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Approximate stresses in 2-D flat elastic contact fretting problems.

机译:二维平面弹性接触微动问题中的近似应力。

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摘要

Fatigue results from the cyclic loading of a solid body. If the body subject to fatigue is in contact with another body and relative sliding motion occurs between these two bodies, then rubbing surface damage can accelerate fatigue failure. The acceleration of fatigue failure is especially important if the relative motion between the two bodies results in surface damage without excessive surface removal via wear. The situation just described is referred to as fretting fatigue. Understanding of fretting fatigue is greatly enhanced if the stress state associated with fretting can be characterized. For Hertzian contact, this can readily be done. Unfortunately, simple stress formulae are not available for flat body contact.;The primary result of the present research is the development of a new, reasonably accurate, approximate closed form expression for 2-dimensional contact stresses which has been verified using finite element modeling. This expression is also combined with fracture mechanics to provide a simple method of determining when a crack is long enough to no longer be affected by the contact stress field. Lower bounds on fatigue life can then easily be calculated using fracture mechanics. This closed form expression can also be used to calculate crack propagation within the contact stress field. The problem of determining the cycles required to generate an initial crack and what to choose as an initial crack size is unresolved as it is in non-fretting fatigue.
机译:疲劳是由固体的周期性载荷引起的。如果承受疲劳的物体与另一物体接触,并且这两个物体之间发生相对滑动,则摩擦表面损坏会加速疲劳破坏。如果两个物体之间的相对运动导致表面损坏而又没有通过磨损过度去除表面,则疲劳破坏的加速尤为重要。刚刚描述的情况称为微动疲劳。如果可以表征与微动有关的应力状态,则对微动疲劳的理解将大大增强。对于赫兹接触,这很容易做到。不幸的是,简单的应力公式无法用于平面接触。本研究的主要结果是开发了一种新的,合理准确的,近似的闭合形式的二维接触应力表达式,该表达式已使用有限元建模进行了验证。该表达式还与断裂力学相结合,以提供一种确定裂纹何时足够长而不再受接触应力场影响的简单方法。然后可以使用断裂力学轻松计算疲劳寿命的下限。该闭合形式表达式也可以用于计算接触应力场内的裂纹扩展。像在非微动疲劳中一样,解决了确定产生初始裂纹所需的循环以及选择初始裂纹尺寸的问题尚未解决。

著录项

  • 作者

    Urban, Michael Rene.;

  • 作者单位

    University of Connecticut.;

  • 授予单位 University of Connecticut.;
  • 学科 Engineering Aerospace.;Engineering Mechanical.;Engineering Industrial.
  • 学位 Ph.D.
  • 年度 1998
  • 页码 141 p.
  • 总页数 141
  • 原文格式 PDF
  • 正文语种 eng
  • 中图分类
  • 关键词

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