Abstract

Offshore pipelines transfer oil and gas from seabed to production facility on the surface. The long pipelines are formed by welding of pipe segments, where these welded joints are a source of stress concentration and defects from which fatigue cracks can grow. This work aims to study the behaviour of deep fatigue cracks. In this current work, finite-element based on a parametric study of four-point bending is used to assess the stress intensity factors (SIFs) of deep surface cracks in X65 specimens, while considering local limit load the remaining load bearing ligament. These deep cracks take on a non-regular shape and have widths that exceed that of the specimen. They will be compared to empirical expressions from derived standards such as British Standards BS7910, which may be more conservative. The existing large flaw is also assessed via the failure assessment diagram (FAD). The effects of limit load solutions and reference stresses used to determine the FAD diagram will be discussed.

Highlights

  • The degradation of transmission pipelines systems due to fatigue by environmental loads or corrosion leads to formation of cracks that initiate from regions of high stresses such as weld joints

  • Pipes [2,3] apply for smaller sized defects, they do not apply to these deep or larger sized cracks, when plastic collapse becomes significant

  • This work will employ the Failure Assessment Diagram (FAD) to determine if an existing deep flaw in X65 steel pipe is acceptable by: investigating stress intensity factors (SIFs) of a varying depth edge crack that has progressed beyond specimen width; and understanding the effect of plasticity in such large flaws

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Summary

Introduction

The degradation of transmission pipelines systems due to fatigue by environmental loads or corrosion leads to formation of cracks that initiate from regions of high stresses such as weld joints. These joints connect pipe segments to form a long pipeline, but are sources of stress concentration and defects from which fatigue cracks can grow

Background
Stress intensity factor solutions of interest
Finite element model of plate with deep flaws
Findings
Conclusion
Full Text
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