[1]
S.N. Krivoshapko, V.N. Ivanov, Encyclopedia of analytical surfaces, Springer, International Publishing, Switzeland, (2015).
Google Scholar
[2]
V. Andreev, A. Chepurnenko, B. Yazyev, Calculation of creep of circular cylindrical shell by bending theory, Procedia Engineering. 165 (2016) 1141-1146.
DOI: 10.1016/j.proeng.2016.11.831
Google Scholar
[3]
A.S. Solodovnikov, S.V. Sheshenin, Numerical study of strength properties for a composite material with short reinforcing fibers, Moscow University Mechanics Bulletin. 72 (4) (2017) 94-100.
DOI: 10.3103/s0027133017040045
Google Scholar
[4]
A.Yu. Kim, S.V. Polnikov, Application of iterative numerical methods for calculation of membrane-pneumatic structures taking into account nonlinear factors, Fundamental and applied research in the modern world. 13-1 (2016) 110-113.
Google Scholar
[5]
A.M. Belostotsky, S.B. Penkovoy, S.V. Scherbina, P.A. Akimov, T.B. Kaytukov, Сorrect numerical methods of analysis of structural strength and stability of high-rise panel buildings part 1: theoretical foundations of modelling, Key Engineering Materials. 685 (2016) 217-220.
DOI: 10.4028/www.scientific.net/kem.685.217
Google Scholar
[6]
I.B. Badriev, M.V. Makarov, V.N. Paimushin, Contact statement of mechanical problems of reinforced on a contour sandwich plates with transversally soft core, Russian Mathematics. 61 (1) (2017) 69-75.
DOI: 10.3103/s1066369x1701008x
Google Scholar
[7]
R.A. Kayumov, F.R. Shakirzyanov, S.S. Gavryushin, Modeling of the deformation process and evaluation of the bearing capacity of the soil – thin-walled structure, Proceedings of higher educational institutions. Engineering. 6 (2014) 20-24.
Google Scholar
[8]
V.V. Galishnikova, P.J. Pahl, Constrained construction of planar delaunay triangulations without flipping, Construction mechanics of engineering structures and structures. 14 (2) (2018) 154-174.
DOI: 10.22363/1815-5235-2018-14-2-154-174
Google Scholar
[9]
V.P. Agapov, K.R. Aidemirov, Calculation of farms by the finite element method taking into account geometric nonlinearity, Industrial and civil engineering. 11 (2016) 4-7.
Google Scholar
[10]
V. Lalin, V. Rybakov, A. Sergey, The finite elements for design of frame of thin-walled beams, Applied Mechanics and Materials. 578 (2014) 858-863.
DOI: 10.4028/www.scientific.net/amm.578-579.858
Google Scholar
[11]
E.A. Storozhuk, A.V. Yatsura, Analytical-numerical solution of static problems for noncircular cylindrical shells of variable thickness, International Applied Mechanics. 53 (3) (2017) 313-325.
DOI: 10.1007/s10778-017-0813-7
Google Scholar
[12]
A.V. Ignatiev, V.A. Ignatiev, E.A. Gamzatova, Calculation of thin plates by the finite element method in the form of the classical mixed method with the exception of finite element displacements as a rigid whole Proceedings of higher educational institutions. Construction. 3 (711) (2018) 5-13.
Google Scholar
[13]
L.P. Zheleznov, V.V. Kabanov, D.V. Boiko, Nonlinear deformation and stability of discretely reinforced elliptical cylindrical shells under transverse bending and internal pressure, Russian Aeronautics. 57 (2) (2014) 118-126.
DOI: 10.3103/s1068799814020020
Google Scholar
[14]
I.V. Stankevich, Numerical solution of the problem of elasticity theory with one-way connections using the finite element method in mixed formulation, Vestnik mashinostroeniya. 2 (2019) 3-9.
Google Scholar
[15]
Yu.V. Klochkov, A.P. Nikolaev, O.V. Vakhnina, Numerical analysis of stress-strain state of thin shells when using a triangular finite element with Lagrange multipliers, Proceedings of the lower Volga agrodiversity complex: Science and higher professional education. 3 (23) (2011) 186-192.
DOI: 10.3103/s1068799816030041
Google Scholar
[16]
N.N. Malinin, Applied theory of plasticity and creep, mechanical engineering, Moscow, (1975).
Google Scholar
