Simplified Analysis of Strains Accumulated in the State of Elastic Shakedown Considering Multi-Parameter Loadings

H. Hübel, B. Vollrath
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引用次数: 2

Abstract

In case of cyclic loading, strain may accumulate due to a ratcheting mechanism until the state of shakedown is possibly achieved. Design Codes frequently require strain limits to be satisfied at the end of the specified lifetime of the structure. However, this requirement is sometimes tied to misleading prerequisites, and little guidance is provided on how the strains accumulated in the state of shakedown can be calculated. Incremental elastic-plastic analyses which require to go step-by-step through many cycles of a given load histogram are rather costly in terms of engineering time and numerical effort. As an alternative, the Simplified Theory of Plastic Zones (STPZ) is used in the present paper. Being a direct method, effects from load history are disregarded. The theory is described shortly and exemplarily applied to a simplification of a pipe bend and a straight pipe, both subjected to combinations of several loads which vary independently from each other so that a multidimensional load domain is represented. It is shown that the Simplified Theory of Plastic Zones is well suited to provide reasonable estimates of strains accumulated in the state of elastic shakedown at the cost of few linear elastic analyses.
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考虑多参数载荷的弹性安定状态累积应变的简化分析
在循环加载的情况下,由于棘轮机制,应变可能会累积,直到可能达到安定状态。设计规范经常要求在结构的规定寿命结束时满足应变极限。然而,这一要求有时与误导性的先决条件联系在一起,并且很少提供关于如何计算安定状态下累积的应变的指导。增量弹塑性分析需要在给定载荷直方图的多个循环中逐步进行,这在工程时间和数值计算方面是相当昂贵的。本文采用简化塑性区理论(STPZ)作为替代方法。作为一种直接方法,忽略了负荷历史的影响。该理论被简短地描述,并举例应用于管道弯管和直管的简化,两者都受到相互独立变化的几种载荷的组合,以便表示多维载荷域。结果表明,简化塑性区理论可以较好地提供在弹性安定状态下的应变累积的合理估计,而只需进行很少的线性弹性分析。
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