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Thermohydrostatic analysis of capillary compensated symmetric hole-entry hybrid journal bearing operating with non-Newtonian lubricant

机译:使用非牛顿润滑剂的毛细管补偿对称孔进入混合轴颈轴承的热静力学分析

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摘要

Purpose - Every high speed machine, demanding high level of perfection, can operate successfully through a precise design of bearings. Such a design can be formulated after carefully studying both static and dynamic characteristics of the journal bearing. The present paper aims to describe the study of static and dynamic performance of a hole-entry hybrid journal bearing system compensated with capillary restrictor by considering the combined influence of thermal effects and non-Newtonian behavior of the lubricant. Design/methodology/approach - The variation of the viscosity due to the non-Newtonian behavior of the lubricant and temperature rise is considered in the study. The numerical solution of the generalized Reynold's, equation governing the flow of the lubricant having variable viscosity along with the energy and heat conduction equations is obtained using finite element method. The non-Newtonian lubricant has been assumed to follow the cubic shear stress law. The study includes performance of a double row symmetric hole entry hybrid journal bearing configuration containing 12 holes per row. Findings - The results indicate that change in viscosity of lubricant affects the bearing design parameters. Originality/value - The paper shows that accurate theoretical modeling of the bearing is an effective tool for the selection of design parameter such as bearing land width ratio ({partial deriv}{top}-){sub}b, restrictor design parameter (C{top}-){sub}(s2), and non-linearity factor K{top}-.
机译:目的-每台要求高度完美的高速机器都可以通过精确的轴承设计来成功运行。通过仔细研究轴颈轴承的静态和动态特性,可以制定出这样的设计。本文旨在通过考虑润滑剂的热效应和非牛顿行为的综合影响,来描述带毛细管限流器的带孔混合轴颈轴承系统的静态和动态性能的研究。设计/方法/方法-在研究中考虑了由于润滑剂的非牛顿行为和温度升高引起的粘度变化。使用有限元方法获得了广义雷诺方程的数值解,该方程控制了粘度可变的润滑剂的流动,以及能量和热传导方程。假定非牛顿润滑剂遵循立方剪切应力定律。该研究包括每排包含12个孔的双列对称孔进入混合轴颈轴承配置的性能。结果-结果表明,润滑剂粘度的变化会影响轴承的设计参数。原创性/价值-本文表明,轴承的精确理论建模是选择设计参数(例如轴承凸台宽度比({偏导} {top}-){sub} b,限流器设计参数(C))的有效工具{top}-){sub}(s2),以及非线性因子K {top}-。

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