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首页> 外文期刊>International Journal of Fatigue >Effect Of Stress Relief Groove On Fretting Fatigue Strength And Index For The Selection Of Optimal Groove Shape
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Effect Of Stress Relief Groove On Fretting Fatigue Strength And Index For The Selection Of Optimal Groove Shape

机译:应力释放槽对微动疲劳强度和最佳槽形选择指标的影响

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The applicability of small stress relief groove for the improvement of fretting fatigue strength was studied. Fretting fatigue tests were done using several kinds of grooved specimens. The shape of groove was systematically changed with parameters of groove radius R and tangential angle 0. The improvement of fatigue limit by a stress relief groove depended on both R and 0. The fretting fatigue limit with stress relief groove was increased with the increase of R and 0. The parameter 0d (d: groove depth) was selected for the unified evaluation of the improvement. FEM stress analyses were done to investigate the stress condition. In a simple elastic FEM analysis assuming that the contact edge is ideally shaped, a highly com-pressive stress field was generated near the contact edge, where small cracks could never propagate. This suggested that such a simple analysis was not enough to solve this problem. Thus, an assumption to relieve the highly compressive contact pressure near the contact edge was introduced to explain the experimental fact that a crack could propagate. The profile change was simulated by the local plastic deformation at the contact edge calculated by elasto-plastic FEM deformation analysis. This deformation reduced the highly compressive contact pressure and enabled the crack propagation. As a result, it was found that fretting fatigue limit of grooved specimen could be evaluated on the basis of the maximum axial stress near the contact edge. The estimation of fretting fatigue limit using a relationship between K_t/K_(tO) and 0d provided a good estimation with the experimental results and it would be a useful method to select the optimal groove shape.
机译:研究了小应力释放槽在改善微动疲劳强度方面的适用性。微动疲劳试验是使用几种带凹槽的试样进行的。沟槽的形状随沟槽半径R和切向角0的参数而系统地改变。应力消除槽对疲劳极限的改善取决于R和0。随着R的增加,应力消除槽的微动疲劳极限也随之增加。和0。选择参数0d(d:凹槽深度)进行改进的统一评估。进行了有限元应力分析以研究应力状况。在简单的弹性有限元分析中,假设接触边缘的形状理想,则在接触边缘附近会产生高压缩应力场,在该处永远不会传播小裂纹。这表明这样简单的分析不足以解决此问题。因此,引入了缓解接触边缘附近的高压缩接触压力的假设,以解释裂纹可能扩散的实验事实。通过弹塑性有限元变形分析计算出的接触边缘的局部塑性变形来模拟轮廓变化。这种变形降低了高压缩接触压力并使裂纹扩展。结果,发现可以基于接触边缘附近的最大轴向应力来评估带槽试样的微动疲劳极限。利用K_t / K_(tO)与0d之间的关系估算微动疲劳极限,为实验结果提供了良好的估算方法,对于选择最佳的沟槽形状将是一种有用的方法。

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