Numeric investigation of bifurcations in problems of the stability of thin-wall structures
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OpenAlex topics: Material Science and Thermodynamics · Differential Equations and Numerical Methods
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References (10)
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3. B. Budyanskii and J. V. Hutchinson, Bulging: Attainment and Problems, Mechanics of Deformable Solids. Direction of Development [Russian translation], Mir, Moscow (1985), pp. 121?150.
4. S. Yoss and D. Joseph, Elementary Theory of Stability and Bifurcations [Russian translation], Mir, Moscow (1983).
5. A. S. Vol'mir, Stability of Deformable Systems [in Russian], Nauka, Moscow (1967).
6. J. M. T. Thompson, Instabilities and Catastrophies in Science and Engineering [Russian translation], Mir, Moscow (1985).
7. R. A. Bousfield and P. Samuels, ?A complete physical unfolding for the dual buckling eigenvalue problem for a beam on an elastic foundation,? Mech. Struct.,15, No. 1, 29?45 (1987).10.1080/08905458708905107 ↗
8. G. V. Isakhanov, E. S. Dekhtyaryuk, and A. B. Kritskii, Numeric investigation of the bifurcation of the equilibrium path of a thin elastic rod, Kievskii Inzhenerno-Stroitel'nyi Institut, Kiev (1990), Deposited in the Ukrainian Scientific-Research Institute of Scientific and Technical Information on May 16, 1990, No. 832-Uk90.
9. V. N. Kislookii, A. S. Sakharov, and N. A. Solovei, ?Moment diagram of the finite-element method in geometrically nonlinear problems of the strength and stability of shells,? Probl. Prochn., No. 7, 25?32 (1977).
10. A. S. Sakharov and I. Al'tenbakh (eds.), Finite-Element Method in Rigid-Body Mechanics [Russian translation], Vishcha Shkola, Kiev (1982).