Будь ласка, використовуйте цей ідентифікатор, щоб цитувати або посилатися на цей матеріал: http://elartu.tntu.edu.ua/handle/lib/20899
Назва: Numerical simulation of crack tip opening at static and dynamic creep
Автори: Федак, Сергій Ігнатович
Ясній, Петро Володимирович
Гладьо, Володимир Богданович
Шульган, Ігор Володимирович
Бібліографічний опис: The paper proposes finite element model for studying of influence of brittle inclusions in the material on opening in the crack tip in the conditions of static and dynamic creep, when the parameters of structural heterogeneousness is taken into consideration. Using this model, there have been studied the influence of shape ratio and specific part of inclusions of heterogeneous material on the crack tip opening increase and material damage at static and dynamic creep.
Конференція/захід: Proceedings of the 3th International Conference Nonlinear Dynamics
Дата публікації: 21-вер-2010
Країна (код): UA
Місце видання, проведення: Харків
Діапазон сторінок: 509-515
Короткий огляд (реферат): The paper proposes finite element model for studying of influence of brittle inclusions in the material on opening in the crack tip in the conditions of static and dynamic creep, when the parameters of structural heterogeneousness is taken into consideration. Using this model, there have been studied the influence of shape ratio and specific part of inclusions of heterogeneous material on the crack tip opening increase and material damage at static and dynamic creep.
URI (Уніфікований ідентифікатор ресурсу): http://elartu.tntu.edu.ua/handle/lib/20899
Перелік літератури: [1] Troshchenko V.T., Lebedev A.A., Stryzhalo V.A. et. al. Mechanical behavior of materials at different loading types. – Kyiv, 2000. – 571 p. (in Russian). [2] Stryzhalo V.A. Cyclic durability and creep of metals at low-cyclic loading in the condition of low and high temperatures. Kyiv, 1978. – 232 p. (in Russian). [3] Pysarenko G.S., Mozharovskyi N.S. Equations and limit tasks of theory of elasticity and creep: Reference book. Kyiv,1981. – 496 p. (in Russian). [4] G. Grabowski, Z. Pedzich Residual stresses in particulate composites with alumina and zirconia matrices // Journal of the European Ceramic Society 27 (2007) P. 1287–1292. [5] R.J. Moon, M. Hoffman, J. Rodel, S. Tochino, G. Pezzotti Evaluation of crack-tip stress fields on microstructural-scale fracture in Al–Al2O3 interpenetrating network composites // Acta Materialia 57 (2009) P. 570–581. [6] L. Mishnaevsky Jr., K. Derrien, D. Baptiste Effect of microstructure of particle reinforced composites on the damage evolution: probabilistic and numerical analysis // Composites Science and Technology 64 (2004) P. 1805–1818. [7] L. Mishnaevsky Jr.,2, U. Weber, S. Schmauder Numerical analysis of the effect of microstructures of particle-reinforced metallic materials on the crack growth and fracture resistance // International Journal of Fracture 125 (2004) P. 33–50. [8] A. Chakraborty, S. Rahman A parametric study on probabilistic fracture of functionally graded composites by a concurrent multiscale method // Probabilistic Engineering Mechanics 24 (2009) P. 438-451. [9] A. Ayyar, N. Chawla Microstructure-based modeling of the influence of particle spatial distribution and fracture on crack growth in particle-reinforced composites // Acta Materialia 55 (2007) P. 6064–6073. [10] Yasniy P.V., Pyndus Y.I., Hlado V.B., Shulhan I.V. Methods of modelling of brittle inclusions fracture in the material using the method of finite elements // Actual problems of dynamics and strength of composits and conctructions: models, methods, solutions. Materials of International scientific technical conference (June 1-3, 2007, Samara), – Orel, 2007. – p. 80 (in Russian). [11] Yasniy P.V., Shulhan I.V., Hlado V.B., Pyndus Y.I. Considering of materials structural heterugenousness of materials while modelling by means of Finite Element Method // The 7-th Ukrainian-Polish symposium ‘Actual tasks of heterogenous composits mechanics’, - Lviv, September 5-9, 2007. – p. 43-44 (in Ukrainian). [12] P. V. Yasnii, Yu. I. Pyndus, V. B. Hlado, I. V. Shulhan Computer modeling of the jump-like deformation of AMg6 alloy // Materials Science, Vol. 44, No. 1, 2008. P. 43-48. [13] Bensussan P., Piques R., Pineau A. // Nonlinear Fracture Mechanics. -Vol.1: Time-Dependent Fracture. - ASTM STP 995, Philadelphia. -1989. -P.27-54. [14] P. Yasniy, V. Hlado, S. Fedak, I. Shulhan Influence of form’s coefficient and density of particules on Al-alloy creep // Mechanical engineering. – 2008. - №11 – P. 7-11. (in Ukrainian). [15] P. Yasniy, M. Galushchak, S. Fedak Estimation of Al-Mg6 alloy crack
Тип вмісту : Article
Розташовується у зібраннях:Матеріали інших конференцій, семінарів, читань

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