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首页> 外文期刊>Materialwissenschaft und Werkstofftechnik >Modeling of creep and stress relaxation of the nickel-base alloy NiCr20TiAl at isothermal and non-isothermal loading conditions
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Modeling of creep and stress relaxation of the nickel-base alloy NiCr20TiAl at isothermal and non-isothermal loading conditions

机译:等温和非等温加载条件下镍基合金NiCr20TiAl蠕变和应力松弛的建模

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摘要

The design and dimensioning of new as well as the assessment of operating high-temperature components in service require a precise prediction of creep and stress relaxation. The increasing share of renewable energies forces fossil-fired power plants for increasing numbers of start-ups and shut-downs. Consequently, transient loading conditions need to be taken into account. In order to meet this demand, non-isothermal creep equations are necessary, which enables a consistent prediction of creep strain and stress relaxation in a wide range of temperatures and stresses. In this paper, an approach for the visco-plastic modeling of creep and stress relaxation for non-isothermal loading conditions is presented. The strain portions creep, negative creep and initial plasticity, occurring at elevated temperatures are described by temperature-dependent phenomenological equations. Within this paper, the adjustment of the parameters is based on a wide database of hot tensile tests, creep and annealing experiments. The nickel-base alloy NiCr20TiAl has been examined in a temperature range from 450 degrees C to 650 degrees C. The developed material models have been successfully validated with isothermal and non-isothermal relaxation experiments. Further, the recalculation of a staged relaxation test demonstrates the capability of the defined material laws in a wide stress range under isothermal and non-isothermal loading conditions.
机译:新产品的设计和尺寸以及使用中的高温部件的评估要求精确预测蠕变和应力松弛。可再生能源份额的增加迫使化石燃料发电厂的启动和关闭次数增加。因此,需要考虑瞬态负载条件。为了满足这一需求,非等温蠕变方程是必要的,它可以在很宽的温度和应力范围内对蠕变应变和应力松弛进行一致的预测。本文提出了一种用于非等温载荷条件下蠕变和应力松弛的粘塑性建模方法。通过温度相关的现象学方程描述了在高温下发生的应变部分蠕变,负蠕变和初始塑性。在本文中,参数的调整基于热拉伸试验,蠕变和退火试验的广泛数据库。镍基合金NiCr20TiAl已在450摄氏度至650摄氏度的温度范围内进行了测试。所开发的材料模型已通过等温和非等温弛豫实验成功进行了验证。此外,分阶段松弛测试的重新计算证明了在等温和非等温载荷条件下,所定义材料定律在宽应力范围内的能力。

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