Mathematical simulation of fracture in impact problems with formation of fragments
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OpenAlex topics: Geotechnical and Geomechanical Engineering · High-Velocity Impact and Material Behavior · Metallurgy and Material Forming
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References (17)
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1. Belyakov, L.V., Vitman, F.F. and Zlatin, N.A. (1964). Impact of deformed bodies and its modelling. ZhTF 34, 519-522.
2. Chen, Y.M. and Wilkins, M.L. (1976). Stress analysis of crack problems a three-dimensional, time-dependent computer program. International Journal of Fracture 12(4), 607-617.10.1007/BF00034646 ↗
3. Curran, D.R., Seamen, L. and Shockey, D.A. (1977). Dynamic fracture in solids. Physics Today (30)1, 46-55.10.1063/1.3037367 ↗
4. Gridneva, V.A. and Nemirovich-Danchenko, M.M. (1983). Method of Separation of Grid Points for Numerical Calculation of Deformed Solids, Dep. VINITI, 3258–83, Tomsk, 15p.
5. Gulidov, A.I. (1991). Organization of the computational process and data structure in numerical solution of dynamic problems of mechanics of deformed media. In: Modelling in Mechanics, Novosibirsk, 3, 127-141.
6. Gulidov, A.I. and Fomin, V.M. (1980). Modification of Wilkins' Method for Calculating Impact Problems, Novosibirsk, 23 p. (Preprint ITAM SB RAS, 49).
7. Gulidov, A.I. and Shabalin, I.I. (1986). Numerical simulation of a curved crack formed during the plates' impact. In: Numerical Methods of Solving the Problems of Elasticity and Plasticity Theory (Proc. IX All-Union Conf., Saratov, 1985), Novosibirsk, pp. 117-121.
8. Gulidov, A.I. and Shabalin, I.I. (1987). Numerical Realization of the Boundary Conditions in Dynamic Contact Problems, Novosibirsk, 37 p. (Preprint ITAM SB RAS) 12–87.
9. Gulidov, A.I. and Shabalin, I.I. (1990). Numerical algorithm for a supercritical splitting during the plates' impact. Modelling in Mechanics 4(4), 11-18.
10. Gulidov, A.I., Fomin, V.M. and Shabalin, I.I. (1982). An algorithm for reconstruction of a difference grid for numerical solution of impact problems with formation of cracks. In: Numerical Methods of Solving the Problems of Elasticity and Plasticity Theory (Proc. VII All-Union Conf., Miass., 1981), Novosibirsk, 182-192.
11. Gulidov, A.I., Fomin, V.M. and Shabalin, I.I. (1984). Numerical simulation of shear fracture. In: Mechanics of Rapid Processes, Novosibirsk, pp. 48-51.
12. Gulidov, A.I., Fomin, V.M. and Shabalin, I.I. (1986). The study simulation of a curved crack formed during the plates' impact. In: Numerical Methods of Solving the Problems of Elasticity and Plasticity Theory (Proc. IX All-Union Conf., Saratov, 1985), Novosibirsk, 117-121.
13. Maenchen, G. and Sack, S. (1964). The TENSOR Code. Methods in Computational Physics (Edited by B. Alder et. al.), Academic Press 3, 181-210.10.2172/4694346 ↗
14. Menshchikov, G.P., Odintsov, V.A. and Chudov, L.A. (1976). Penetration of a cylindrical projectile into a finite plate, Izv. AN SSSR, MTT 1, pp. 125-130.
15. Merzhievsky, L.A. and Resnyansky, A.D. (1984). Numerical simulation of penetration of a cylindrical projectile through targets. In: Mechanics of Rapid Processes, Novosibirsk, 86-91.
16. Ruzanov, A.I., Romanycheva, L.K. and Volkov, I.A. Generation of computational models and numerical analysis of fracture of solids at pulse loading, Mechanics of Rapid Processes, 98-105.
17. Wilkins, M.L. (1964). Calculation of elastic-plastic flow. Methods in Computational Physics (Edited by B. Alder et al.), Academic Press, (3) 211-263.