• CN:11-2187/TH
  • ISSN:0577-6686

›› 2009, Vol. 45 ›› Issue (4): 243-247.

• 论文 • 上一篇    下一篇

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O形线性缓冲器有限元分析与应用

刘丰林;汪绩宁;郑连清   

  1. 重庆大学光电技术与系统教育部重点实验室;重庆大学高电压与电工新技术教育部重点实验室
  • 发布日期:2009-04-15

Finite Element Analysis and Application of O-shape Linear Buffer

LIU Fenglin;WANG Jining;ZHENG Lianqing   

  1. Key Laboratory of Optoelectronic Technology and System of Education of Ministry, Chongqing University Key Laboratory of High Voltage Engineering and Electrical New Technology of Education of Ministry, Chongqing University
  • Published:2009-04-15

摘要: 针对一类无法使用液压或橡胶缓冲器的机械冲击场合,提出采用一种线性特性好、体积小、刚度高并且结构简单的O形弹簧代替普通机械弹簧做缓冲器。分析缓冲器机构的动力学模型,并就O形弹簧与普通圆柱螺旋弹簧、碟形弹簧的性能进行对比分析。结果表明,O形弹簧具有体积小刚度大的特点。建立O形缓冲器有限元力学分析模型,对不同几何尺寸的缓冲器的静载强度和屈服极限进行数值分析,并使用TableCurve 3D软件对结果做数值分析,得出缓冲器几何尺寸与弹簧刚度之间的关系。结果表明,增加O形线性缓冲器刚度的最有效方法是增加缓冲器壁厚,而不是增加缓冲器宽度或减少缓冲器外直径。对比有限元仿真结果与试验结果,两者吻合较好,证明了有限元方法的有效性。

关键词: 刚度, 线性缓冲器, 有限元

Abstract: In view of one kind of mechanical shock situation in which neither rubber buffer nor hydraulic buffer can be used, an O-shape spring that features small size, high stiffness, fine linear characters and simple structure is proposed to replace common spring used for buffer. The dynamics model of buffer mechanism is analyzed, and the performances of common coil spring, disk spring and O-shape spring are compared and analyzed. The results show that the O-shape spring is small in size and high in stiffness. The finite element stress analysis model of O-shape buffer is built to carried out numerical analysis on the static load strength and yield limit of the buffers with different sizes, and TableCurve 3D software is used to carried out numerical analysis on the results, then the relationship between the geometric size of buffer and the stiffness of spring is found out. The results show that the most effective way to improve stiffness of O-shaped linear buffer is to thicken the wall of buffer, but not to widen it or reduce the outside diameter. The result of finite element simulation agrees well with the experimental result, which proves the validity of the finite element method.

Key words: Finite element, Linear buffer, Stiffness

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