首页> 外文会议>ASME Turbo Expo: Turbomachinery Technical Conference and Exposition >APPLICATION OF THE WILSHIRE STRESS-RUPTURE AND MINIMUM-CREEP- STRAIN-RATE PREDICTION MODELS FOR ALLOY P91 IN TUBE, PLATE AND PIPE FORM
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APPLICATION OF THE WILSHIRE STRESS-RUPTURE AND MINIMUM-CREEP- STRAIN-RATE PREDICTION MODELS FOR ALLOY P91 IN TUBE, PLATE AND PIPE FORM

机译:合金P91在管,板,管形式中的威尔希尔应力-断裂和最小蠕变应变率预测模型的应用

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There exists a challenge in predicting the long-term creep of materials (~3 10~5 hours) where 11+ years of continuous testing is required to physically collect creep data. As an alternative to physical testing, constitutive models are calibrated to short-term data (<10~4 hours) and employed to extrapolate the long-term creep behavior. The Wilshire model was introduced to predict the stress-rupture and minimum-creep-strain-rate behavior of materials and the model is well-accepted due to the explicit description of stress- and temperature-dependence allowing predictions across isotherms and stress levels. There is an ongoing effort to determine how alloy form affects the long-term creep predictions of the Wilshire model. In this study, stress-rupture and minimum-creep-strain-rate predictions are generated for alloy P91 in tube, plate, and pipe form. Data is gathered from the National Institute of Materials Science (NIMS) material database for alloy P91 at multiple isotherms. Following the establish calibration method for the Wilshire model, post-audit validation is performed using short-term data from NIMS to vet the extrapolations accuracy of each form at different isotherms. The Wilshire model demonstrates successful extrapolative techniques for the stress-rupture and minimum-creep-strain-rate of tube, plate, and pipe forms across multiple isotherms. Overall the form with the highest extrapolative accuracy for both stress-rupture and minimum-creep-strain-rate is the plate and the lowest one is the pipe. Stress-rupture design maps are provided where stress and temperature are axes and rupture-time is in contour. The design maps can be applied to: (a) given the boundary conditions, determine the design life (b) given the design life, determine the acceptable range of a boundary conditions. The latter is more useful in turbomachinery design.
机译:在预测材料的长期蠕变(〜3 10〜5小时)方面存在挑战,其中需要11年以上的连续测试才能物理地收集蠕变数据。作为物理测试的替代方法,将本构模型校准为短期数据(<10〜4小时),并用于推断长期蠕变行为。引入了Wilshire模型来预测材料的应力断裂和最小蠕变应变速率行为,并且由于明确描述了应力和温度依赖性,从而可以预测等温线和应力水平,因此该模型被广泛接受。目前正在努力确定合金形式如何影响威尔希尔模型的长期蠕变预测。在这项研究中,生成了管,板和管形式的P91合金的应力断裂和最小蠕变应变率预测。数据是从国家材料科学研究所(NIMS)的材料数据库中收集的等温线处的P91合金的数据。遵循针对Wilshire模型建立的校准方法后,使用来自NIMS的短期数据执行审计后验证,以审查每种等温线在不同等温线处的外推精度。威尔希尔模型演示了成功的外推技术,用于跨多个等温线的管,板和管形式的应力破坏和最小蠕变应变率。总的来说,对于应力断裂和最小蠕变应变率而言,具有最高外推精度的模板是钢板,而最低的是管道。提供应力破裂设计图,其中应力和温度为轴,破裂时间为轮廓。设计图可应用于:(a)给定边界条件,确定设计寿命(b)给定设计寿命,确定边界条件的可接受范围。后者在涡轮机械设计中更有用。

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