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Design assessment of dynamic amplification What is measured?

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Presentation on theme: "Design assessment of dynamic amplification What is measured?"— Presentation transcript:

1 Design assessment of dynamic amplification What is measured?
Classification: Statoil internal Status: Draft Kvitebjørn Jacket Design assessment of dynamic amplification What is measured? Sverre Haver, Statoil January 2008

2 Photo: Halvor Arne Asland

3 Wave climate Platform substructure

4 Top side mass Second order surface process is simulated Linear springs model platform-soil system

5 First step – eigenvalue analysis
Simulated sea states

6 Method used for calculating global characteristic loads
Design wave method: There is a well proven metodology available when design wave approach is used for quasi-static problems (See N-003). Kvitebjørn is too sensitive to dynamics for thrusting solely on design wave method and a simple estimate for the dynamic amplification. Time domain solution of equation of motion: Method in principle very adequate for the Kvitebjørn case. However, there is no detailed recipee for how to do such an analyis. Choice of method for predicting design characteristic loads: Design wave method to determine the 10-2 – probability quasistatic response: + Time domain analysis for obtaing a equivalent dynamic amplification factor.

7 Quasistatic and dynamic simulation for hs=14.9m and tp=16s.
A considerable resonant response is observed. Gumbel model fitted to sample


9 The dynamic amplification factor is an equivalent factor
The dynamic amplification factor is an equivalent factor. It is the ratio between the 95% 3-hour maximum dynamic response and the 95% 3-hour quasistatic response. The extremes do not necessarily coincide in time.


11 It is seen for fatigue purposes one may generally utilize a frequency domain analysis. Exception members close to the free surface.





16 Dimensjon i bunn: 50m x 50m Dimensjon i topp: 30m x 22,5m Total lengde: 177,9m Vekt: t Legg nedre del:Ø T = 100/60 Legg øvre del: Ø T = 100/70 Stag nedre del: Ø1200/Ø1300 T=25/30 Stag øvre del: Ø900 T = 65

17 Connection Pin Ø2900 x 95/100 A2: 10,4 m B2: 8,9 m A1 og B1: 7.9 m
Weld beads c/c 200 mm

18 Dokking av øvre del (JUS) ned i nedre del(JBS)
Innstallasjon Dokking av øvre del (JUS) ned i nedre del(JBS) Nivellering og evt. jekking Aktivisering av grippere Grouting av hulrom på 165 mm med spesial grout med trykkstyrke på 115 Mpa. Design basert på 80 Mpa. Kraftfordeling 60% av trykk kreftene overføres på spiss motstand, og 40% på skjær Strekk krefter overføres på friksjon (skjær)

19 JBS installert: JUS installert:

20 Problemer med installasjon av dekket pga dønninger

21 Dekket ble installert

22 Kvitebjørn platform ble ferdig innstalert 20.05.03

23 Dynamic behaviour of Kvitebjørn jacket structure
Classification: Statoil internal Status: Draft Dynamic behaviour of Kvitebjørn jacket structure Numerical predictions versus full-scale measurements Daniel Karunakaran, Subsea7, Stavanger, Norway Sverre Haver, Statoil, Stavanger, Norway

24 Problem Slender steel structure in rather deep water (190m).
Utilizing values adopted in design, the largest natural period was 5s. Hydrodynamic loading is non-linear, i.e. for an ocean wave with period 15s load fluctuations will also be experienced for 7.5s, 5.0s, 3.75s, … The wave period of the annual probability design wave is around 15s. At design ”DAF” = xmaxdyn/xmaxstat was estimated to be 1.4 – 1.6. Colour points sensors collecting full scale data. show positions of various

25 Illustration of 3w exitation

26 Standard deviation – measured versus predicted Utilizing design assumptions regarding topside weight and soil-structure stiffness Conclusion: Predictions are well on the conservative side for the extreme sea states. Most important reason: Less topside weight(?) and stiffer soil-structure interaction.

27 Natural periods – design figures versus observations first winter (Tuned model prepared in 2004/2005.) For tuned model the following actions were taken: 1) Topside weight reduced from 23000tons to 18000tons. (Comment 2008: Not correct!) 2) Soil-structure stiffness increased by a factor (Comment 2008: Too large factor.)

28 Deck displacement January 1 2004, 12:00 – 13:00 hs=12.3m and tp=13.8s
Quasistatic (mm) Dynamic (mm) Measured Simulated Measured Simulated X- A Y- A X- B Y- B

29 Dynamic leg forces, January 1 2004, 12:00 – 13:00

30 Future challenges: Missed events
Observations: Measured waves are not very large, but measured responses are rather large. Simulations using measured wave train do not identify this event. Reasons? A) Transformed measured wave train at leg positions are not proper. B) An important load mechanism is not captured by the simulations.

31 Conclusions Natural periods estimated from measurements are considerably smaller than those predicted in the design phase, indicating higher soil stiffness and lower deck weight. Bearing in mind all uncertainties associated with the measured values, the numerical simulations using the tuned model compare reasonably well with measurements. Measured total response is typically on the conservative side. (Comment 2008: We are presently working on establishing a more correct tuned model) Simulated quasi-static leg forces compare better with measurements than the resonant response. Reason seems to be to large exitation at the natural frequency in the simulations. There are some few large measured response events which are not reproduced by the present simulation sceme.

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