• CN:11-2187/TH
  • ISSN:0577-6686

›› 2010, Vol. 46 ›› Issue (18): 145-149.

• 论文 • 上一篇    下一篇

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平面弹性管束管内流固耦合振动特性有限元分析

闫柯;葛培琪;张磊;毕文波   

  1. 山东大学机械工程学院
  • 发布日期:2010-09-20

Finite Element Analysis of Vibration Characteristics of Planar Elastic Tube Bundle Conveying Fluid

YAN Ke;GE Peiqi;ZHANG Lei;BI Wenbo   

  1. School of Mechanical Engineering, Shandong University
  • Published:2010-09-20

摘要: 弹性管束换热器利用流体诱导振动实现强化传热,识别流固耦合作用下弹性传热元件的振动特性对于研究其强化传热机理、优化管束结构等具有重要意义。基于此,采用有限元法研究平面弹性管束在管内流体流动作用下的振动特性。通过多点约束方程约束四根管束自由端位移,对管束自由端的连接体采用集中质量法进行简化,利用坐标变换统一弹性管束四根弯管的单元矩阵,在此基础上建立管束振动状态方程,分析不同流速下平面弹性管束的频率变化及振型特点,求解管束振动失稳的临界流速。结果表明:平面弹性管束的阵型分为面内和面外振动,随着管内流速的增大,管束基频明显降低,管束失稳临界流速在3.356 5~3.356 9 m/s之间,远大于弹性管束换热器实际工作条件下的管程流速。

关键词: 流固耦合, 平面弹性管束, 有限元法, 振动特性

Abstract: Heat transfer enhancement is achieved by flow-induced vibration in elastic tube bundles heat exchangers. To recognize the vibration characteristics of heat transfer element under the action of fluid-solid coupling has important significance to the study of heat transfer enhancement mechanism and to the optimization of tube bundle structure. The finite element method is used to study the vibration characteristics of planar elastic tube bundle under the action of fluid flow in the tube. The rigid connectors are simplified by multi-points constraint equation. The element matrix and tube bundle vibration equation are achieved via the coordinate transformation of the four pipes. The frequency variation and vibration mode characteristic of planar elastic tube bundle is analyzed at different rates of fluid flow in the tube, and the critical flow rate of vibration buckling is achieved. The results show that the fundamental frequency of tube bundle decreases obviously with the increase of flow rate, and the critical flow rate of vibration buckling is 3.356 5~3.356 9 m/s. There are two vibration modes of planar elastic tube bundles:In-plane and out-plane vibrations.

Key words: Finite element method, Fluid-solid coupling, Planar elastic tube bundle, Vibration characteristics

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