【24h】

CALCULATION OF STRESS RELAXATION PROPERTIES FOR 1CrMoV BOLT MATERIAL

机译:1CrMoV螺栓材料的应力松弛特性计算

获取原文
获取原文并翻译 | 示例

摘要

Analytical life prediction methods have been developed for high temperature turbine and valve bolts. For 1CrMoV steel bolt material, long time creep-rupture and stress relaxation tests were performed at 450℃, 500℃, and 550℃ by the National Research Institute for Metals of Japan. Based on analysis of their data, the isothermal creep behavior can be described using a power law; ε = Kσ~n (t)~(m+1) where e is the creep strain, t is the time, a is the stress, K, n, and m are material constants. The time power is a primarily a function of temperature, but also depends slightly on stress. To obtain the value for the time power typical of low stress, the creep equation constants were found in two steps. The time power was found using the lower stress data and a heat-centered type regression approach with the stress levels taking the place of the heats in the analysis. The heat constants were then calculated at all stress levels and regression performed to obtain the stress dependence. For comparison with the measured uniaxial stress relaxation properties, the relaxed stress as a function of time was calculated using the power law creep equation and a strain hardening flow rule. The calculated stress versus time curves were in good agreement with the measured at initial strain levels of 0.10%, 0.15%, and 0.20% for all temperatures except 500℃. At 500℃, good agreement was found using the creep properties typical of a stronger (within heat variation) material.
机译:已经开发了用于高温涡轮机和阀门螺栓的分析寿命预测方法。对于1CrMoV钢螺栓材料,日本国立金属研究所在450℃,500℃和550℃进行了长时间的蠕变断裂和应力松弛测试。基于对它们的数据的分析,可以使用幂律描述等温蠕变行为。 ε=Kσ〜n(t)〜(m + 1)其中,e是蠕变应变,t是时间,a是应力,K,n和m是材料常数。时间功率主要是温度的函数,但也略微取决于应力。为了获得低应力典型时间功率的值,分两步找到蠕变方程常数。使用较低的应力数据和以热为中心的类型回归方法找到了时间强度,其中应力水平代替了分析中的热量。然后在所有应力水平下计算热常数,并进行回归以获得应力依赖性。为了与测得的单轴应力松弛特性进行比较,使用幂律蠕变方程和应变硬化流动规律计算了松弛应力随时间的变化。在500℃以外的所有温度下,计算得出的应力与时间的曲线与初始应变水平分别为0.10%,0.15%和0.20%时所测得的曲线非常吻合。在500℃时,使用强度更高(在热变化范围内)的材料具有典型的蠕变特性,发现一致性良好。

著录项

相似文献

  • 外文文献
  • 中文文献
  • 专利
获取原文

客服邮箱:kefu@zhangqiaokeyan.com

京公网安备:11010802029741号 ICP备案号:京ICP备15016152号-6 六维联合信息科技 (北京) 有限公司©版权所有
  • 客服微信

  • 服务号