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内输高温高压流体海底悬跨管道的非线性涡激振动响应 分析
顾继俊,马天麒,陈磊磊,贾纪川,高磊,李明婕
1 中国石油大学(北京)机械与储运工程学院,北京 102249 2 路易斯安那州立大学土木与环境工程系,路易斯安那州 70803,美国 3 中海油研究总院有限责任公司,北京 100028 4 德州学院能源与机械学院,德州 253023
Nonlinear dynamic response of suspended span pipe conveying high temperature and high pressure flow
GU Jijun , MA Tianqi , CHEN Leilei , JIA Jichuan , GAO Lei, LI Mingjie
1 College of Mechanical and Transportation Engineering, China University of Petroleum-Beijing, Beijing 102249, China 2 Department of Civil & Environmental Engineering, Louisiana State University, Louisiana 70803, USA 3 Science and Technology Management Department, CNOOC Research Institute Ltd., Beijing 100028, China 4 Energy and Mechanics College, Dezhou University, Dezhou 253023, China

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摘要  建立了内部高温高压流体—管道—外流的海底悬跨管道耦合运动方 程,采用有限元及Newmark-β方法对方程进行求解,分析了因热屈 曲引起初始竖向变形的海底悬跨管道在内外流耦合作用下的涡激振 动响应特性。
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关键词 : 热屈曲;悬跨管道;涡激振动;非线性振动;多模态振动
Abstract

Internal high temperature and high pressure flow of a subsea pipe will cause high axial force, which could induce global buckling of the pipe. The buckling pipe, which curves out of the seabed, forms a suspended span and vibrates under the action of cross currents. The dynamic response of a subsea pipe with initial vertical deformation caused by thermal buckling under the combined action of internal and external flow was analyzed. Firstly, the Euler Bernoulli beam model is used to simulate the suspended span pipe. Through stress analysis of the pipeline element and internal fluid elements, the kinematic equilibrium equation of the suspended span pipeline is established to determine the thermal buckling equilibrium state of the internal high-temperature fluid pipeline. Then, the wake oscillator model is introduced into the equation to establish the dynamic coupling equation of an internal high temperature and high pressure fluid pipeline under the action of internal and external flow. By using the Newmark--β method the discrete vortex induced vibration response equation is solved step by step, the vibration displacement, velocity and acceleration of the pipeline in time history are obtained, and the nonlinear vibration time domain prediction method of pipeline vibration with initial deformation is established. Firstly, the vibration modes of a pipeline with and without thermal buckling under different modes are compared, and the influence of the thermal buckling effect on the vibration mode of the pipeline under different modes is observed; By analyzing the pipeline vibration frequency change trend with time and combined with the change trend of the stiffness matrix in the modeling process, it is deduced that the periodic change of pipeline’s axial force will cause the periodic change of natural frequency. We changed the external fluid flow velocity of the pipeline, observed the changes of vibration frequency, mode and amplitude of the pipeline, and concluded that when the pipeline changes from low mode vibration to high-order mode vibration, the pipeline changes from periodic motion to chaotic motion, and then changes to periodic motion with the increase of external flow velocity. In this process, the phenomenon of multi-modal vibration will appear in the pipeline, and the multi-modal effect has a great influence on the vibration of low-order modes; We then changed the fluid temperature and pressure inside the pipeline, observed the changes of pipeline vibration frequency and vibration amplitude, and get that the increase of temperature and pressure in the pipeline will lead to a decrease of pipeline vibration frequency and an increase of pipeline vibration amplitude.

Key words: thermal buckling; suspended span pipe; vortex induced vibration; nonlinear vibration; multi-modal vibration
收稿日期: 2022-03-30     
PACS:    
基金资助:中国石油大学( 北京) 科研基金(Nos. 2462020YXZZ046 和 2462020XKJS01) 和国家自然科学基金(No. 51909030) 联合资助
通讯作者: Gu@cup.edu.cn
引用本文:   
顾继俊, 马天麒, 陈磊磊, 贾纪川, 高磊, 李明婕. 内输高温高压流体海底悬跨管道的非线性涡激振动响应分析. 石油科学通报, 2022, 01: 116-126 GU Jijun, MA Tianqi, CHEN Leilei, JIA Jichuan, GAO Lei, LI Mingjie. Nonlinear dynamic response of suspended span pipe conveying high temperature and high pressure flow. Petroleum Science Bulletin, 2022, 01: 116-126.
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