Fractal model of temperature distribution of frictional interface in contacting mechanical seals

被引:0
|
作者
机构
[1] Ding, Xuexing
[2] Yan, Ruqi
[3] Chen, Jinlin
[4] Zhai, Xiao
来源
Yan, Ruqi | 1600年 / Materials China卷 / 65期
关键词
Numerical methods - Probability distributions - Density functional theory - Friction - Fractal dimension - Seals - Rotating machinery;
D O I
10.3969/j.issn.0438-1157.2014.11.047
中图分类号
学科分类号
摘要
In order to reveal the temperature distribution of the frictional interface mechanical seals, the end face morphology of mechanical seals was characterized by fractal parameters. According to re-established contact deformation model of the micro-convex body, the fractal model of the maximum temperature and the temperature distribution of mechanical seals were established by heat exchange and probability theory. With numerical methods its maximum temperature, temperature distribution and influence factors were analyzed. The highest temperature of frictional interfaces increased linearly with increasing rotating speed when fractal dimension was constant. But the highest temperature of frictional interfaces decreased nonlinearly with increasing fractal dimension when rotating speed was constant. Dimensionless maximum contact temperature also increased as dimensionless characteristic scale was larger. When lubricant film vaporization temperature was known, the real contact area of the non-normal lubrication part could be calculated by using the temperature distribution density function, providing foundation for further research on wear and heat damage and had great significance both in operating and design of contacting mechanical seals. ©All Rights Reserved.
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