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Estimation and prediction of effective inflow velocity to propeller in waves

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Abstract

A free running test using a container ship model clarified properties of effective inflow velocity to propellers in waves. The analysis assumes that thrust and torque vary keeping their relation to the effective inflow velocity as represented by open-water characteristics of a propeller in a steady calm water condition. Measurement in regular waves confirmed the variation of average values of the effective wake coefficient and ship speed depending on wavelength and wave encounter angle. Comparison with the longitudinal flow velocity measured at the sides of the propeller using an onboard vane-wheel current meters confirmed that one can estimate the effective inflow velocity based on thrust or torque data. Theoretical estimates in regular waves based on a strip method are provided and compared with the experimental data. A prediction model of the future inflow velocity is proposed to cope with a time delay of a propeller pitch controller for higher propeller efficiency in waves.

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References

  1. Taniguchi K (1961) Propulsion performance in waves. Bull Soc Naval Archit Japan 383:315–328 (in Japanese)

    Google Scholar 

  2. McCarthy JH, Norley WH, Ober GL (1961) The performance of a fully submerged propeller in regular waves. David Taylor Model Basin, Report 1440

  3. Nakamura S, Naito S, Inoue R (1975) Open-water characteristics and load fluctuations of propeller in waves. J Kansai Soc Naval Archit Japan 159:41–55 (in Japanese)

    Google Scholar 

  4. Yamanouchi Y, Ando S (1966) Experiments on a Series 60, CB = 0.70 ship model in oblique regular waves. Papers of Ship Research Institute, No. 18

  5. Yoshino T, Saruta T, Yoshino Y (1974) Model tests on thrust and torque increase and fluctuations acting on the propeller shafts of high-speed container ships with single or twin screws in oblique waves. Papers Ship Res Inst 11(4):217–232 (in Japanese)

    Google Scholar 

  6. Sluijs MFV (1972) Performance and propeller load fluctuations of a ship in waves. Netherlands Ship Research Centre TNO, Report No. 163S

  7. Nakamura S, Hosoda R, Naito S (1975) Propulsive performance of a container ship in waves (3rd Report). J Kansai Soc Naval Archit Japan 158:37–46 (in Japanese)

    Google Scholar 

  8. Nakamura S, Hosoda R, Naito S, Inoue M (1975) Propulsive performance of a container ship in waves (4th Report). J Kansai Soc Naval Archit Japan 159:29–39 (in Japanese)

    Google Scholar 

  9. Tsukada Y, Hinatsu M, Hasegawa J (1997) Measurement of unsteady ship wakes in waves. J Kansai Soc Naval Archi Japan 228:15–20 (in Japanese)

    Google Scholar 

  10. Aalbers AB, Gent WV (1985) Unsteady wake velocities due to waves and Motions measured on a ship model in head waves. In: Proceedings of 15th symposium on naval hydrodynamics, vol 15, pp 69–81

  11. Tasaki R (1957) On the characteristics of the driving machine in the self-propulsion test among waves. J Soc Naval Archit Japan 101:25–32 (in Japanese)

    Google Scholar 

  12. Tanizawa K, Ueno M, Taguchi H, Fujiwara T, Miyazaki H, Sawada H, Tsukada Y (2010) The actual model ship basin. Papers Natl Marit Res Inst 10(4):1–40 (in Japanese)

    Google Scholar 

  13. International Ship Structure Congress (1964) Report of the committee 1, Environmental conditions. In: Proceedings of the 2nd ISSC

  14. Hinatsu M, Moriyama F, Tsukada Y, Adachi H (1982) On a correlation between a propeller load and stern flow variation. In: Proceedings of the General Meeting of Ship Research Institute vol 40, pp 86–89 (in Japanese)

  15. Adachi H (1983) On the theoretical bases and application methods of the propeller load varying test method. J Soc Naval Archit Japan 154:109–117 (in Japanese)

    Article  Google Scholar 

  16. Toda Y, Tanaka I, Iwasaki Y (1982) Distortion of axisymmetric boundary layer due to propeller suction. J Kansai Soc Naval Archit Japan 185:39–48 (in Japanese)

    Google Scholar 

  17. Jinnaka T (1958) Some experiments on the exiting forces of waves acting on the fixed ship models. J Soc Naval Archit Japan 103:47–57 (in Japanese)

    Google Scholar 

  18. Jinnaka T (1960) Periodic sources and its applications (continued). J Soc Naval Archit Japan 108:1–4 (in Japanese)

    Google Scholar 

  19. Salvesen N, Tuck EO, Faltinsen M (1970) Ship motions and sea loads. Trans Soc Naval Archit Marine Eng 78:250–287

    Google Scholar 

  20. Hino M (1977) Spectrum analysis. Asakura Shoten (in Japanese)

  21. Tanizawa K, Minami Y (2006) Wave impact avoidance system for ships. Japan Patent JP2008-44472A

  22. Hashimoto N, Nagai N, Shimizu K, Sugawara K (1996) On the Reliability of the statistical wave forecasting through Kalman filtering combined with principal component analysis. Report of the Port and Harbour Research Institute, 35-1, pp 91–115 (in Japanese)

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Acknowledgments

The authors thank Mr. Yasushi Kitagawa at the National Maritime Research Institute for his providing the information about a propeller pitch controller of a cargo carrier. This study was supported by the Program for Promoting Fundamental Transport Technology Research from the Japan Railway Construction, Transport and Technology Agency (JRTT).

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Correspondence to Michio Ueno.

Appendix

Appendix

Reference test data including ship motion in regular and irregular waves are shown in Figs. 13 and 14.

Fig. 13
figure 13

Time history of longitudinal component of ship speed, U(ship); effective inflow velocity obtained using thrust data, u P[T]; flow velocity measured by vane-wheel current meter at starboard, u(stb) in regular head waves (χ, wave encounter angle; Hwm, measured wave height; n, propeller revolution)

Fig. 14
figure 14

Time history of pitch angle (bow-up positive), heave acceleration at center of gravity (downward positive), and relative waves at aft perpendicular (upward positive) in irregular waves, corresponding Fig. 5; (χ, wave encounter angle; T 01, primary wave period; H 1/3, designated significant wave height; n, propeller revolution)

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Ueno, M., Tsukada, Y. & Tanizawa, K. Estimation and prediction of effective inflow velocity to propeller in waves. J Mar Sci Technol 18, 339–348 (2013). https://doi.org/10.1007/s00773-013-0211-8

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