film damping (SFD) of micro-resonant devices under large Knudsen (Kn) number is of great significance for the design of micro-nano devices. In the case of large Kn number, the Reynolds equation based on the continuum assumption is no longer applicable, so new methods are needed to research SFD. In this paper, a Multiple-Relaxation-Time Lattice Boltzmann Model (MRT-LBM) is established for the SFD of rectangular cantilever in transition regime, and the quality factor results are compared with experimental results together with the results of Monte Carlo (MC) model and FEM simulation. Moreover, the effects of Kn number and the size of the structure are studied. The results show that the MRT-LBM model is consistent with the experimental results under various conditions, and the MC model and FEM simulation show large deviations.
机译:大努数(Kn)数下微谐振器件的挤压膜阻尼(SFD)的研究对于微纳米器件的设计具有重要意义。在大Kn数的情况下,基于连续统假设的雷诺方程不再适用,因此需要新的方法来研究SFD。本文建立了矩形悬臂梁在过渡状态下SFD的多重弛豫时间格子玻尔兹曼模型(MRT-LBM),并将品质因数结果与实验结果以及蒙特卡洛(MC)的结果进行了比较。模型和有限元模拟。此外,研究了Kn数和结构尺寸的影响。结果表明,MRT-LBM模型在各种条件下均与实验结果吻合,而MC模型和FEM仿真显示出较大的偏差。

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