期刊文献+

交叉及顺次加载下螺栓交互作用的有限元分析 被引量:16

Finite Element Analysis to Elastic Interaction between Bolts during Cross and Sequential Tightening
下载PDF
导出
摘要 弹性交互作用系数法是解决螺栓之间弹性交互作用的有效途径,但交互作用系数矩阵的获取较为困难。采用有限元数值模拟方法,研究PN40的3个规格DN100,DN200,DN300的法兰在交叉及顺次加载下的弹性交互作用规律。建立了相应模型,并采用DN100装置的试验结果验证了模型的正确性。模拟结果表明,与DN100试验结果类似,DN200,DN300法兰在交叉或顺次加载时,弹性交互作用依然可分为正作用和负作用。正、负作用使交叉及顺次加载的最终载荷分布呈现W和N形。交叉加载的W形分布与螺栓数目有关,顺次加载N形分布与螺栓数目无关。随螺栓数目的增多,正作用变化不大,负作用明显增强。 The elastic interaction coefficient method is an efficient way to solve the interaction between bolts during tightening. Obtaining the interaction coefficient matrix is complicated. The interaction rules in DNIO0, DN200 and DN300 flanges were studied in cross and sequential pattern by finite element simulation. The finite element model was established and validated with experiment in DN100 flange. The numerical results indicate that, the elastic interaction can also be divided into positive effect and negative effect in cross pattern and sequential pattern in DN200 and DN300 flanges as in DN100. The combination of the two kinds of effect makes the final load distribution as W shape in cross pattern and N shape in se- quential pattern. The W shape distribution is influenced by the number of bolts, whereas the N shape distribution is not. As the number of bolts increases, the positive effect is more obvious, while the positive effect is changeless.
出处 《压力容器》 2012年第2期30-35,41,共7页 Pressure Vessel Technology
关键词 弹性交互作用 交叉加载 顺次加载 有限元模拟 elastic interaction cross pattern sequential pattern finite element simulation
  • 相关文献

参考文献10

二级参考文献32

  • 1陆晓峰,顾伯勤,涂善东.高温螺栓法兰连接研究进展[J].压力容器,2004,21(12):34-41. 被引量:15
  • 2张新铭,谭灿燊,吴阿峰.基于结构特征矩阵的电厂热力系统通用矩阵模型[J].动力工程,2007,27(1):145-148. 被引量:10
  • 3顾伯勤 蒉纪山.法兰连接中螺栓和垫片载荷的确定[J].南京化工大学学报,1988,10(4):1-6.
  • 4Bibel G.Summary of PVRC Research on Studed Flange Assembly[J].Transport and Storage of Radioactive Materials,1995,307(5):13-24.
  • 5Kumakura S,Saito K.Tightening Sequence for Studed Flange Joint Assembly[J].Proceedings of ASME Pressure Vessel and Piping Conference,PVP,2003,20(24):9-16.
  • 6Bibel G,Ezell R.An Improved Flange Stud-Up Procedure Using Experimentally Determined Elastic Interaction Coefficients[J].ASME Pressure Vessel Technology,1992,114(11):439-443.
  • 7余国琮.化工机械设计手册[M].北京:化学工业出版社,2003.
  • 8Nassar S A,Alkelani A A.Clamp Load Loss Due to Elastic Interaction and Gasket Creep Relaxation in Studed Joints[J].ASME J.Pressure Vessel Technol,2006,128:394-40.
  • 9Nassar S A, El - Khiamy H, Barber G C,et al. An Experimental Study of Bearing and Thread Friction in Fasteners [ J ]. ASME J. Pressure Vessel Technol. , 2005,127 (2) : 263 - 272.
  • 10Nassar S A, Matin P, Barber G. Thread Friction Torque in Bolted Joints [ J ]. ASME J. Pressure Vessel Technol. , 2005,127 (4) : 387 - 393.

共引文献108

同被引文献136

引证文献16

二级引证文献103

相关作者

内容加载中请稍等...

相关机构

内容加载中请稍等...

相关主题

内容加载中请稍等...

浏览历史

内容加载中请稍等...
;
使用帮助 返回顶部