波纹度
雷诺方程
机械
方位(导航)
材料科学
偏心率(行为)
刚度
理论(学习稳定性)
润滑油
离散化
雷诺数
数学
复合材料
物理
数学分析
计算机科学
天文
机器学习
湍流
法学
政治学
作者
Arun Bangotra,Sanjay Sharma
摘要
Abstract This study presents the impact of full and partial surface waviness on the dynamic and stability performance of the journal bearing. The Reynolds equation is modified to account for the impact of surface waviness, and the lubricant domain is discretized using the Finite element method to obtain dynamic characteristics such as stiffness and damping coefficients and stability parameters, that is, threshold speed. Different wave numbers in the axial, circumferential and mixed directions are considered at variable wave amplitudes in different regions at an average eccentricity ratio of 0.6 to obtain the optimum values. The obtained results reveal that by application of waviness in the full region and partial waviness in the pressure‐reducing region on the bearing surface provides the enhanced value of stability parameter, fluid film stiffness and dynamic coefficients as compared to the simple journal bearing under the same working conditions.
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