• CN:11-2187/TH
  • ISSN:0577-6686

›› 2010, Vol. 46 ›› Issue (11): 29-35.

• 论文 • 上一篇    下一篇

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基于塑性材料模型的滚动轴承有限元分析

徐弘毅;张晨辉   

  1. 清华大学摩擦学国家重点实验室
  • 发布日期:2010-06-05

Finite Element Analysis of Roller Bearing Based on the Plastic Material Models

XU Hongyi;ZHANG Chenhui   

  1. State Key Laboratory of Tribology, Tsinghua University
  • Published:2010-06-05

摘要: 重载滚动轴承是一种广泛应用于大型机械操作设备中的零件,其内部的高应力状态对轴承的寿命有着重大的影响。在ANSYS LS-DYNA环境下通过建立滚子轴承的多体动力接触有限元模型,通过选用双线性等向强化模型和双线性随动强化模型这两种不同的材料塑性变形模型,计算不同变形本构关系材料模型的低速轴承在两种工况下中的应力状况。之后将计算结果与前人工作中采用的线弹性材料模型的方法所得出的结果相比较,研究塑性变形对轴承内部应力计算产生的影响,对改进重载轴承的设计具有指导作用。仿真结果表明,采用塑性材料模型建模计算出的应力值较弹性材料模型的计算结果小,选用不同材料模型对运转的卡死时间也有较大的影响,从而在计算出的轴颈下沉量中,弹性材料模型的结果要远小于塑性材料模型的结果。

关键词: 滚动轴承, 塑性变形, 显示动力学, 有限元, 泵作透平, 数值模拟, 梯形断面蜗壳, 叶片安放角,

Abstract: Heavy-duty roller bearing is a kind of machine element widely used in large equipment, and its internal high stress has great influence on its service life. A finite element model for dynamic contact analysis of the roller bearing is established and then two kinds of plastic material models, namely, the bilinear isotropic models and the plastic kinematical model, are chosen in modeling. Then the stress conditions in different load conditions are calculated with the material models. The calculation results are compared with the results obtained by applying the linear elastic material model into the finite element model proposed in previous work. In this way, the effects of the plastic deformation in stress calculation of the roller bearing can be studied, and it is helpful for the heavy-duty roller bearing design. According to the simulation results, stress calculated with the model using plastic material is smaller than that with the elastic material. Besides, material models have great influence on the time when locking occurs, so that radial displacement of the shaft calculated by elastic material model is much larger than that obtained by plastic material model.

Key words: Explicit dynamics, Finite element, Plastic deformation, Roller bearing, Numerical simulation, Blade angle, Pump as turbine, Trapezoidal cross-section volute, Pump

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