内孤立波作用下Spar平台的运动响应

宋志军; 勾莹; 滕斌; 时忠民; 屈衍; 肖越

内孤立波作用下Spar平台的运动响应

1.
大连理工大学海岸和近海工程国家重点实验室,辽宁大连 116023
2.
中海石油研究中心,北京 100027

基金项目: 国家自然科学基金(10772040;50639030;50921001);国家科技重大专项(2008ZX05026-02-02)。

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出版历程
- 收稿日期: 2009-12-11
- 修回日期: 2010-04-22

The motion responses of a Spar platform under internal solitary wave

1.
State Key Laboratory of Coastal and Offshore Engineering,Dalian University of Technology, Dalian 116024,China
2.
China Offshore Oil Research Center,Beijing 100027, China

摘要

摘要: 建立了内孤立波作用下Spar平台运动响应的时域数值模型,并利用这一模型计算了内孤立波作用下Spar平台的运动响应。其中根据K-dv方程解出内孤立波的波面及水质点速度表达式,应用Morison公式求出内孤立波对Spar平台的水平作用力;由伯努力方程求解压强,通过在平台底面积分求出内孤立波对Spar平台的垂向作用力;在悬链线理论的基础上,分析锚链对平台的作用力,采用四阶Runge-Kutta方法求解运动方程。数值结果表明,当内孤立波不断接近海洋平台时,Spar平台受到的作用力随之增大,海洋平台会产生远大于表面波作用下的水平位移,从而证实了内孤立波是影响海洋平台稳定的重要因素,在海洋平台的设计和评估中内孤立波的作用是不可忽略的。
- 内孤立波 /
- Spar平台 /
- Morison公式 /
- 悬链线理论 /
- 运动响应
Abstract: In this paper, a time-domain numerical model is established to consider the motion responses of a Spar platform induced by internal solitary wave which satisfies the K-dv equation. The horizontal force on the Spar is computed by Morison equation and the vertical force is computed by integration of the fluid pressure on the Spar bottom based on Bernoulli equation. The catenary theory is used to analyze the mooring force. The motion equation is solved by using fourth-order Runge-Kutta method. The numerical results show that when the internal solitary approaches to the Spar platform, the platform produces a much greater displacement comparing with the displacement induced by the surface waves. It is approved that internal solitary wave is one of the important effecting factors for the stability of offshore platform. Therefore the influence of internal solitary wave on the deep-sea platforms can not be neglected in design and estimation.
- internal solitary wave /
- Spar platform /
- Morison equation /
- catenary theory /
- motion response

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参考文献(17)

李家春.水面下的波浪——海洋内波[J]. 力学与实践, 2005, 27(2):1—5.

富永政英. 海洋波动——基础理论和观测成果[M]. 北京:科学出版社, 1976:423—456.

杜涛,吴巍,方欣华. 海洋内波的产生与分布[J]. 海洋科学, 2001, 25(4):25—28.

陈景辉. 南海流花11-1深海油田开发工程[J]. 中国海洋Spar平台, 1996, 11(1):43—45.

BOLE J B, EBBESMEYER C C, ROMEA R D. Soliton currents in the South China Sea:measurements and theoretical modeling //The 16^th Offshore Technology Conference in Houston. Texas, USA, 1994:367—376.

CHENG Y L, LI J C, LIU Y F. The induced flow field by internal solitary wave and its action on cylindrical piples in the stratified ocean //ZHUANG F G,LI J C.Recent Advances in Fluid Mechanics, Qinghua-Apringer,2004:296—299.

CAI S Q, LONG X M, GAN Z J. A method to estimate the forces exerted by internal solitons on cylinder piles[J]. Ocean Engineering,2003,30:673—689.

CAI S Q, LONG X M, WANG S G. Force and torques exerted by internal solitions in shear flows on cylinder piles[J].Applied Ocean Research,2008,30:72—77.

沈国光,叶春生.内波孤立子的非波导载荷计算[J].天津大学学报,2005,38(12):1043—1050.

JEFFERY A, RAMOLLO M P. Reflection and transmission of internal solitary waves across a barrier[J]. Wave Motion,1995,22:325—333.

MAXWORTH T. A note on the internal solitary waves produced by tidal flow over a three-dimensional ridge[J].J Geophys Res, 1979,84C:338—346.

MICHALLET M, BARTHELEMY E. Experimental study of interfacial solitary waves[J].Journal of Fluid Mech,1998,336:159—177.

GEAR J A, GRIMSHAW R. A second-order theory for solitary waves in shallow fluids[J].Phys,Fluids, 1983, 26(1):14—29.

OSBORNE A R, BURCH T L. Internal Solitons in the Andaman Sea[J]. Science, 1980, 208:451—460.

DNV-RP-C205, Environmental conditions and environmental loads[S].

AGARWAL A K, JAIN A K. Dynamic behavior of offshore spar platforms under regular sea waves [J]. Ocean Engineering. 2003, 30:487—516.

李玉成,滕斌. 波浪对海上建筑物的作用[M]. 北京:海洋出版社, 2002:94—95.

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