Study on constraint effect and creep crack initiation of plate containing elliptical embedded cracks

IF 0.6 4区 工程技术 Q4 MECHANICS Journal of Theoretical and Applied Mechanics Pub Date : 2023-06-25 DOI:10.15632/jtam-pl/166338
Dongquan Wu, Zixiang Liu, Yupeng Li, Dinghe Li, Zhiqiang Zhang
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Abstract

In this study, a plate structure containing elliptical embedded cracks loaded under high temperature is studied. The constraint effect and creep crack initiation of the plate containing embedded cracks are discussed by using the finite element method based on the creep ductility exhaustion model. It is indicated that the highest constraint level or the load-independent parameter Q ∗ is observed at the endpoint of the ellipse major axis of an elliptical embedded crack, and the constraint levels increase with crack length or depth, which represents a worse condition for the structure, such as higher stress concentration and greater danger of failure for a larger crack depth ratio a/t or crack length ratio a/c . Moreover, under the creep condition, the embedded crack with a larger a/t , a/c or loadings is accompanied with a higher crack driving force, which can accelerate creep damage, creep cracking initiation (CCI) and shorten the creep crack initiation (CCI) time. Additionally, an empirical prediction equation and engineering approach to the constraint parameter and the CCI time for elliptical embedded cracks are proposed, and the engineering approach to the CCI time is validated.
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含椭圆嵌埋裂纹板的约束效应及蠕变裂纹萌生研究
本文对含椭圆嵌埋裂纹的平板结构进行了高温载荷研究。采用基于蠕变延性疲劳模型的有限元方法,讨论了含嵌缝板的约束效应和蠕变裂纹的萌生。结果表明,在椭圆型嵌固裂纹椭圆长轴端点处,约束水平或与荷载无关的参数Q * *最高,且约束水平随裂纹长度或深度的增加而增加,表明当裂纹深度比a/t或裂纹长度比a/c较大时,结构的应力集中程度越高,破坏危险越大。此外,在蠕变条件下,较大的a/t、a/c或荷载下的嵌埋裂纹伴随着更高的裂纹驱动力,可以加速蠕变损伤,加速蠕变裂纹萌生(CCI),缩短蠕变裂纹萌生(CCI)时间。在此基础上,提出了椭圆嵌套裂纹约束参数和CCI时间的经验预测方程和工程方法,并对CCI时间的工程方法进行了验证。
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来源期刊
CiteScore
1.40
自引率
14.30%
发文量
22
审稿时长
6 months
期刊介绍: The scope of JTAM contains: - solid mechanics - fluid mechanics - fluid structures interactions - stability and vibrations systems - robotic and control systems - mechanics of materials - dynamics of machines, vehicles and flying structures - inteligent systems - nanomechanics - biomechanics - computational mechanics
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