Mathematical modeling of structural-sensitive nanocomposites deformation
https://doi.org/10.23947/2587-8999-2018-2-1-17-24
Abstract
Results of nanocomposites deformation numerical modeling are shown. Large difference in the values of mechanical characteristics at the interface between the matrix and the inclusion is typically for such kind of materials. This problem was solved with using finite elemental complex ANSYS by means of server processors and video cards TESLA. The analytical method – the dual variational formulation of the elasticity problem – was realized for verification of numerical model. Due to results in this paper we can get estimates of nanocomposites mechanical properties, which are important for model construction from such material.
Keywords
Supporting agencies: The research was carried out within the framework of the implementation of the basic part of the state task of the Ministry of Education and Science of the Russian Federation (project 9.7784.2017 / BC) and also as a part of grant MK-1069.2018.8 of the program of the President of Russian Federation for state support of young candidates of science.
About the Authors
Vladimir Stepanovich Zarubin
The Bauman Moscow State Technical University
(2nd Bauman Str., 5, Moscow, Russia)
Russian Federation
Russian Federation
Zarubin Vladimir Stepanovich, Professor, Doctor of Engineering Sciences, The Bauman Moscow State Technical University (2nd Bauman Str., 5, Moscow, Russia)
Elena Sergeevna Sergeeva
«JSC Kompozit» (Joint-Stock Company)
(Pionerskaya, 4, Korolev, Moscow Region, Russia);
The Bauman Moscow State Technical University
(2nd Bauman Str., 5, Moscow, Russia)
Russian Federation
Russian Federation
Sergeeva Elena Sergeevna, «JSC Kompozit» (Joint-Stock Company), (Pionerskaya, 4, Korolev, Moscow Region, Russia); postgraduate student, The Bauman Moscow State Technical University (2nd Bauman Str., 5, Moscow, Russia)
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Review
For citations:
Zarubin V.S., Sergeeva E.S. Mathematical modeling of structural-sensitive nanocomposites deformation. Computational Mathematics and Information Technologies. 2018;2(1). https://doi.org/10.23947/2587-8999-2018-2-1-17-24
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