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Non-cyclic shakedown/ratcheting boundary determination - Part 2: Numerical implementation

机译:非循环减振/棘轮边界确定-第2部分:数值实现

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摘要

Determining the boundary between the shakedown and ratcheting domains (ratchet boundary) for a component using cyclic elastic-plastic analysis is computationally very expensive since it requires a solution over several loading cycles to be repeated several times. A non-cyclic method to identify the ratchet boundary directly without the need for cyclic analysis was recently proposed. The numerical implementation of the non-cyclic method offers the promise to be an attractive alternative to cyclic elastic-plastic analysis since it is simple, and requires considerably less computational effort and computer storage space. Another attractive feature is that the method provides a goo go criterion for the ratchet boundary, whereas the results of a cyclic elastic-plastic analysis are often difficult to interpret near the ratchet boundary. To explore the performance of the method further, it is applied to a number of configurations that include two-dimensional and three-dimensional effects.
机译:使用循环弹塑性分析来确定部件的击落域和棘齿域之间的边界(棘齿边界)在计算上非常昂贵,因为它需要在多个加载循环中进行多次重复的求解。最近提出了一种无需循环分析即可直接识别棘轮边界的非循环方法。非循环方法的数值实现方式使它有望成为循环弹塑性分析的一种有吸引力的替代方法,因为它很简单,并且所需的计算工作量和计算机存储空间大大减少。另一个吸引人的特点是,该方法为棘轮边界提供了通过/不通过的标准,而循环弹塑性分析的结果通常很难在棘轮边界附近进行解释。为了进一步探索该方法的性能,将其应用于包括二维和三维效果的许多配置。

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