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Aerodynamic analysis of compliant journal foil bearings

机译:柔顺轴颈箔轴承的空气动力学分析

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摘要

This thesis provides a detailed study about the aerodynamic analysis of compliant journal foil bearings. In high speed turbomachinery elements, conventional bearings can’t be used since at such a high speed (50000-80000) rpm these bearings get worn and thus they fail. In this project the analysis of a compliant bearing, which has bump foils to enhance the load carrying capacity, has been done. The thin air film between the rotating shaft and the bearing creates the pressure to support the load. Reynolds Equation was first devised for the given compliance system. Due to its nonlinear nature iterative methods are required to solve it. For calculating the pressure distribution and hence the load carrying capacity of the bearings Finite Difference Approximations were used and a unique method, method of quadratic equations was used to find out several parameters. Using MATLAB several codes have been written to find out the pressure profile and the minimum film thickness whose 3 dimensional graphs have been plotted. After the pressure profile has been generated the load carrying capacity has been evaluated for the bearing under the given input parameters. Thereafter several comparisons have been made between the foil and the rigid bearing on the basis of the plots. Finally two different materials, one used for high temperature applications-Inconel X-750 and another used for low temperature applications Aluminium Bronze have been compared to find out their compatibility in different commercial applications based on their load carrying capacity.
机译:本文对顺应轴颈箔轴承的空气动力学分析进行了详细的研究。在高速涡轮机械元件中,不能使用常规轴承,因为在如此高的转速(50000-80000)rpm下,这些轴承会磨损,因此会失效。在该项目中,已经完成了对带有凸块以提高承载能力的柔性轴承的分析。旋转轴和轴承之间的薄空气膜产生压力以支撑负载。雷诺方程最初是为给定的合规系统设计的。由于其非线性性质,需要迭代方法来解决。为了计算轴承的压力分布,从而计算轴承的承载能力,使用了有限差分近似法,并且采用了一种独特的方法-二次方程法来找出几个参数。使用MATLAB编写了一些代码,以找出压力分布图和最小膜厚,并绘制了三维图。在产生压力曲线后,在给定的输入参数下评估了轴承的承载能力。此后,根据图表对箔和刚性轴承进行了几次比较。最后,对两种不同的材料进行了比较,一种用于高温应用-Inconel X-750,另一种用于低温应用铝青铜,以根据其承载能力确定其在不同商业应用中的兼容性。

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    Saha Shubhendra Nath;

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  • 年度 2013
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