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Determination of accelerations at arbitrary points of a ship based on nonlinear theory in irregular waves

Abstract

The article discusses the determination of accelerations at various points of the ship from the action of second-order nonlinear forces on the basis of three-dimensional potential theory in conditions of irregular waves. To determine them, the spectral method and accelerations previously calculated for regular waves are used. A study is carried out of the influence of changes in heading angle and speed on the maximum values of acceleration. Acceleration calculations are provided for various ships. The significant influence of nonlinear forces on horizontal and vertical accelerations at beam waves 7, 8 and the need to take it into account is shown. 

About the Authors

V. Yu. Semenova
St. Petersburg state marine technical university
Russian Federation

DSc, professor



D. A. Al’baev
St. Petersburg state marine technical university
Russian Federation

senior lecturer



References

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2. Lugovskiy V.V. Nelineynye zadachi morekhodnosti korablya [Nonlinear problems of ship seaworthiness]. — L.: Sudostroenie, 1966.

3. Semenova V. Yu. Razrabotka metoda rashcheta nelineynoy kachki sudov [Development of a method for calculating the non-linear motions of ships]: diss. … dokt. tekhn. nauk / SPBGMTU. — St. Petersburg, 2005.

4. Semenova V.Yu., Al'bayev D.A. Opredeleniye inertsionno-dempfiruyushchikh sil vtorogo poryadka malosti, voznikayushchikh pri kachke sudna, na osnovanii trekhmernoy potentsial'noy teorii [Determination of the second order inertial-damping forces arising during the oscillations of the ship based on the three-dimensional potential theory]. Morskiye intellektual'n·yye tekhnologii. — 2019. — № 2 (44), t. 1. — Ss. 36 — 44.

5. Semenova V.Yu., Al'bayev D.A. Opredeleniye nelineynykh sil vtorogo poryadka, voznikayushchikh pri vertikal'noy kachke sudna, na osnovanii trekhmernoy potentsial'noy teorii [Determination of nonlinear forces of the second order arising during the heaving of a ship, based on three-dimensional potential theory]. Morskiye intellektual'nye tekhnologii. — 2019. — № 4-1 (40). — Ss. 63 — 69.

6. Semenova V.Yu., Al'bayev D.A. Opredeleniye nelineynykh sil vtorogo poryadka, voznikayushchikh pri poperechno-gorizontal'nykh i bortovykh kolebaniyakh sudov na osnovanii trekhmernoy potentsial'noy teorii. Morskiye intellektual'nye tekhnologii [Determination of nonlinear second-order forces arising from horizontal and rolling motions of ships based on three-dimensional potential theory]. — 2020. — № 2-2 (48). — Ss. 11 — 18.

7. Semenova V.Yu., Al'bayev D.A. Opredeleniye nelineynykh difraktsionnykh sil vtorogo poryadka, deystvuyushchikh na sudno, na osnovanii trekhmernoy teorii [The determination of nonlinear second-order diffraction forces acting on a ship based on three-dimensional theory]. Morskiye intellektual'nye tekhnologii. — 2021. — № 2, t. 3. — Ss. 20 — 28.

8. Semenova V.Yu., Al'bayev D.A. Opredeleniye nelineynykh sil vtorogo poryadka, voznikayushchikh pri vzaimodeystvii volneniya i otdel'nykh vidov kachki sudna [Determination of nonlinear forces of the second order arising from the interaction of waves and certain types of ship’s motions]. Morskiye intellektual'nye tekhnologii. — 2021. — № 4, t. 2. — Ss. 21 — 31.

9. Semenova V.Yu., Al'bayev D.A. Chislennoye opredeleniye nelineynykh sil vtorogo poryadka, voznikayushchikh pri vzaimodeystvii otdel'nykh vidov kachki sudna na regulyarnom volnenii [Numerical determination of nonlinear forces of the second-order arising from the interaction of certain types of ship’s motions in regular waves]. Morskiye intellektual'nye tekhnologii. — 2022. — № 2, ch. 2. — Ss. 125 — 133.

10. So Chzho Tu. Razrabotka metoda rashcheta nelineynykh sil vtorogo poryadka, voznikayushchikh pri kachke sudna na melkovodye [Development of the method for calculating second-order nonlinear forces due to ship’s motions in shallow water]: diss. … kand. tekhn. nauk / SPbGMTU. — St. Petersburg, 2014.


Review

For citations:


Semenova V.Yu., Al’baev D.A. Determination of accelerations at arbitrary points of a ship based on nonlinear theory in irregular waves. Research Bulletin by Russian Maritime Register of Shipping. 2024;1(75):25-32. (In Russ.)

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ISSN 2223-7097 (Print)