2017
DOI: 10.1134/s1029959917010039
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Multiscale structural relaxation and adiabatic shear failure mechanisms

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Cited by 19 publications
(6 citation statements)
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“…The mechanism of ASB formation lies in decreasing the yield stress in local surface layers as a result of a considerable heat emission under high‐rate dynamic loading and a consequent intensification of plastic flow in these zones. [ 91,92 ] It has been proposed that the emergence of such structures of localized and/or adiabatic shear may promote efficient structure dispersion in local surface regions. [ 93,94 ] Due to such a structure, most materials acquire a high set of mechanical characteristics, including strength and crack resistance, and in some cases cold resistance, primarily due to an increased resistance to the propagation of the initial cracks, especially under impact loading.…”
Section: Promising Trends In the Development Of New Technologies For The Surface Modification Of Parts Operating Under Extreme Conditionsmentioning
confidence: 99%
“…The mechanism of ASB formation lies in decreasing the yield stress in local surface layers as a result of a considerable heat emission under high‐rate dynamic loading and a consequent intensification of plastic flow in these zones. [ 91,92 ] It has been proposed that the emergence of such structures of localized and/or adiabatic shear may promote efficient structure dispersion in local surface regions. [ 93,94 ] Due to such a structure, most materials acquire a high set of mechanical characteristics, including strength and crack resistance, and in some cases cold resistance, primarily due to an increased resistance to the propagation of the initial cracks, especially under impact loading.…”
Section: Promising Trends In the Development Of New Technologies For The Surface Modification Of Parts Operating Under Extreme Conditionsmentioning
confidence: 99%
“…he wide-range constitutive equations [22][23][24], describing the relationship between the kinetics of damage caused by defects and the relaxation properties of materials, were used to construct a mathematical model that is capable of describing the deformation behavior of metals and alloys under fatigue loading. To describe the evolution of the structure of the material, two parameters are introduced: tensor: where: s -tensor of microshears [23]; s -shear intensity; l -unit normal vector to the shear plane; b -unit vector in the direction of shear; δ -scale-invariant, structural parameter; R -the distance between defects, 0 r -the characteristic size of the nuclei of defects.…”
Section: Mathematical Modelmentioning
confidence: 99%
“…The frequency of loading in this case was equal to 20 000 Hz, as in the experiment. Thus, the complete set of constants for the AlMg6 alloy is as follows: Constants known from literature [24]…”
Section: Model Parameter Identificationmentioning
confidence: 99%
“…Due to the fact that artificial neural networks have various applications such as accurate prediction of complex material behavior, it could be applied for damage detection and structural integrities in corresponding multiple-variable problems. (Alves et al, 2015;Andrejiova, Grincova, & Marasova, 2019;Bhowmik, Krishnan, Hazra, & Pakrashi, 2019;Dia, Dieng, Gaillet, & Gning, 2019;Dorval, Meredieu, & Danjon, 2016;Egnew, Roueche, & Prevatt, 2018;Favillier et al, 2015;Kabir, Sadiq, & Tesfamariam, 2016;Kim, Hwang, & Jung, 2017;Noori Hoshyar, Samali, Liyanapathirana, & Taghavipour, 2019;Pérez-Ruiz et al, 2018;Wang et al, 2018; (Fakih, Mustapha, Tarraf, Ayoub, & Hamade, 2018;Froustey et al, 2017;J. Li & Zhang, 2016;Mayer & Mayer, 2019;Ovid'Ko, Sheinerman, Skiba, Krasnitiskiy, & Smirnov, 2015;Panettieri, Leclerc, Jumel, & Guitard, 2018;Y.…”
Section: Annmentioning
confidence: 99%