8 Works
Dynamic fracture of ceramic plates due to impact loading. Numerical investigation
V.A. Bratov & N.A. Kazarinov
The paper presents comparative numerical analysis of two ceramic materials subjected to impact loading. ZrO2(Y2O3) and Al2O3 ceramics are studied. The main objective of the work is to study influence of various material parameters on ballistic performance of ceramic materials and on characteristics of the dynamic fragmentation process. The applied numerical scheme is based on finite element method and incubation time fracture criterion. Results on fracture surface area, residual impactor velocity, fragment size distribution are...
Axial misfit stress relaxation in core-shell nanowires with hexagonal core via nucleation of rectangular prismatic dislocation loops
S.A. Krasnitckii, A.M. Smirnov, K.D. Mynbaev, L.V. Zhigilei & M.Yu. Gutkin
A theoretical model of axial misfit stress relaxation in core-shell nanowires with
hexagonal cross section of the core through the nucleation of prismatic dislocation loops is
suggested. Different nucleation sites of the loops in core-shell nanowires are considered. The
energy change caused by the loop nucleation is calculated. The critical condition for the onset
of the loops is given and analyzed in detail. The most favorable sites in nanowires and the
optimal loop shape are...
On the correlation between multiscale mechanisms of deformation in uniaxial dynamic straining and high velocity penetration
Yu.I. Meshcheryakov, G.V. Konovalov, N.I. Zhgacheva, A.K. Divakov & E.P. Osokin
In order to identify the successive stages of developing the hierarchy of multiscale
mechanisms of dynamic straining, the shock-induced mesostructure formation is studied in
combined experiments. Shock tests of two kinds of aluminum alloy, 1561 and 1565 alloys
were conducted in parallel in two regimes of loading: (i) under uniaxial strain conditions and
(ii) in high velocity penetration. Combination of loading regimes allows the correlation in
formation of multiscale structure depending on strain rate and...
Employment of Eulerian, Lagrangian, and arbitrary Lagrangian-Eulerian description for crack opening problem
E.A. Ivanova, D.V. Matyas & M.D. Stepanov
Numerical study of crack opening in the solid material of rock formation is presentedin this article. Initially introduced straight-line crack is widened by increasing internal pressure. The crack shape evolution resembles hydraulic fracturing and is considered as a transient process. Commercial code LS-DYNA was employed to obtain solutions by three types of descriptions, they are compared to the solution obtained in Eulerian description by a program based on the finite-volume method and written in Python...
On a configurational force driving surface growth of solids
A.B. Freidin & Y.O. Izmaylova
Surface growth of solids includes a wide variety of processes starting from additive
manufacturing technologies and ending with plenty of biological problems. Model of surface
growth based on the expression of the configurational force, derived from fundamental laws
and entropy inequality, is offered in the present paper. A new expression for the
configurational force called surface growth force, which controls growth and resorption, is
used. Analysis of the applicability of the developed model was carried...
Nonlinear dynamics of serrated deformation of metals at low temperatures
G.F. Sarafanov & V.N. Perevezentsev
The mode of the serrated deformation is investigated mathematically in framework
of the thermoactivation model of unstable plastic deformation in metals at low temperatures.
The obtained solutions in the framework of known models, however, do not fully correspond
to experimental situation, as the stress oscillations in reality are usually irregular and
inhomogeneous. By this reason, additionally, the elastic correlations of neighboring
deformation zones were taken into account in the model. Numerical analysis model showed
that...
Asymptotics of a thermal wave in one-dimensional harmonic crystal
A.M. Krivtsov, E.A. Podolskaya & V.Yu. Shubina
An asymptotic representation is obtained at large times for the thermal wavefront
propagating in a one-dimensional harmonic crystal. The propagation of thermal waves from a
localized thermal perturbation and the transition zone between regions with different
temperatures is considered. An explicit solution is given for a number of the simplest forms of
the initial temperature distribution. It is shown that during the wave evolution, the wavefront
smoothes, e.g., for a power-law dependence its degree increases...
A numerical study of ballistic behaviour of ceramic metallic bi-layer armor under impact load
M.K. Khan, M.A. Iqbal, V. Bratov, N.K. Gupta & N.F. Morozov
A 3D finite element model has been developed for studying the ballistic behaviour
of bi-layer ceramic-metal target plates under the impact loads induced by the projectiles of
different diameter to length ratios. The bi-layer target constituted of alumina 95, as front
layer, backed by aluminium alloy 2024-T3 layer, has been impacted by steel 4340 blunt and
ogival nosed projectiles of diameter to length ratios, 0.5 and 1.1. The constitutive behaviour
of ceramic was modelled using...
Affiliations
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Institute of Problems of Mechanical Engineering8
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Peter the Great St. Petersburg Polytechnic University4
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Saint Petersburg State University2
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Indian Institute of Technology Roorkee1
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University of Virginia1
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Indian Institute of Technology Delhi1
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ITMO University1
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Ioffe Institute1
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Central Research Institute of Structural Materials Prometey1