腐蚀管片破裂压力的三维有限元分析

J. Bao, Shulong Zhang, Wenxing Zhou, Shenwei Zhang
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引用次数: 13

摘要

本文建立了三维有限元模型来模拟含有多种自然腐蚀异常的腐蚀管道的全尺寸爆破试验。有限元分析采用了von Mises和Tresca屈服准则及相关的流动规则。针对Tresca准则,开发了相应的本构模型子程序,并将其纳入有限元分析。通过对比试验中观测到的爆破压力与有限元分析预测的相应爆破压力,研究了有限元分析的准确性。研究了von Mises和Tresca准则对预测爆破压力准确性的影响。此外,还进行了敏感性分析,以研究腐蚀区域的网格密度、腐蚀簇的几何特征以及有限元分析中使用的不同类型元素(如固体和壳层元素)对预测破裂压力的影响。结果表明,Tresca准则总是低估破裂压力,而von Mises屈服准则能准确预测破裂压力。本研究证明了利用高保真有限元分析和Tresca屈服准则模拟腐蚀管道全尺寸爆破试验的可行性,从而建立了一个大型的腐蚀管道爆破压力能力数据库,可用于开发一个准确、实用的、适合管道完整性管理实践的爆破压力能力模型。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Evaluation of Burst Pressure of Corroded Pipe Segments Using Three-Dimensional Finite Element Analyses
In this paper, three-dimensional finite element models are developed to simulate full-scale burst tests of corroded pipes containing multiple naturally occurring corrosion anomalies. Both the von Mises and Tresca yield criteria and associated flow rules are employed in finite element analysis (FEA). For the Tresca criterion, the corresponding constitutive model subroutine is developed and incorporated in the FEA. The accuracy of FEA is investigated by comparing the burst pressures observed in the tests and corresponding burst pressures predicted using FEA. The implications of using the von Mises and Tresca criteria for the accuracy of the predicted burst pressure are investigated. Sensitivity analyses are also carried out to investigate the impact on the predicted burst pressure due to the mesh density in the corroded region, characterization of the geometry of the corrosion cluster and different types of element (e.g. solid and shell elements) used in FEA. The results suggest that the Tresca criterion always underestimates the burst pressure and the von Mises yield criterion predicts the burst pressure accurately. This study demonstrates the feasibility of using high-fidelity FEA and the Tresca yield criterion to simulate full-scale burst tests of corroded pipes and therefore establish a large database of burst pressure capacities of corroded pipes that can be used to develop an accurate, practical burst pressure capacity model amenable to the pipeline integrity management practice.
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