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Nonlinear Problems of Elasticity - Страница 398
(9.24) The proof of this theorem by Antman & Srubshchik (1998, 2001) relies on a modification by Srubshchik & Yudovich (1962) of an abstract version of Newton's method due to Kantorovich; see Kantorovich and Akilov (1982). The key step in ...
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Nonlinear Theory of Shallow Shells - Страница 369
[296] L.S. Srubshchik, Non-axisymmetric buckling and postcritical behavior of elastic spherical shells in the case of a double critical value of the load, Prikl. Mat. Mekh., 47:662-672, 1983. [297] L.S . Srubshchik and V.I. Yudovich, Asymptotic ...
Leonid P. Lebedev, Iosif I. Vorovich, 1998
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Theory of Plates - Страница 475
SRUBSHCHIK, L. S. [1964a): On the asymptotic integration of a system of nonlinear equations of plate theory, Prikl. Mat. Mech. 28, 335-349. SRUBSHCHIK, L. S. (1964b]: Circular plates under the action of discontinuous loadings, Prikl. Mat.
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Theory of Thin Elastic Shells - Страница 357
SRUBSHCHIK, L. S. (1967) Nonstiffness of spherical shells. J. Appl. Math. Mech. (PMM), 31, 737-743. SRUBSHCHIK, L. S. (1968A) On solvability of nonlinear equations of Reissner type for nonshallow symmetrically loaded shells of revolution ...
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Shell-like Structures: Non-classical Theories and Applications
16. 17. 7. Russell, D. L., White, L. W.: The lowed narrow plate model. Electronic J. Diff. Equations. 27, 1–19 (2000). 8. Srubshchik, L. S., Stolyar, A. M., Tsibulin, V. G.: Asymptotic integration of nonlinear equations of cylindrical panel vibrations.
Holm Altenbach, Victor A. Eremeyev, 2011
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Applications of Group-Theoretical Methods in Hydrodynamics
Batishchev V. A. and Srubshchik L. S., “On asymptotic behavior of the free surface of a liquid with vanishing viscosity,” Dokl. Akad. Nauk SSSR, 222, No. 4, 782–785 (1975). Benjamin T. B. and Olver P. J., “Hamiltonian structure, symmetric and ...
V.K. Andreev, O.V. Kaptsov, Vladislav V. Pukhnachev, 2013
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Asymptotic Methods in Mechanics - Страница 137
L. S. Srubshchik, Buckling and post-buckling shell behaviour, Rostov University Press, Rostov, 1981 (96 pp.). (Russian) 203. R. C. Tennyson, Buckling of circular cylindrical shells in axial compression, AIAA J. 2 (1964), no. 7, 1351-1353. 204.
R mi Vaillancourt, Andrei L. Smirnov, 1993
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Geometry in Partial Differential Equations - Страница 374
L. S. Srubshchik, Swelling and Post-critical Behaviour of Hulls, Rostov Univ. Press, 1981, p. 96 (in Russian). 32. E. J. Holder and D. Schaeffer, Boundary conditions and mode jumping in the Karman equations, SIAM J. Math. Anal. 15, no.
Agostino Prastaro, Themistocles M. Rassias, 1994
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Progress in Applied Mechanics: The Chien Wei-zang ... - Страница 284
12(1 – u")a This was discussed by L. S. Srubshchik [7]. If the singular perturbation method is not used, we may let e = 1, and the equations (2.6a and b) become d” / d d dx? (s #) - # – k” F – p(x) = 0, (2.7a) d” 1 / d6 \” d Moreover, some authors, ...
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Optimization in Elliptic Problems with Applications to ... - Страница 516
Dynamic programming of the Navier-Stokes equations. Systems and Control Letters 16, 299–307 Sritharan, S. (1992). An optimal control problem in exterior hydrodynamics. Proc. Royal Soc. of Edinburgh 121A, 5–32 Srubshchik, L.S. (1981).
