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REFERENCES

  • 1
    Nielsen F, Argyriadis K, Fonseca N, Boulluec ML, Liu P, Suzuki H, Sirkar J, Tarp-Johansen NJ, Waegter SRTJ, Zong Z. Specialist committee V. 4, Ocean, wind and wave energy utilization. In Proceedings of the 17th International Ship and Offshore Structures Congress, Jang CD, Hong SY (eds). Seoul National University: Seoul, Korea, 2009; 201257.
  • 2
    Seidel M, von Mutius M, Steudel D. Design and load calculations for offshore foundations of a 5MW turbine, Proceedings of the 7th German Wind Energy Conference (DEWEK), Wilhelmshaven, Germany, 2004; 16.
  • 3
    Seidel M, Kuhn M, Kaufer D, Curvers A, Boker C. Validation of offshore load simulations using measurement data from the DOWNVInD project, Proceedings of European Offshore Wind, Stockholm, Sweden, 2009; 110.
  • 4
    Larsen TJ, Hansen AM. How 2 HAWC2, the user's manual, Risø National Laboratory, Technical University of Denmark, 2007.
  • 5
    USFOS. DNV software SESAM, USFOS v 8.3, SINTEF Marintek and Norwegian University of Science and Technology, 2006. [Online]. Available: http://www.usfos.no/ [Accessed on 1 Nov 2010].
  • 6
    Moriarty P, Holley W, Butterfield S. Extrapolation of extreme and fatigue loads using probabilistic methods. Technical Report: NREL/TP-500-34421, National Renewable Energy Laboratory, Colorado, USA, 2004.
  • 7
    Fogle J, Agarwal P, Manuel L. Towards an improved understanding of statistical extrapolation for wind turbine extreme loads. Wind Energy 2008; 11: 613635.
  • 8
    Agarwal P, Manuel L. Extreme loads for an offshore wind turbine using statistical extrapolation from limited field data. Wind Energy 2008; 11: 673684.
  • 9
    Davison AC, Smith RL. Models for exceedances over high thresholds. Journal of the Royal Statistical Society. Series B (Methodological) 1990; 52: 393442.
  • 10
    Sorensen JD, Nielsen SRK. Extreme wind turbine response during operation. Journal of Physics: Conference Series—The Science of making Torque from Wind 2007; 75: 012074 (8pp).
  • 11
    Saha N, Naess A. A Monte Carlo based method for predicting extreme value statistics of uncertain structures. Journal of Engineering Mechanics, ASCE 2010; 136: 14911501.
  • 12
    Naess A, Gaidai O. Monte Carlo methods for estimating the extreme response of dynamical systems. Journal of Engineering Mechanics, ASCE 2008; 134: 628636.
  • 13
    Jonkman J, Butterfield S, Musial W, Scott G. Definition of a 5-MW reference wind turbine for offshore system development. Technical Report NREL/TP-500-38060, National Renewable Energy Laboratory, 2009; 114.
  • 14
    Gao Z, Saha N, Moan T, Amdahl J. Dynamic analysis of offshore fixed wind turbines under wind and wave loads using alternative computer codes, 3rd EAWE Conference, TORQUE 2010: The Science of Making Torque from Wind, 2010.
  • 15
    Jha A, Dolan D, Musial W, Smith C. On hurricane risk to offshore wind turbines in US waters, Offshore Technology Conference, OTC20811, Houston, Texas, USA, 2010; 112.
  • 16
    Passon P, Kühn M, Butterfield S, Jonkman J, Camp T, Larsen T. OC3-Benchmark exercise of aero-elastic offshore wind turbine codes. Technical Report NREL/CP-500-41930, National Renewable Laboratory, 2007.
  • 17
    Faltinsen OM. Sea Loads on Ships and Offshore Structures. Cambridge University Press: UK, 1993.
  • 18
    Standards. NORSOK N-003, Actions and Action Effects: Oslo, Norway, 2007.
  • 19
    Mann J, Astrup P, Kristensen L, Rathmann O, Madsen PH, Heathfield D. WasP Engineering DK. Report No. Ris-R-1179, Riso National Laboratory, DTU, 2000.
  • 20
    Johannessen K, Meling TS, Haver S. Joint distribution for wind and waves in the northern North Sea. In Proceedings of the 11th International Offshore and Polar Engineering Conference (ISOPE), Chung JS (ed.): Stavanger, Norway, 2001; 18.
  • 21
    DNV-OS-J101. Design of Offshore Wind Turbine Structures. Det Norske Veritas: Norway, 2004.
  • 22
    Twidell J, Gaudiosi G. Offshore Wind Power. Multi Science Publishing Co Ltd: Essex Uk, 2008.
  • 23
    Rice SO. Mathematical analysis of random noise. Bell System Technical Journal (Selected Papers on Noise and Stochastic Process by Wax) 1944, 1945; 23,24: 150.
  • 24
    Naess A. On a rational approach to extreme value analysis. Applied Ocean Research 1984; 6: 173174.
  • 25
    Castillo E. Extreme Value Theory in Engineering. Academic: San Diego, 1988.
  • 26
    Toft HS, Naess A, Saha N, Sorensen JD. Response load extrapolation for wind turbines during operation based on average conditional exceedance rates. Wind Energy 2011; 14: 749766.
  • 27
    Leadbetter RM, Lindgren G, Rootzen H. Extremes and Related Properties of Random Sequences and Processes. Springer: New York, 1983.
  • 28
    Gill P, Murray W, Wright MH. Practical Optimization. Academic Press: London, 1981.
  • 29
    Gumbel EJ. Statistics of Extremes. Columbia University Press: New York, 1958.
  • 30
    Coles S. An Introduction to Statistical Modeling of Extreme Values. Springer-Verlag: London, 2001.
  • 31
    Bury KV. Statistical Models in Applied Science. Krieger Publishing Company, 1975.
  • 32
    Cheng PW, van Bussel GJW, van Kuik GAM, Vugts JH. Reliability-based design methods to determine the extreme response distribution of offshore wind turbines. Wind Energy 2003; 6: 122.
  • 33
    Agarwal P, Manuel L. Simulation of offshore wind turbine response for long-term extreme load prediction. Engineering Structures 2009; 31: 22362246.
  • 34
    Ragan P, Manuel L. Statistical extrapolation methods for estimating wind turbine extreme loads. Journal of Solar Energy Engineering, ASME 2008; 130: 030301.1031020.12.
  • 35
    IEC-61400-3. Wind turbines—part 3: design requirements for offshore wind turbines, 2009. International Electrotechnical Commission.