Tendencies in development of computational mechanics for strength design of aircraft structures
Čebyševskij sbornik, Tome 18 (2017) no. 3, pp. 488-505.

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Development of novel approaches, methods and algorithms for solution of the computational mechanics problems for providing structural design of aircraft is an actual problem. Its solution allows to significantly increase bulk and efficiency of numerical investigations and to guarantee a high confidence of numerical results for advanced load-bearing structures of different aircraft made of metallic and composite materials. It is supposed that the developing methods will be implemented in the specialized replicable industry solutions on the basis of available software alienated from the developer as import substitution software. It gives feasibility to take into account important aeroelasticity, strength and fatigue requirements already in the preliminary design stage. At the final certification stage of the aircraft development the robust computational methods will reduce the amount of necessary evidentiary tests in accordance with the modern concept of "certification by calculation". In the paper the requirements are formulated for development of new technology which is directed on integrating the available software tools and implementation of new methods for analysis of strength, fatigue and aeroelastic characteristics. They include the simulation and analysis methods that are under development in Russian and foreign research companies and universities. Development of the specialized replicable industry solution in the framework of “soft import substitution” based on the program tools available in TsAGI and the CAE-Fidesys software package. New approach to solution of the coupled problem of interaction of flexible structure with airflow is demonstrated. Substantial influence of airflow viscosity on aeroelastic characteristics of structure is shown on the example of numerical analysis of middle-range passenger airplane. The important tendency in development of design methods is application of multidisciplinary approach in investigations on synthesis and optimization of aircraft structural layouts. It has been illustrated on the example of wing design of advanced helicopter and on the problem of searching optimal shape of tip part of high-aspect ratio wing with taking into account strength, buckling and aeroelasticity constraints.
Keywords: computational mechanics, structure, strength, aeroelasticity, design, airplane, software systems, specialized replicable industry solution.
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S. L. Chernyshev; M. Ch. Zichenkov; F. Z. Ishmuratov; V. V. Chedrik. Tendencies in development of computational mechanics for strength design of aircraft structures. Čebyševskij sbornik, Tome 18 (2017) no. 3, pp. 488-505. http://geodesic.mathdoc.fr/item/CHEB_2017_18_3_a29/

[1] Chernyshev S. L., Lanshin A. I., Nozhnitsky Yu. A., “Foresight of development of aviation science and technologies until 2030 and beyond”, Tekhnika vozdushnogo flota, 2012, no. 4, 45–49

[2] Gudilin A. V., Yevseev D. D., Ishmuratov F. Z., Lipin Ye. K., Markin V. N., Mosunov V. A., Panteleev I. M., Sotnikov S. V., Tenyaeva V. Ye., Timonin A. S., Chedrik V. V., “Software system for aero/strength design of aircraft ARGON”, Uchenyye zapiski TsAGI, XXII:5 (1991), 89–101 | Zbl

[3] Ryabov A. A., Velichko S. V., Volkov A. Yu., Volodina N. A., Dyanov D. Yu., Korsakova Ye. I., Kosarim S. S., Kudelkin V. G., Avdeev P. A., Artamonov M. V., Borlyaev V. V., “Parallel software package LEGAK-DK for analysis of fluid dynamics and strength problems on unstructured meshes in Lagrange-Euler variables”, Vestnik Nizhegorodskogo universiteta imeni N. I. Lobachevskogo, 2011, no. 4(5), 2472–2473

[4] Morozov Ye. M., Levin V. A., Vershinin A. V., Strength analysis. Fidesys in engineer's hands, URRS, M., 2015, 400 pp.

[5] Chernyshev S. L., “New stage of application of composite materials in aircraft production”, Problemy mashinostroyeniya i avtomatizatsii, 2013, no. 1, 3–10

[6] Levin V. A., Vershinin A. V., Numerical methods. Implementation on high-speed computational systems, Nonlinear computational mechanics of strength, 2, ed. V.A. Levin, Fizmatlit, M., 2015, 543 pp.

[7] Levin V. A., Morozov Ye. M., “Non-local criteria for determination of pre-failure zone at description of defect growth at finite deformations”, Doklady RAN, 415:1 (2007), 52–54 | Zbl

[8] Levin V. A., Models and methods. Formation and propagation of defects, preface by Academician G. I. Marchuk, Nonlinear computational mechanics of strength, 1, ed. V.A. Levin, Fizmatlit, M., 2014, 452 pp.

[9] Levin V. A., “On stress concentration around hole arisen in preliminary stressed body made of viscoelastic material”, Doklady AN USSR, 299:5 (1988), 1079–1082 | Zbl

[10] Levin V. A., Multiple superposition of large deformations in elastic and viscoelastic bodies, preface by Academician L. I. Sedov, Nauka, Fizmatlit, M., 1999, 223 pp.

[11] Levin V. A., “On development of model of defect growth at finite deformations. Non-local criteria”, Applied mathematics and mechanics, 73:3 (2008)

[12] Chernyshev S. L., “Mechanics problems in aircraft production”, XI Russian congress on fundamental problems of theoretical and applied mechanics, 2015, 4411–4428

[13] Kuzmina S., Karas O., Ishmuratov F., Zichenkov M., Chedrik V., “Analysis of static and dynamic aeroelastic characteristics of airplane in transonic flow”, 28th Congress of the International Council of the Aeronautical Sciences 2012, ICAS 2012, 2081–2090

[14] Aleksandrin Yu. S., Tuktarov S. A., Chedrik V. V., “Structural design of helicopter wing on the basis of topology and global-local optimization”, Uchenyye zapiski TsAGI, XLVIII:1 (2017), 72–85

[15] Heeg J., Chwalowski P., Schuster D. M., Dalenbring M., Jirasek A., Taylor P., Mavriplis D., Boucke A., Ballmann J., Smith M., International Forum on Aeroelasticity and Structural Dynamics, IFASD-2013-1A (June 2013, Bristol, UK)

[16] Heeg J., Wieseman C. D., Chwalowski P., AIAA Aviation Conference, AIAA-2016-2721 (June 2016, Washington, D.C.)

[17] Kuzmina S., Ishmuratov F., Karas O., Chizhov A., “Dynamic response of an airplane elastic structure in transonic flow”, 29th Congress of the International Council of the Aeronautical Sciences, ICAS 2014, 2014

[18] Yevseev D. D., Lipin Ye. K., Chedrik V. V., “Reducing numerical models in the problems of strength”, Uchenyye zapiski TsAGI, XXII:1 (1991), 61–71 | Zbl

[19] Balunov K. A., Chedrik V. V., Ishmuratov F. Z., Karkle P. G., “Aeroelastic optimization of wing shape and structural parameters for different aircraft configurations”, International Forum on Aeroelasticity and Structural Dynamics, IFASD 2015, 2015, 16