基于有限元法的三种表面缺陷对 O 型圈密封件性能影响的研究

Jia-Bin Wu, Li Li, Pin-Jian Wang
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引用次数: 0

摘要

O 形圈的性能对于采用 O 形圈密封的各种核心设备或部件至关重要。符合质量标准的 O 形圈表面瑕疵可以投入使用。然而,表面缺陷的存在将不可避免地影响 O 形圈密封件的性能。为此,本研究建立了符合 ISO 标准的 O 形圈结构非线性有限元模型,该 O 形圈结构具有理想的圆形截面和三种表面缺陷(分型线凸出、反向卷边和过度修边)。在此基础上,对它们的接触条件和应力分布进行了计算、分析、讨论和比较。结果表明,缺陷所在区域的最大接触压力会增加,缺陷的存在不会降低密封性能。低压条件下的回缩和过度修边不会影响最大 Von-Mises 应力。而高压条件下的回缩和分模线凸出会使最大 Von-Mises 应力显著增加。特别是在流体压力为 10 兆帕时,回缩会使最大 Von-Mises 应力增加 21%,而分型线突出会使应力增加 198%。应力的大幅增加会增加疲劳失效和断裂的可能性。
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Study on the effects of three surface imperfections on the performance of O-ring seals based on the finite element method
The performance of O-rings is crucial to the large variety of core equipment or components that employ O-ring seals. O-ring surface imperfections that meet quality standards are allowed to be put into service. However, the presence of surface imperfections will inevitably affect the performance of the O-ring seal. To this end, in this study, nonlinear finite element models of O-ring structures with an ideal circular cross section and three surface imperfections of parting line projection, backrind, and excessive trimming in accordance with ISO standards are developed. On this basis, their contact conditions and stress distributions are calculated, analyzed, discussed, and compared. The results show that the maximum contact pressure in the area where the imperfection is located increases and that the presence of the imperfection does not reduce the sealing performance. Backrind under low pressure conditions and excessive trimming do not affect the maximum Von-Mises stress. While backrind under high pressure conditions and parting line projection can make the maximum Von-Mises stress increase significantly. In particular, at a fluid pressure of 10 MPa, backrind causes a 21% increase in the maximum Von-Mises stress, while parting line projection causes a 198% increase. Such a large increase in stress will increase the likelihood of fatigue failure and breakage.
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来源期刊
CiteScore
3.80
自引率
10.00%
发文量
625
审稿时长
4.3 months
期刊介绍: The Journal of Mechanical Engineering Science advances the understanding of both the fundamentals of engineering science and its application to the solution of challenges and problems in engineering.
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