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Method of stability computation of the main rotor blades tail section skins subject to wind at a helicopter parking lot

https://doi.org/10.26467/2079-0619-2025-28-5-63-75

Abstract

Due to the growing need to operate helicopters in areas with high-intensity winds, existing approaches to the design of main rotor blades (MRB) should be reviewed to ensure that the calculated cases of wind effect are fully taken into account. The helicopter spends the majority of its operational time on the ground, and the blades are exposed to wind load, which can lead to damage impairing their continued serviceability. In particular, types of damage include the formation of skin corrugations and cases of delamination within the composite tail section skin, specifically the separation of the skin from the core filler materials. If the defect dimensions exceed the allowable limits specified in the maintenance documentation, the tail sections are either repaired or replaced at the blade manufacturer’s facility. In this paper, we consider the problem of composite skin stability of the non-rotating MRB tail sections subjected to wind effect. The analytical model of the skin elements corresponds to an orthotropic rectangular plate mounted on an elastic base and loaded along the edge adjoining the blade spar. The stress-strain state (SSS) of the skin is determined by solving planar elasticity boundary value problem, where the applied loads are calculated based on the deformation compatibility condition between the MRB spar and the skin, obtained from the overall wind load analysis of the blade. In this paper, a differential equation of stability of an orthotropic plate on an elastic base is derived, simulating the lining of the tail section of the MRB. An expression for calculating the critical stresses corresponding to the onset of local skin buckling is obtained. Based on the criterion of local skin buckling, the limit wind speed for the MRB of the Mil-38 helicopter type was calculated.

About the Author

M. V. Kargaev
Moscow Aviation Institute (National Research University); JSC National Helicopter Center Мil&Kamov
Russian Federation

Maksim V. Kargaev, Candidate of Technical Sciences, Associate Professor, the Design and Certification of Aviation Equipment Chair; Head of Group 

Moscow; Tomilino



References

1. Kargaev, M.V., Savina, D.B. (2023). Stresses computation method in the skin of nonrotating main rotor blades tail sections under the impact of the wind at the helicopter parking lot. Aerospace MAI Journal, vol. 30, no. 3, pp. 17–25. (in Russian)

2. Johnson, W. (2013). Rotorcraft aeromechanics. NY, Cambridge University Press, 2013. 944 p.

3. Richard L.B. (2005). Rotary wing structural dynamics and aeroelasticity. Washington, AIAA, DC, 584 p.

4. Oreshko, E.I., Erasov, V.S., Grinevich, A.V., Shershak, P.V. (2019). Review of criteria of durability of materials. Proceedings of VIAM, no. 9 (81), pp. 108–126. DOI: 10.18577/2307-6046-2019-0-9-108-126 (in Russian)

5. Grishin, V.I., Dzyuba, A.S., Dudarkov, Yu.I. (2013). Strength and stability of elements and joints of aircraft composite structures. Moscow: Fizmatlit, 272 p. (in Russian)

6. Smerdov, A.A. (2014). Possibilities of improving the local stability of stiffened and integral composite structures. Izvestiya vysshikh uchebnykh zavedeniy. Mashinostroeniye, no. 10 (655), pp. 70–79. (in Russian)

7. Kargaev, M.V. (2019). Stresses computing in the main rotor blade based on the nonlinear loading model under static wind impact. Aerospace MAI Journal, vol. 26, no. 2, pp. 34–42. (in Russian)

8. Dudnik, V.V. (2005). Helicopter design. Rostov-on-Don: Izdatelskiy dom IUI AP, 158 p. (in Russian)

9. Savelyev, L.M. (2013). Stability of structures: lecture notes. Samara: SGAU. 77 p. (in Russian)

10. Efimov, V.V. (2013). Dynamics and strength of aircraft structures. Part 1: Tutorial. Moscow: MGTU GA, 72 p. (in Russian)

11. Lekhnitsky, S.G. (1977). Theory of elasticity of an anisotropic body. 2nd ed. Moscow: Nauka, 416 p. (in Russian)

12. Ashkenazi, E.K., Ganov, E.V. (1980). Anisotropy of structural materials: reference book. 2nd ed., revised and expanded edition. Leningrad: Mashinostroeniye, 248 p. (in Russian)

13. Garifullin, M.F., Kazakov, I.A., Kireev, V.A. (2024). Buckling analysis of thin composite plates with different boundary conditions. Uchenye zapiski TSAGI, vol. 55, no. 4, pp. 83–94. (in Russian)

14. Mazo, A.B. (2018). Computational hydrodynamics. Part 1. Mathematical models, grids and grid schemes: Tutorial. Kazan: Kazanskiy universitet, 165 p. (in Russian)

15. Muizemnek, A.Yu., Kartashova, E.D. (2017). Mechanics of deformation and destruction of polymer layered composite materials: Tutorial. Penza: PGU, 56 p. (in Russian)

16. Kolmogorov, G.L., Melnikova, T.E., Azina, E.O. (2017). Application of the BubnovGalerkin method for stability assessment of anisotropic plates. Structural mechanics of engineering constructions and buildings, no. 4, pp. 29–32. DOI: 10.22363/1815-5235-2017-4-29-33 (in Russian)

17. Moreno-Garcia, P., Araujo dos Santos, J.V., Lopes, H. (2017). A review and study on Ritz method admissible functions with emphasis on buckling and free vibration of isotropic and anisotropic beams and plates. Archives of Computational Methods in Engineering, vol. 25, pp. 785–815. DOI: 10.1007/s11831-017-9214-7

18. Garifullin, M.F., Kazakov, I.A., Kireev, V.A. (2024). An approximate method for buckling analysis of composite plates with small-sized cutouts. Uchenye zapiski TSAGI, vol. 55, no. 5, pp. 81–89. (in Russian)

19. Bao, S.Y., Cao, J.R. (2020). Elastic buckling analysis of rectangular plates with arbitrary elastic boundary conditions. Chinese Journal of Ship Research, vol. 15, no. 6, pp. 162–169. DOI: 10.19693/j.issn.1673-3185.01808

20. Lampros, P., Christos, K. Shear buckling of rectangular plates with two concentric layups. Journal of Reinforced Plastics and Composites, vol. 23, no. 1, pp. 5–16. DOI: 10.1177/0731684404028698


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For citations:


Kargaev M.V. Method of stability computation of the main rotor blades tail section skins subject to wind at a helicopter parking lot. Civil Aviation High Technologies. 2025;28(5):63-75. (In Russ.) https://doi.org/10.26467/2079-0619-2025-28-5-63-75

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ISSN 2079-0619 (Print)
ISSN 2542-0119 (Online)