Wave-induced Force Dynamics Analysis of Tension Leg Platform
Engineering
DOI:
https://doi.org/10.55672/hij2022pp14-25Keywords:
TLP platform, hull tendons, drag and inertia forcesAbstract
This work analyses the dynamic response of Tension Leg Platform, TLP under sea wave induced forces with the aid of fluid dynamics modified Morison equation, single degree of freedom mass spring damper theory, and the Runge-Kutta ode45. Specifically, we employ the modified Morison equation to calculate the sea wave forces acting on a cylinder hull of the TLP. Two types of sea wave characteristics are analysed including sea waves in the South China Sea to compute the waves loading on the hull. Evaluated results are incorporated into the equation of motion of the platform, modeled as a single degree of freedom mass-spring-damper system to obtain the platform displacement at x-axis direction. The results showed that the dynamic response of the platform under the influence of sea wave A exhibits a displacement of 0.02 m in the direction of wave propagation parallel to the x-axis of the platform. Meanwhile, sea wave B manifests a magnitude at least twenty times larger compared to sea wave A, resulting in 0.5 m displacement in the same axis direction. We further examine the consequence of velocity profile of sea waves on displacement and time taken for a complete vibrational cycle. A parameter-fed CFD simulation with Star-CCM+ shows clear dynamic response of the TLP when acted upon by sea wave A. Obtained results indicate the importance of materials selection for construction of the hull tendons based on the motion of the hull and gives a fair estimate for cyclic loading on the tendons throughout the life cycle of the platform.
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[1] H. A. Bourne Jr and M. Salama, "Mooring system for tension leg platform," ed: Google Patents, 1980.
[2] G. Wu, H. Jang, J. W. Kim, W. Ma, M.-C. Wu, and J. O’Sullivan, "Benchmark of CFD modeling of TLP free motion in extreme wave event," in International Conference on Offshore Mechanics and Arctic Engineering, 2014, vol. 45400, p. V002T08A086: American Society of Mechanical Engineers.
[3] D. I. Karsan and Z. Demirbilek, "Method and apparatus to stabilize an offshore platform," ed: Google Patents, 1990.
[4] I. W. S. Rawles, A. C. Kyriakides, S.-C. Li, Q. Ling, and G. Miao, "Tension Leg Platform With Improved Hydrodynamic Performance," ed: Google Patents, 2011.
[5] A. A. Taflanidis, C. Vetter, and E. J. A. O. R. Loukogeorgaki, "Impact of modeling and excitation uncertainties on operational and structural reliability of tension leg platforms," vol. 43, pp. 131-147, 2013.
[6] A. J. O. E. Jain, "Nonlinear coupled response of offshore tension leg platforms to regular wave forces," vol. 24, no. 7, pp. 577-592, 1997.
[7] H. Lee, W.-S. J. J. o. S. Wang, and vibration, "Analytical solution on the dragged surge vibration of tension leg platforms (TLPS) with wave large body and small body multi-interactions," vol. 248, no. 3, pp. 533-556, 2001.
[8] R. Adrezin and H. J. P. E. M. Benaroya, "Response of a tension leg platform to stochastic wave forces," vol. 14, no. 1-2, pp. 3-17, 1999.
[9] C. A. Brebbia and S. Walker, Dynamic analysis of offshore structures. Newnes, 2013.
[10] S. M. G. Zadeh, R. S. Baghdar, and S. M. S. V. K. J. O. J. o. M. S. Olia, "Finite element numerical method for nonlinear interaction response analysis of offshore jacket affected by environment marine forces," vol. 5, no. 04, p. 422, 2015.
[11] A. A. M. Ali, A. Al-Kadhimi, and M. J. J. J. o. C. E. Shaker, "Dynamic behavior of jacket type offshore structure," vol. 6, no. 4, pp. 418-435, 2012.
[12] D. Kelly and A. Coddington, The Bermuda Triangle, Stonehenge, and Unexplained Places. Cavendish Square Publishing, LLC, 2017.
[13] D. C. J. P. A. R. Menzel, "The Katrina aftermath: A failure of federalism or leadership?," vol. 66, no. 6, pp. 808-812, 2006.
[14] M. Rudman and P. W. J. O. E. Cleary, "Rogue wave impact on a tension leg platform: The effect of wave incidence angle and mooring line tension," vol. 61, pp. 123-138, 2013.
[15] T. Johannessen, S. Haver, T. Bunnik, and B. J. P. D. O. T. Buchner, "Extreme wave effects on deep water Tlps lessons learned from the Snorre a model tests," pp. 28-30, 2006.
[16] J. Morison, J. Johnson, and S. J. J. o. P. T. Schaaf, "The force exerted by surface waves on piles," vol. 2, no. 05, pp. 149-154, 1950.
[17] W. C. Nolan and V. C. Honsinger, "Wave-induced vibrations in fixed offshore structures," Massachusetts Institute of Technology, 1962.
[18] S. Chandrasekaran, A. Jain, and N. J. O. E. Chandak, "Influence of hydrodynamic coefficients in the response behavior of triangular TLPs in regular waves," vol. 31, no. 17-18, pp. 2319-2342, 2004.
[19] R. Burrows, R. Tickell, D. Hames, and G. J. A. O. R. Najafian, "Morison wave force coefficients for application to random seas," vol. 19, no. 3-4, pp. 183-199, 1997.
[20] N. J. E. J. o. S. E. Haritos, "Introduction to the analysis and design of offshore structures–an overview," no. 1, pp. 55-65, 2007.
[21] N. Veritas, Environmental conditions and environmental loads. Det Norske Veritas Oslo, Norway, 2000.
[22] S. S. Rao, "Mechanical Vibrations, Pearson Education Inc," in 6th ed. s.l 2018.
[23] N. Abdussamie, R. Ojeda, Y. Drobyshevski, G. Thomas, W. J. S. Amin, and O. Structures, "Experimental investigation of extreme wave impacts on a rigid TLP model in cyclonic conditions," vol. 12, no. 2, pp. 153-170, 2017.
[24] ed, pp. http://www.shell.com/about-us/major-projects/malikai.html.
[25] J. N. Sharma, S. Tryggestad, and J. Bian, "A comprehensive wind, wave and current measurement program in the South China Sea," in Coastal Engineering 1996, 1997, pp. 354-367.
[26] N. H. Idris, M. Seeni, and I. Mohd, "Sea surface current circulation pattern in the South China Sea derived from satellite altimetry," in Proceedings of the 28th Asian Conference on Remote Sensing, 2007.
[27] V. Jaksic et al., "Dynamic response mitigation of floating wind turbine platforms using tuned liquid column dampers," vol. 373, no. 2035, p. 20140079, 2015.
[28] X. Chen, Y. Ding, J. Zhang, P. Liagre, J. Niedzwecki, and P. J. O. E. Teigen, "Coupled dynamic analysis of a mini TLP: Comparison with measurements," vol. 33, no. 1, pp. 93-117, 2006.
[29] O. Nwogu and M. Irani, "Numerical prediction of higher order wave induced loads on tethered platforms," in The First ISOPE European Offshore Mechanics Symposium, 1990: OnePetro.
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