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Simplified determination of accumulated strains to satisfy design code requirements

机译:简化确定累积菌株以满足设计代码要求

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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. In addition, the strain range is required for performing fatigue analyses in case of plastic shakedown. However, little guidance is usually provided by Design Codes on how the accumulated strains and strain ranges are to be calculated, and some of the guidelines implemented in Design Codes are not well founded and may therefore be misleading. This is, for example, true for the ASME B&PV Code, Section III. Of course, strains and strain ranges can be determined by means of incremental elastic-plastic analyses, which require to go step-by-step through many cycles of a given load histogram until the state of shakedown is reached. This is rather costly in terms of engineering time and numerical effort. As an alternative, simplified methods can be adopted, e.g. the Simplified Theory of Plastic Zones (STPZ) as used in the present paper. Being a direct method, effects from load history are disregarded. The theory is described shortly and illustrated by some examples. 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 and plastic shakedown at the cost of few linear elastic analyses.
机译:在循环加载的情况下,由于棘轮机构,应变可以累积,直到可能达到了Shakedown状态。设计代码经常需要在结构的指定寿命结束时满足应变限制。此外,在塑料Shakedown的情况下,需要疲劳分析所需的应变范围。然而,通常由累积的菌株和应变范围如何计算的设计代码提供了很少的指导,并且在设计代码中实施的一些指导方针不得很好地成立,因此可能是误导性的。例如,这对于ASME B&PV码,第III节TRUE。当然,菌株和应变范围可以通过增量弹性塑料分析来确定,这需要通过给定负载直方图的许多循环来逐步地进行,直到达到Shakedown状态。这在工程时间和数值努力方面相当昂贵。作为替代方案,可以采用简化的方法,例如,本文中使用的塑料区(STPZ)的简化理论。作为直接方法,忽略了负载历史的影响。该理论很快被描述,并通过一些示例说明。结果表明,塑料区的简化理论非常适合于提供以少数线性弹性分析的成本,提供在弹性和塑料塑料状态下积累的应变的合理估计。

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