An Accurate and Efficient Fitness-For-Service Assessment Method of Pipes with Defects under Surface Load

内压 冯·米塞斯屈服准则 管道运输 高密度聚乙烯 结构工程 管道(软件) 极限抗拉强度 压力(语言学) 故障评估 极限状态设计 使用寿命 材料科学 有限元法 岩土工程 聚乙烯 工程类 复合材料 机械工程 哲学 语言学
作者
Jianping Liu,Hong Zhang,Baodong Wang,Dong Zhang,Beilei Ji,Fan Fei,Xiaoben Liu
出处
期刊:Energies [Multidisciplinary Digital Publishing Institute]
卷期号:14 (17): 5521-5521 被引量:3
标识
DOI:10.3390/en14175521
摘要

With continued urbanization in China, the construction of urban gas pipelines is increasing, and the safety of gas pipelines are also increasingly affected by urban development and the increased scope of buildings and roads. Pipes with defects are more likely to fail under the surface loads. In this study, uniaxial tensile tests of high-density polyethylene (HDPE) pipes were carried out to obtain the real material parameters of pipe. A pipeline-soil interaction finite element model of HDPE pipeline with defects under surface load was established. The failure mechanism of the urban gas pipeline was studied and the influence of parameters such as internal pressure, defect position, defect depth on the mechanical behavior, and failure of pipelines were analyzed. A failure criterion for HDPE pipes with defects under surface load was proposed based on the limit-state curves obtained under different working conditions. Furthermore, an accurate and efficient fitness-for-service assessment procedure of pipes with defects under surface load was proposed. The results showed that maximum Mises stress of the pipeline gradually increased with increasing surface load and the position of maximum stress changed from the top and bottom of the pipe to the defect position and both sides of the pipe. Finally, when Mises stress of the HDPE pipe exceeds the yield limit, failure will occur. Internal pressure, defect location, and defect depth were found to influence the failure process and critical surface load of the pipeline. Safety evaluation curves of the gas pipeline with defects under surface load were obtained by calculating the critical failure load of the pipeline under various working conditions. Finally, a nonlinear fitting method was used to derive a formula for calculating the critical surface load under different defect parameters. The proposed method provides a useful reference for urban gas pipeline safety management.
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