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Practical implementation of the double linear damage rule and damage curve approach for treating cumulative fatigue damage

机译:双重线性损伤规则和损伤曲线方法在累积疲劳损伤治疗中的实际应用

摘要

Simple procedures are presented for treating cumulative fatigue damage under complex loading history using either the damage curve concept or the double linear damage rule. A single equation is provided for use with the damage curve approach; each loading event providing a fraction of damage until failure is presumed to occur when the damage sum becomes unity. For the double linear damage rule, analytical expressions are provided for determining the two phases of life. The procedure involves two steps, each similar to the conventional application of the commonly used linear damage rule. When the sum of cycle ratios based on phase 1 lives reaches unity, phase 1 is presumed complete, and further loadings are summed as cycle ratios on phase 2 lives. When the phase 2 sum reaches unity, failure is presumed to occur. No other physical properties or material constants than those normally used in a conventional linear damage rule analysis are required for application of either of the two cumulative damage methods described. Illustrations and comparisons of both methods are discussed.
机译:提出了使用损伤曲线概念或双重线性损伤规则来处理复杂载荷历史下累积疲劳损伤的简单程序。提供了一个单独的方程式,用于损伤曲线方法;每次加载事件都会造成一定程度的损坏,直到当损坏总数变为1时假定发生故障为止。对于双重线性损伤规则,提供了用于确定生命两个阶段的解析表达式。该过程包括两个步骤,每个步骤都与常用的线性损坏规则的常规应用类似。当基于阶段1寿命的循环比率的总和达到1时,假定阶段1已完成,并且将进一步的负荷求和为阶段2寿命的循环比率。当阶段2的总和达到1时,则认为会发生故障。应用上述两种累积损伤方法中的任何一种,都不需要常规线性损伤规则分析中通常使用的物理或材料常数。讨论了两种方法的图示和比较。

著录项

  • 作者

    Halford G. R.; Manson S. S.;

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  • 年度 1980
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