首页> 外文期刊>Metallurgical and Materials Transactions, A. Physical Metallurgy and Materials Science >Constraints Imposed by the Wilshire Methodology on Creep Rupture Data and Procedures for Testing the Validity of Such Constraints: Illustration Using 1Cr-1Mo-0.25V Steel
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Constraints Imposed by the Wilshire Methodology on Creep Rupture Data and Procedures for Testing the Validity of Such Constraints: Illustration Using 1Cr-1Mo-0.25V Steel

机译:Wilshire方法对蠕变破裂数据施加的约束以及测试此类约束的有效性的程序:使用1Cr-1Mo-0.25V钢进行的图示

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摘要

A new parametric approach, termed the Wilshire equations, offers the realistic potential of being able to accurately life materials operating at in service conditions from accelerated test results lasting no more than 5000 hours. These Wilshire equations contain discontinuities that have in the literature been interpreted either in terms of changing deformation mechanisms or changes in where deformation occurs within a material (i.e., within boundaries or crystals). This paper demonstrates that the rather restrictive nature of these discontinuities within the Wilshire equations can lead to problems in identifying an appropriate model for long-term life prediction. An alternative framework is developed that removes these restrictions but still maintains the fundamental nature and characteristics of the Wilshire methodology. Further, when this alternative structure is applied to 1Cr-1Mo-0.25V steel, it produces more accurate and realistic looking long-term predictions of the time to failure.
机译:一种新的参数化方法(称为Wilshire方程)提供了现实的潜力,即能够从持续不超过5000小时的加速测试结果中准确寿命化在使用条件下运行的材料。这些Wilshire方程包含不连续性,这些不连续性在文献中已根据变形机制的变化或材料内(即边界或晶体内)变形发生位置的变化进行了解释。本文证明,在威尔希尔方程组中,这些不连续性的限制性很强,可能导致在确定合适的长期寿命模型时出现问题。开发了一个替代框架,该框架消除了这些限制,但仍保持了威尔希尔方法的基本性质和特征。此外,当将此替代结构应用于1Cr-1Mo-0.25V钢时,它会产生更准确,更实际的长期失效时间预测。

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