方位(导航)
偏心率(行为)
数学
平方(代数)
数学分析
功能(生物学)
冲击压力
机油压力
机械
分布(数学)
泄漏(经济)
几何学
物理
热力学
宏观经济学
天文
进化生物学
政治学
法学
经济
生物
摘要
A short-bearing approximation of pressure distribution in the oil film is presented which is an extension of the pressure-distribution function of Michell and Cardullo and includes end-leakage effects. Equations giving applied load, attitude angle, location and magnitude of peak film pressure, friction, and required oil flow rate as functions of the eccentricity ratio are also given. The capacity number, a basic non dimensional quantity resulting from this analysis is the product of the Sommerfeld number and the square of the length-diameter ratio. Curves determined by this analysis are compared with previously published experimental data and theoretical curves of Sommerfeld and Cameron and Wood. Conclusions reached indicate that this approximation is of practical value for analysis of short bearings.
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