Strain localization under impulse load

Unknown characteristics of the strain localization process are determined by the study of the structure of localized strain bands and adjacent matrix metal. Interference of oncoming waves (compression and unloading) reflected from the sample faces are shown to induce oscillations of the sample in th...

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Main Authors: S.N. Buravova, E.V. Petrov
Format: Article
Language:English
Published: Elsevier 2021-09-01
Series:Forces in Mechanics
Subjects:
Online Access:http://www.sciencedirect.com/science/article/pii/S2666359721000068
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spelling doaj-da83f03139c2403a914d43f47145bb8d2021-05-01T04:36:22ZengElsevierForces in Mechanics2666-35972021-09-013100015Strain localization under impulse loadS.N. Buravova0E.V. Petrov1Corresponding author.; Merzhanov Institute of Structural Macrokinetics and Materials Science Russian Academy of Sciences, Academician Osipyan str., 8, Chernogolovka, Moscow Region 142432 RussiaMerzhanov Institute of Structural Macrokinetics and Materials Science Russian Academy of Sciences, Academician Osipyan str., 8, Chernogolovka, Moscow Region 142432 RussiaUnknown characteristics of the strain localization process are determined by the study of the structure of localized strain bands and adjacent matrix metal. Interference of oncoming waves (compression and unloading) reflected from the sample faces are shown to induce oscillations of the sample in the standing wave mode at the nodes of which the localized strain bands (precursors of damage) arise. Strain localization is accompanied by the formation of a flow of particles (interstitial and substitution atoms, fine particles of the doping phase, and impurities), which migrate from the matrix to the zone of spall damage. The main property of a standing wave, namely, capability of preventing energy exchange through the nodal points, provides a long-term sample deformation after the shock wave front passed. The distance passed by the particles under impulse load exceeds the drift of particles under quasi-static load by several orders of magnitude.http://www.sciencedirect.com/science/article/pii/S2666359721000068Shock waveUnloadingStrain localizationMass transferSpallOscillations
collection DOAJ
language English
format Article
sources DOAJ
author S.N. Buravova
E.V. Petrov
spellingShingle S.N. Buravova
E.V. Petrov
Strain localization under impulse load
Forces in Mechanics
Shock wave
Unloading
Strain localization
Mass transfer
Spall
Oscillations
author_facet S.N. Buravova
E.V. Petrov
author_sort S.N. Buravova
title Strain localization under impulse load
title_short Strain localization under impulse load
title_full Strain localization under impulse load
title_fullStr Strain localization under impulse load
title_full_unstemmed Strain localization under impulse load
title_sort strain localization under impulse load
publisher Elsevier
series Forces in Mechanics
issn 2666-3597
publishDate 2021-09-01
description Unknown characteristics of the strain localization process are determined by the study of the structure of localized strain bands and adjacent matrix metal. Interference of oncoming waves (compression and unloading) reflected from the sample faces are shown to induce oscillations of the sample in the standing wave mode at the nodes of which the localized strain bands (precursors of damage) arise. Strain localization is accompanied by the formation of a flow of particles (interstitial and substitution atoms, fine particles of the doping phase, and impurities), which migrate from the matrix to the zone of spall damage. The main property of a standing wave, namely, capability of preventing energy exchange through the nodal points, provides a long-term sample deformation after the shock wave front passed. The distance passed by the particles under impulse load exceeds the drift of particles under quasi-static load by several orders of magnitude.
topic Shock wave
Unloading
Strain localization
Mass transfer
Spall
Oscillations
url http://www.sciencedirect.com/science/article/pii/S2666359721000068
work_keys_str_mv AT snburavova strainlocalizationunderimpulseload
AT evpetrov strainlocalizationunderimpulseload
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