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首页> 外文期刊>Journal of Tribology >Mathematical model for gas bearing with holes of tangential supply
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Mathematical model for gas bearing with holes of tangential supply

机译:切向供气孔气体轴承的数学模型

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摘要

To investigate the dynamic characteristics of gas bearings with holes of tangential supply (TS bearing), drawing on the modified Reynolds equations proposed by Mori, we present new governing equations and their reasonable boundary conditions.Using this mathematical model, the inertia effect of the supplied gas on the aerodynamic film force can be evaluated properly. The governing equations are solved numerically using Finite Element Method (FEM), and the pressure distribution of the gas inthe bearing, the critical whirl ratio and so on, are calculated for a typical design. Some results for a cylindrical journal bearing (CJ bearing) and ordinary bearing with holes of radial supply (RS bearing) are also provided for comparison.
机译:为了研究具有切向供应孔的气体轴承(TS轴承)的动态特性,利用Mori提出的改进的Reynolds方程,我们提出了新的控制方程及其合理的边界条件。使用该数学模型,供应的惯性效应气体对气动薄膜力的影响可以正确评估。使用有限元方法(FEM)对控制方程进行数值求解,并针对典型设计计算轴承中气体的压力分布,临界涡流比等。还提供了一些圆柱轴承的轴承(CJ轴承)和带有径向供油孔的普通轴承(RS轴承)的一些结果供比较。

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