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适用于幂律流体螺旋密封封液能力近似解析分析
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昆明理工大学学科方向团队资助项目.


Approximate Analytic Method on Sealing Capability of Helical Seal for Seal Powerlaw Fluid
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    摘要:

    为研究密封介质为非牛顿流体的螺旋密封封液性能,以幂律流体为研究对象,基于CREASE推导的密封介质为牛顿液体时螺旋密封封液能力计算方法,将幂律流体二维定常流动速度分布方程替代牛顿流体二维定常流动速度分布方程,近似解析得到密封介质为幂律流体的螺旋密封封液能力表达式。将近似解析计算结果与利用Fluent软件模拟的结果进行对比,两者数据较为吻合。利用提出的近似解析法,分别分析操作参数和几何结构参数对封液能力的影响。结果表明,当螺旋密封用于密封幂律流体时,封液能力随稠度系数、流性指数、转速的增加而增大;随螺旋角、相对槽宽、相对槽深的增加先增大再减小。

    Abstract:

    In order to analyze the performance of the helical seal with the nonNewtonian fluid as seal medium,taking powerlaw fluid as the research object and based on CREASE’s sealing capability equation for Newtonian liquid lubricated helical seal,the sealing capability equation for powerlaw fluid lubricated helical seal was obtained with approximate analysis method by replacing the velocity distribution equation of the two dimensional steady flow of Newtonian fluid with the velocity distribution equation of the two dimensional steady flow of powerlaw fluid.A comparison was made with the results for this approximate analytic method and the numerical simulation by Fluent software,which showed the results between the two methods were consistent.The influence of operating parameters and geometric parameters on the sealing capability was analyzed by the approximate analytic method.The results show that the sealing capability is increased with the increasing of flow behavior index,consistency coefficient and shaft speed,and increased at first and then decreased with the increasing of spiral angel,relative groove width and relative depth.

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陈果,宋鹏云.适用于幂律流体螺旋密封封液能力近似解析分析[J].润滑与密封,2017,42(7):66-71.
. Approximate Analytic Method on Sealing Capability of Helical Seal for Seal Powerlaw Fluid[J]. Lubrication Engineering,2017,42(7):66-71.

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  • 在线发布日期: 2018-02-27
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