Ground stability of ellipsoidal cavity due to pipeline defects

IF 2.2 Q2 ENGINEERING, MULTIDISCIPLINARY Applications in engineering science Pub Date : 2023-11-09 DOI:10.1016/j.apples.2023.100163
Jim Shiau , Pak Cheong Leung , Suraparb Keawsawasvong , Sorawit Seehavong , Jun Sugawara
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Abstract

The problem of road-related sinkhole stability has long been one of the main safety concerns to pavement engineers. Collapse and blowout failures are two typical types of pipeline-related sinkhole failures. Although much research on sinkhole stability analyses can be found in the literature, most of them assume a simple circular or rectangular shape of a cavity. In this study, the problem of sinkhole stability in an ellipsoidal cavity is investigated under both blowout and collapse conditions using advanced finite element limit analysis with adaptive meshing in an axisymmetric condition. A dimensionless pressure ratio is defined to represent sinkhole stability that is a function of many design parameters such as depth ratio, elliptical shape ratio, and soil strength ratio. Selected results are compared with published solutions, and comprehensive solutions of the parametric study are presented in the form of charts for use by design engineers. The present study contributes to the understanding of sinkhole stability under an ellipsoidal cavity, and it should be of interest to the road engineering community.

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管道缺陷引起的椭球腔地面稳定性研究
长期以来,道路塌陷稳定性问题一直是路面工程师关注的主要安全问题之一。塌陷和井喷事故是两种典型的管道天坑事故。虽然文献中有很多关于陷坑稳定性分析的研究,但大多数都假设一个简单的圆形或矩形空腔。本文采用先进的有限元极限分析方法,在轴对称条件下,采用自适应网格法,研究了井喷和坍塌两种情况下椭球形孔洞的稳定性问题。定义无量纲压力比来表示天坑稳定性,它是许多设计参数(如深度比、椭圆比和土强度比)的函数。将选定的结果与已发表的解决方案进行比较,并以图表的形式提出参数化研究的综合解决方案,供设计工程师使用。本研究有助于对椭球形空腔下塌方稳定性的认识,对道路工程界具有重要意义。
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Applications in engineering science
Applications in engineering science Mechanical Engineering
CiteScore
3.60
自引率
0.00%
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0
审稿时长
68 days
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