A Singular Perturbation Method for Parametric Investigation on J-lay Installation of Deepwater Pipelines

The maximum bending moment or curvature in the neighborhood of the touch down point (TDP) and the maximum tension at the top are two key parameters to be controlled during deepwater J-lay installation in order to ensure the safety of the pipe-laying operation and the normal operation of the pipeline...

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Published inChina ocean engineering Vol. 27; no. 6; pp. 751 - 766
Main Author 王琴 段梦兰 李海明 张庆元
Format Journal Article
LanguageEnglish
Published Berlin/Heidelberg Springer Berlin Heidelberg 01.12.2013
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ISSN0890-5487
2191-8945
DOI10.1007/s13344-013-0062-4

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Abstract The maximum bending moment or curvature in the neighborhood of the touch down point (TDP) and the maximum tension at the top are two key parameters to be controlled during deepwater J-lay installation in order to ensure the safety of the pipe-laying operation and the normal operation of the pipelines. In this paper, the non-linear governing differential equation for getting the two parameters during J-lay installation is proposed and solved by use of singular perturbation technique, from which the asymptotic expression of stiffened catenary is obtained and the theoretical expression of its static geometric configuration as well as axial tension and bending moment is derived. Finite element results are applied to verify this method. Parametric investigation is conducted to analyze the influences of the seabed slope, unit weight, flexural stiffness, water depth, and the pipe-laying tower angle on the maximum tension and moment of pipeline by this method, and the results show how to control the installation process by changing individual parameters.
AbstractList The maximum bending moment or curvature in the neighborhood of the touch down point (TDP) and the maximum tension at the top are two key parameters to be controlled during deepwater J-lay installation in order to ensure the safety of the pipe-laying operation and the normal operation of the pipelines. In this paper, the non-linear governing differential equation for getting the two parameters during J-lay installation is proposed and solved by use of singular perturbation technique, from which the asymptotic expression of stiffened catenary is obtained and the theoretical expression of its static geometric configuration as well as axial tension and bending moment is derived. Finite element results are applied to verify this method. Parametric investigation is conducted to analyze the influences of the seabed slope, unit weight, flexural stiffness, water depth, and the pipe-laying tower angle on the maximum tension and moment of pipeline by this method, and the results show how to control the installation process by changing individual parameters.
The maximum bending moment or curvature in the neighborhood of the touch down point (TDP) and the maximum tension at the top are two key parameters to be controlled during deepwater J-lay installation in order to ensure the safety of the pipe-laying operation and the normal operation of the pipelines. In this paper, the non-linear governing differential equation for getting the two parameters during J-lay installation is proposed and solved by use of singular perturbation technique, from which the asymptotic expression of stiffened catenary is obtained and the theoretical expression of its static geometric configuration as well as axial tension and bending moment is derived. Finite element results are applied to verify this method. Parametric investigation is conducted to analyze the influences of the seabed slope, unit weight, flexural stiffness, water depth, and the pipe-laying tower angle on the maximum tension and moment of pipeline by this method, and the results show how to control the installation process by changing individual parameters.
Author 王琴 段梦兰 李海明 张庆元
AuthorAffiliation Offshore Oil/Gas Research Center, China University of Petroleum, Beijing 102249, China China National Offshore Oil Corporation, Beijing 100010, China
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Issue 6
Keywords non-linear governing differential equation; J-lay of pipeline
geometric nonlinearity
deepwater
singular perturbation technique
stiffened catenary
touch down point
Language English
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Notes 32-1441/P
deepwater; touch down point; singular perturbation technique; non-linear governing differential equation; J-lay of pipeline; geometric nonlinearity; stiffened catenary
WANG Qin DUAN Meng-lan LI Hai-ming ZHANG Qing-yuan (a Offshore Oil/Gas Research Center, China University of Petroleum, Beijing 102249, China b China National Offshore Oil Corporation, Beijing 100010, China)
The maximum bending moment or curvature in the neighborhood of the touch down point (TDP) and the maximum tension at the top are two key parameters to be controlled during deepwater J-lay installation in order to ensure the safety of the pipe-laying operation and the normal operation of the pipelines. In this paper, the non-linear governing differential equation for getting the two parameters during J-lay installation is proposed and solved by use of singular perturbation technique, from which the asymptotic expression of stiffened catenary is obtained and the theoretical expression of its static geometric configuration as well as axial tension and bending moment is derived. Finite element results are applied to verify this method. Parametric investigation is conducted to analyze the influences of the seabed slope, unit weight, flexural stiffness, water depth, and the pipe-laying tower angle on the maximum tension and moment of pipeline by this method, and the results show how to control the installation process by changing individual parameters.
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Snippet The maximum bending moment or curvature in the neighborhood of the touch down point (TDP) and the maximum tension at the top are two key parameters to be...
The maximum bending moment or curvature in the neighborhood of the touch down point (TDP) and the maximum tension at the top are two key parameters to be...
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SubjectTerms Airport towers
Angles (geometry)
Asymptotic properties
Bending moments
Coastal Sciences
Curvature
Differential equations
Engineering
Fluid- and Aerodynamics
Marine
Marine & Freshwater Sciences
Mathematical analysis
Numerical and Computational Physics
Oceanography
Offshore Engineering
Pipelines
Simulation
奇异摄动方法
奇异摄动法
安装过程
弯曲力矩
控制微分方程
最大张力
深海
管道铺设
Title A Singular Perturbation Method for Parametric Investigation on J-lay Installation of Deepwater Pipelines
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