The problem of steady motion of a ground effect vessel under stationary longitudinal motion at altitude h and small perturbations in pitch, roll and flight altitude

Main Article Content

D. Kachur
V. Golikov
M. Kosoy

Abstract

The paper deals with the problem of rectilinear motion of a ground effect vehicle, which is stable to small perturbations of the air flow caused by water surface disturbances. The qualitative picture of the interaction between the water surface and the hull, which leads to the appearance of roll, pitch, and pitch angles, as well as the conditions for compensating forces and moments that return the hull to a straight position, are considered. Based on this qualitative analysis, quantitative criteria for the stability of the straight-line motion of the screenplane were formulated. Also, for the purpose of linearizing the problem, a vortex model of the bearing surfaces and rudder profiles of the vehicle was constructed. The proposed model makes it possible to represent the velocity vector of the airframe as a linear function of small roll, pitch, and pitch angles, and, therefore, to represent aerodynamic forces and their points of application on the hull as linear functions of these angles. This representation made it possible to find the above criteria for stable motion in the form of algebraic inequalities.

Article Details

How to Cite
Kachur, D., Golikov, V., & Kosoy, M. (2023). The problem of steady motion of a ground effect vessel under stationary longitudinal motion at altitude h and small perturbations in pitch, roll and flight altitude. Herald of the Odessa National Maritime University, (68), 27-52. https://doi.org/10.47049/2226-1893-2023-1-27-52
Section
Theory and ship design
Author Biographies

D. Kachur, National University «Odessa maritime academy», Odessa, Ukraine

Postgraduate student, Ship control department

V. Golikov, National University «Odessa maritime academy», Odessa, Ukraine

Dr. of science, Professor, Ship handling department

M. Kosoy, Odessa National university named after Ilya Mechnikov, Odessa, Ukraine

Phd., Assosiate professor, Department of Mechanics, Automation and Information Technologies

References

1. Mescheryakov I.N. (2009) Aanaliz osobennostey dvizheniya ekranoplana v bokovom kanale [Analysis of the features of the ekranoplan motion in the side channel]. Nauchnyiy vestnik MGTU GA no.149, pp 125-131.
2. Vshivkov Yu. F., Galushko E.A. (2015) Matematicheskaya model aerodinamiki ekranoplana v sluchae nestatsionarnogo obtekaniya na osnove ansy [Mathematical model of ekranoplan aerodynamics in the case of nonstationary flow on the basis of ansys]. Аktualnyie problemyi aviatsii i kosmonavtiki, ser. «kspluatatsiya i nadezhnostь aviatsionnoy tehniki», pp. 644-645.
3. Ukrainets E.A., Kornienko A.P., Zimin V.A., Onischenko S.D., Smetana S.N., Kryuchenko A.Yu. (2014) Opredelenie aerodinamicheskih harakteristik modeli ekranoplana v aerodinamicheskoy trube t-1 harkovskogo universiteta vozdushnyih sil [Determination of the aerodynamic characteristics of the ekranoplane model in the T-1 wind tunnel of the kharkov university of air forces]. Zbirnik naukovih prats harkivskogo universitetu povitryanih sil, no. 1(38), pp. 57-60.
4. Belinskiy V.G. (2006) O vozmuschennom dvizhenii ekranoplanov nad vzvolnovannoy poverhnostьyu morya [Study of the dynamic characteristics of the ekranoplan on the takeoff mode]. Prikladna gidromehanika, vol. 8, no. 3. pp. 3-15.
5. Galemin E.Kh. (2017) Modelirovanie obtekaniya obъemnogo kryila u ekrana [on disturbed movement of ekranoplanes over the waved surface of the sea]. Naukovedenie (electronic journal), vol. 9, no. 2, pp 1-9. Retrieved from: https://naukovedenie.ru/PDF/90TVN217.pdf (accessed 10 october 2021)
6. Mescheryakov I.N. (2010) Vliyanie konstruktivnyih i rezhimnyih parametrov na ustoychivostь ekranoplana vblizi opornoy poverhnosti [Influence of design and mode parameters on the stability of the ekranoplan near the support surface]. Nauchnyiy vestnik MGTU GA no. 151, pp. 175-180.
7. Mescheryakov I.N. (2009) Matematicheskaya model’ dinamiki prodolnogo dvizheniya ekranoplana s uchetom vliyaniya volnyi [Mathematical model of the dynamics of the longitudinal movement of the ekranoplan, taking into account the influence of the wave]. Nauchnyiy vestnik MGTU GA no. 138, pp. 230-234.
8. Pastuhov A.I., Galemin E.Kh. (2007) K zadache o kryile, dvizhuschemsya vblizi ekraniruyuschey poverhnosti [On the problem of a wing moving near a screening surface]. Vestnik MGTU im. N.E. Baumana. ser. «Mashinostroenie ». no. 2, pp. 3-7.
9. IrodovR.D. (1970) Kriterii prodol’noy ustoychivosti ekranoplana [criteria for longitudinal stability of ekranoplan]. Uchenyie zapiski TSAGI. vol. 1, no. 4, pp. 63-72.
10. Gryazin V.E., Strelkov V.V. (2004) Ustoychivostь, upravlyaemost’ i printsipy avtomatizatsii upravleniya ekranoplanom na kreyserskom rezhime poleta [Stability, control, and principles of automation of ekranoplan control in cruise flight mode]. Uchenyie zapiski TSAGI. vol. 35, no. 3-4, pp. 79-90.
11. Surzhik V.V.( 2006) Modelirovanie dinamiki ekranoplana [Simulation of the dynamics of the ekranoplan]. Vestnik IRGTU, no. 2 (26), pp. 155-158.
12. Knyazhskiy A.Yu., Nebyilov A.V., Nebyilov V.A. (2017). Uvelichenie aerodinamicheskogo kachestva ekranoplana za schet ogibaniya voln [Increasing the aerodynamic quality of the ekranoplan due to wave bending]. Informatsionno upravlyayuschie sistemyi, no. 6, pp. 24-28.
13. Timerbulatov A.M. (1985) Raschet obtekaniya kryila konechnoy tolschinyi potokom nevyazkoy neszhimaemoy zhidkosti v prisutstvii ekrana [calculation of the flow around a wing of finite thickness by a flow of a nonviscous incompressible fluid in the presence of a screen]. Uchenyie zapiski TSAGI, vol. 16, no. 6, pp. 28-35.