内压和压缩位移下U形波纹管平面稳定性计算方法研究

李双印, 刘岩

李双印, 刘岩. 内压和压缩位移下U形波纹管平面稳定性计算方法研究[J]. 材料开发与应用, 2020, 35(3): 50-56.
引用本文: 李双印, 刘岩. 内压和压缩位移下U形波纹管平面稳定性计算方法研究[J]. 材料开发与应用, 2020, 35(3): 50-56.
LI Shuangyin, LIU Yan. Engineering Calculation Method and Criterion to the In-plane Instability of Non-reinforced U-shape Bellows under Combined Internal Pressure and Axial Compression Displacement[J]. Development and Application of Materials, 2020, 35(3): 50-56.
Citation: LI Shuangyin, LIU Yan. Engineering Calculation Method and Criterion to the In-plane Instability of Non-reinforced U-shape Bellows under Combined Internal Pressure and Axial Compression Displacement[J]. Development and Application of Materials, 2020, 35(3): 50-56.

内压和压缩位移下U形波纹管平面稳定性计算方法研究

详细信息
    作者简介:

    李双印,1985年生,男,高级工程师,主要从事金属结构力学分析工作。E-mail:li-shuangyin@163.com。

  • 中图分类号: TB30

Engineering Calculation Method and Criterion to the In-plane Instability of Non-reinforced U-shape Bellows under Combined Internal Pressure and Axial Compression Displacement

  • 摘要: 依据板条梁力学模型,通过初参数法建立了沿波纹管子午向不同位置σ4、σ6应力计算式,结合Mises应力屈服准则,探讨了波纹管在内压和轴向压缩位移作用下的平面失稳工程计算方法。结合相关试验数据,得到了波纹管在内压和轴向压缩位移作用下的平面稳定性判据。试验表明,该计算方法和判据可满足工程应用需求,对波纹管的安全设计具有指导意义。
    Abstract: Engineering calculation method to the in-plane instability of non-reinforced U-shape bellows under combined internal pressure and axial compression displacement is established through calculating formulas for meridional bending stress es due to pressure σ4 and pressure σ6 at different positions of bellows based on beam mechanical model. The corresponding criterion of the bellow affected by internal pressure and axial compression displacement is also defined according to experimental data and calculation. The experimental data shows that the engineering calculation method and criterion are effective to engineering application and safety design of bellows.
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出版历程
  • 收稿日期:  2019-10-13
  • 网络出版日期:  2024-03-13

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