Study on bow wave breaking around ultra large block coefficient ship

Authors

  • Md Ashim Ali Assistant Professor
  • Kazuo Suzuki Professor
  • Sou Miyauchi

DOI:

https://doi.org/10.3329/jname.v10i2.16104

Keywords:

Wave breaking, Free Surface Disturbance (FSD) function, Rankine Source Method, Ultra Large Block coefficient Ship (ULBS)

Abstract

Due to the increase of maritime transportation volume day by day it is necessary to design a ship hull having large carrying capacity with low resistance. In case of slow moving ships, usually wave breaking occurs in front of bow. A considerable portion of resistance occurs due to the energy dissipation of such wave breaking in case of Ultra Large Block coefficient Ship (ULBS) suggested by the authors. The key objective of this research work is to investigate the relationship between bow wave breaking and free surface disturbance function that may be used as a parameter for numerical prediction of bow wave breaking. In this regard, the experiments and numerical calculations have been carried out for six models of ULBS. From the results, it can be concluded that the wave breaking area in front of bow increases with the increase of surface integral of the square of free surface disturbance function, Froude number and block coefficient.

DOI: http://dx.doi.org/10.3329/jname.v10i2.16104

 

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Author Biography

Md Ashim Ali, Assistant Professor

Department of Naval Architecture and Marine Engineering

BUET, Dhaka-1000

References

Akima, H. (1978): A method of Bivariate Interpolation and Smooth Surface Fitting for Values Given at Irregularly Distributed Points, ACM Transactions on Mathematical Software, Volume 4, Number 2..

Akima, H. (1984): On Estimating Partial Derivatives for Bivariate Interpolation of Scattered Data, Rocky Mountain Journal of Mathematics, Volume 14, Number 1.

Baba, E. (1969), Study on Separation of Resistance Components, Mitsubishi Technical Bulletin. No.59.

Baba, E. (1975): Blunt Bow Forms and Wave Breaking, The First STAR Symposium on Ship Technology and Research. The Society of Naval Architects and Marine Engineers.

Baba, E (1976): Wave Resistance of Ships in Low Speed, Mitsubishi Technical Bulletin No.109.

Dawson, C.W. (1977): A Practical Computer Method for Solving Ship Wave Problem, 2nd Int. Conf. Numerical Ship Hydrodynamics. Berkeley.

Hess, A. J. Smith, A.M.O. (1964): Calculation of Non-lifting Potential Flow about Arbitrary Three-dimensional Bodies, Journal of Ship Research, pp 2244.

Ogilvie, T. F. (1968): Wave Resistance: The Low Speed Limit, Univ. of Michigan, Naval Architecture and Marine Engineering, No. 002.

Suzuki, K. et al. (2008): Experimental Visualization of Kelvin Wave Pattern around Small-scale Ship Model in Circulating Water Channel, ISFV13-13th International Symposium on Flow Visualization, France,

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Published

24.12.2013

How to Cite

Ali, M. A., Suzuki, K., & Miyauchi, S. (2013). Study on bow wave breaking around ultra large block coefficient ship. Journal of Naval Architecture and Marine Engineering, 10(2), 69–80. https://doi.org/10.3329/jname.v10i2.16104

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