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Analytical and Experimental Investigation of Asymmetric Floating Phenomena of Uniform Bodies Cover

Analytical and Experimental Investigation of Asymmetric Floating Phenomena of Uniform Bodies

Open Access
|Mar 2024

References

  1. E. N. Gilbert, “How things float,” Journal American Mathematical Monthly, vol. 3, pp. 201 216, 1991.
  2. J. Mégel and J. Kliava, “Metacenter and ship stability,” American Journal, American Association of Physics Teachers, vol. 78, no. 7, pp. 738 747, 2010.
  3. A. Karczewski, “The Influence of The Cuboid Float’s Parameters on The stability of A Floating Building,” Polish Maritime Research, vol. 27, no. 107, pp. 16 21, 2020.
  4. J. Li, “Analysis of The Dynamic Response of Offshore Floating Wind Power Platforms in Waves,” Polish Maritime Research, vol. 27, no. 108, pp. 17 25, 2020.
  5. K. J. Spyrou, “The stability of floating regular solids,” Ocean Engineering, vol. 257, no. 111615, 2022.
  6. D. G. AS, RULERS FOR CLASSIFICATION: Inland Navigation vessels, part 6 Additional class notations, 2015.
  7. H. Auerbach, “Sur un problem de M. Ulam concernant l’équilibre des corps flottants (On a problem of Mr. Ulam concerning the equilibrium of floating bodies),” Studia Math, vol. 7, pp. 121 142, 1938.
  8. C. L. Bernard, Stability and equilibrium of floating bodies, London: Constable and Company Limited, 1914.
  9. V. Bertram, Practical ship hydrodynamics, 2nd ed., Oxford: Elsevier Butterworth Heinemann, 2012.
  10. A. Biran, Ship hydrostatics and stability, 1st ed., Oxford: Elsevier Butterworth Heinemann, 2003.
  11. S. N. Blagoveshchensky, Theory of ship motions (Transl. from the 1st Russian edition), New York: Dover Publications, 1962.
  12. H. E. Rossell and L. B. Chapman, Principles of Naval Architecture, Vol. 1, New York: Soc. Naval Architecture and Marine Engineering, 1941.
  13. E. H. Lockwood, A book of curves, Cambridge University Press, 2007.
  14. S. M. Ulam, “A collection of mathematical problems,” Science, vol. 132, pp. 665 666, 1960.
  15. L. Montejano, “On a problem of Ulam concerning a characterization of the sphere,” Studies in Applied Mathematics, vol. 3, pp. 243 248, 1973.
  16. P. Bouguer, Traité du Navire, de sa construction, et de ses mouvemens (Tratise on Ship’s Construction and Movements), Paris: Jombert, 1746.
  17. K. D’Angremond and F. C. Van Roode, Breakwaters and Closure Dams, London: Spon Press, 2004.
  18. P. Erdös, G. Schibler and R. C. Herndon, “Floating equilibrium of symmetrical objects and the breaking of symmetry, Part 1: Prisms,” Am. J. Phys., Am. J. Phys., vol. 60, no. 4, pp. 335-345, 1992.
  19. H. Ghassemi, I. Ghamari and A. Ashrafi, “Numerical Prediction of Wave Patterns Due to Motion of 3D Bodies by Kelvin-Havelock Sources,” Polish Maritime Research, vol. 23, no. 92, pp. 46-58, 2016.
  20. T. L. Heath, The works of Archimedes, Dover Publications, 2005.
  21. K. J. Rawson and E. C. Tupper, Basic Ship Theory, 5th ed., London: Longman, 2001.
  22. D. R. Derrett and C. B. Barras, Ship stability for masters and mates, 6th ed., Oxford: Elsevier Butterworth-Heinemann, 2006.
DOI: https://doi.org/10.2478/pomr-2024-0002 | Journal eISSN: 2083-7429 | Journal ISSN: 1233-2585
Language: English
Page range: 16 - 23
Published on: Mar 29, 2024
In partnership with: Paradigm Publishing Services
Publication frequency: 4 issues per year

© 2024 Jian Gu, Antonio Carlos Fernandes, Wei Chai, Shu Xia Bu, Xiangxi Han, published by Gdansk University of Technology
This work is licensed under the Creative Commons Attribution 4.0 License.