[1]沈勇坚,沈光耀,徐道平,等.核电设备人员闸门密封结构有限元分析与验证[J].合成橡胶工业,2025,1:65-68.
SHEN Yong-jian,SHEN Guang-yao,XU Dao-ping,et al.Finite element analysis and validation of nuclear equipment
personnel airlock sealing structure[J].China synthetic rubber industy,2025,1:65-68.
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核电设备人员闸门密封结构有限元分析与验证
《合成橡胶工业》[ISSN:1000-1255/CN:62-1036/TQ]
- 期数:
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2025年1
- 页码:
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65-68
- 栏目:
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加工·应用
- 出版日期:
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2025-02-15
文章信息/Info
- Title:
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Finite element analysis and validation of nuclear equipment
personnel airlock sealing structure
- 文章编号:
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1000-1255(2025)01-0065-04
- 作者:
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沈勇坚; 沈光耀; 徐道平; 张振雨; 陈秀明
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上海核工程研究设计院股份有限公司,上海 200233
- Author(s):
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SHEN Yong-jian; SHEN Guang-yao; XU Dao-ping; ZHANG Zhen-yu; CHEN Xiu-ming
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Shanghai Nuclear Engineering Research & Design Institute Co Ltd, Shanghai 200233, China
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- 关键词:
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O型密封圈; Mooney-Rivlin模型; 有限元分析; 接触应力; 压缩量
- Keywords:
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O-ring seal; Mooney-Rivlin model; finite element analysis; contact stress; compression size
- 分类号:
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TQ 330.1+7
- DOI:
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DOI:10.19908/j.cnki.ISSN1000-1255.2025.01.0065
- 文献标识码:
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B
- 摘要:
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采用Mooney-Rivlin模型对核电设备人员闸门双道O型密封圈密封结构进行有限元分析,模拟密封圈在不同压缩量情况下的von Mises应力和接触应力,同时通过制造试验台架对其密封性能进行了验证。结果表明,O型密封圈在不同压缩量情况下与密封槽之间的最大接触应力均大于最大von Mises应力;压缩率大于2%(压缩量0.3 mm)时可确保密封效果,但在考虑制造公差及安全裕量后,压缩量最终取值1.6 mm(压缩率10.67%)。台架试验验证了双道O型密封结构的合理有效性。
- Abstract:
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The Mooney-Rivlin model was used to perform finite element analysis of sealing structure of double-channel O-ring seal for personnel airlock in nuclear power plant, the von Mises stress and contact stress of the O-ring seal at different compression size were simulated, and the sealing performance was verified through a test stand. The results showed that the maximum contact stress between the O-ring and sealing groove was greater than the maximum von Mises stress at different compression size. The sea-ling effect could be achieved when the compression rate was greater than 2% (compression size 0.3 mm). However, the O-ring compression rate took compression size the value of 1.6 mm (compression rate 10.67%) after considering the manufacturing tole-rances and safety margins. The test of stand verified rationality and effectiveness of the double-channel O-ring sealing structure.
参考文献/References
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[5] 张琦, 时剑文, 索双富, 等. 基于Mooney-Rivlin模型和Yeoh模型的橡胶材料有限元分析[J]. 合成橡胶工业, 2020, 43(6): 468-471.
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[7] 左亮, 肖绯雄. 橡胶Mooney-Rivllin模型材料系数对轴向刚度影响分析[J]. 弹性体, 2008, 18(3): 118-121.
[8] 樊智敏, 李 龙, 王启林. 深海高压环境下O型密封圈密封性能分析[J]. 机电工程, 2019, 36(2): 131-135.
[9] 任全彬, 陈汝训, 杨卫国. 橡胶O型密封圈的变形及应力分析[J]. 航空动力学报, 1995, 10(3): 241-244.
备注/Memo
- 备注/Memo:
-
国家科技重大专项(2010 ZX 06001-002)。
更新日期/Last Update:
1900-01-01