镍蠕变过程中密度的变化

D. Woodford
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引用次数: 30

摘要

在525°C下对每个试样提供四种不同应力的阶梯蠕变棒进行了长达850小时的测试。使用蠕变后每个部分的密度变化来确定测试变量对V(总空隙体积/单位重量)的影响。结果表明,密度变化的关系式为V = 1·52 × 10−38 μ t σ 7.5,其中,μ为应变,t为时间,σ为初始应力,单位为lbf/in2。该方程对破裂点有效,计算的破裂时间与实际值吻合较好。然而,由于这种预测需要知道破裂时的V值,因此这种方法是否适用于外推是值得怀疑的。论证了过去关于空化损害的一些假设是站不住脚的。特别是,破坏时或在蠕变曲线的任何阶段的损伤量取决于试验条件。没有理由怀疑cavi的发展…
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Density Changes during Creep in Nickel
Abstract Stepped creep bars providing four different stresses on each specimen have been tested at 525° C for up to 850 h. Density changes in each section following creep are used to determine the effect of the test variables on V, the total void volume/unit weight. It is shown that the density changes are described by the relationship V = 1·52 × 10−38 ɛ t σ7·5, where ɛ is the strain, t the time in h, and σ the initial stress in lbf/in2. This equation is valid to the point of rupture and calculated rupture times are in good agreement with actual values. However, since a knowledge of the value of V at rupture is required for such a prediction, it is doubtful whether the approach will be suitable for purposes of extrapolation. It is demonstrated that some of the assumptions made in the past regarding cavitation damage are untenable. In particular, the amount of damage at failure or at any stage of the creep curve is dependent on the test conditions. There is no reason to suspect that the development of cavi...
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