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Numerical Solution to Reynolds Equation for Micro Gas Journal Bearings

机译:微气轴颈轴承雷诺方程的数值解

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摘要

Reynolds equation for gas bearings is a nonlinear partial differential one and its analytical solution usually is difficult to obtain. Therefore numerical method is an effective means to investigate the performance of gas-lubricated journal bearings. In this paper, firstly the modified Reynolds equation for micro gas journal bearings based on Burgdorfer's first order slip boundary condition is put forward. The finite difference method (FDM) is employed to solve the modified Reynolds equation to obtain the pressure distribution for micro gas journal bearings under different reference Knudsen numbers. Numerical analysis shows that the pressure profiles for micro gas journal bearings decrease obviously with the reference Knudsen number increasing.
机译:恢复气体轴承的方程是非线性偏差的,并且通常难以获得其分析溶液。因此,数值方法是研究气体润滑轴颈轴承性能的有效手段。在本文中,提出了基于Burgdorfer的第一阶滑动边界条件的微气轴承的改进的雷诺方程。采用有限差分法(FDM)来解决改进的雷诺方程,以获得在不同参考knudsen号下的微气轴颈轴承的压力分布。数值分析表明,微气环轴承的压力轮廓随着参考knudsen号的增加而显然降低。

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