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Autowave Mechanics of Plastic Flow
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2021 |
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Cross-diffusion waves resulting from multiscale, multiphysics instabilities: application to earthquakes
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Lieb, M Hu, C Schrank, X Chen… - Solid Earth,
2021 |
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Autowave Plasticity: Localization and Collective Modes
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2020 |
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Прочность и пластичность металлов и сплавов при внешних энергетических воздействиях
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2020 |
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The localization of plastic deformation in bimetal.
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2018 |
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Глава 6.5. Природные короткопериодные сейсмические активизации разломов и деформационные волны как их возбуждающие механизмы
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2018 |
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[7]
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Autowave Plasticity. Localization and Collective Modes
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2018 |
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[8]
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The localization of plastic deformation in bimetal
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2018 |
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[9]
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О ПРИРОДЕ УПРУГОПЛАСТИЧЕСКОГО ИНВАРИАНТА АВТОВОЛН ЛОКАЛИЗОВАННОЙ ПЛАСТИЧНОСТИ
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2015 |
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МАКРОСКОПИЧЕСКАЯ ФИЗИКА ПЛАСТИЧЕСКОЙ ДЕФОРМАЦИИ
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2015 |
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[11]
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Elastoplastic Invariant Relation for Deformation of Alkali-Halide Crystals
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Advanced Materials Research,
2015 |
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[12]
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HYDROGEN ABSORPTION EFFECT ON THE PLASTIC DEFORMATION LOCALIZATION OF LOW CARBON STEEL
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2014 |
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On Technological Uses of Local Strain Patterns of the Commercial Zr-Nb Alloys
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Advanced Materials Research,
2014 |
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[14]
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Effect of Hydrogen on Plastic Strain Localization of Construction Steels.
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Advanced Materials Research,
2014 |
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[15]
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On Technological Uses of Local Strain Patterns of the Commercial Zr-Nb Alloys.
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2014 |
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[16]
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On Technological Uses of Local Strain Patterns of the Commercial
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2014 |
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[17]
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Кристаллическое тело как универсальный генератор автоволн локализованной пластичности
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2014 |
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[18]
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Effect of hydrogen on plastic strain localization of construction steels
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Advanced Materials Research,
2014 |
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[19]
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Сейсмический процесс и прогноз землетрясений: тектонофизическая концепция
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2014 |
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[20]
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Experimental study of plastic flow macro-scale localization process: Pattern, propagation rate, dispersion
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International Journal of Mechanical Sciences,
2014 |
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[21]
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Using a crystal as a universal generator of localized plastic flow autowaves
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Bulletin of the Russian Academy of Sciences: Physics,
2014 |
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[22]
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Investigation of the Fine Structure Localized Plastic Deformation Zone of Superconducting Cable Components
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Applied Mechanics and Materials,
2014 |
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[23]
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Plastic Deformation Localization of Low Carbon Steel: Hydrogen Effect
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Advanced Materials Research,
2014 |
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[24]
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РОЛЬ ВОДОРОДА В ЛОКАЛИЗАЦИИ ПЛАСТИЧЕСКОЙ ДЕФОРМАЦИИ НИЗКОУГЛЕРОДИСТОЙ СТАЛИ
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2014 |
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[25]
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Investigation of the Fine Structure Localized Plastic Deformation Zone of Superconducting Cable Components.
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Applied Mechanics & Materials,
2014 |
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[26]
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The effect of hydrogen on the parameters of plastic deformation localization in low carbon steel
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AIP Conference Proceedings,
2014 |
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[27]
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Об упругопластическом инварианте при деформации твердых тел
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2013 |
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[28]
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Упругопластический инвариант деформации твердых тел
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2013 |
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[29]
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Multiscale Approach to Theoretical Simulations of Materials for Nuclear Energy Applications: Fe-Cr and Zr-based Alloys
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MRS Proceedings. Vol. 1514. Cambridge University Press,
2013 |
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[30]
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Elastoplastic invariant relation for deformation of solids
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Journal of Applied Mechanics and Technical Physics,
2013 |
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[31]
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Importance of Thermally Induced Magnetic Excitations in First-principles Simulations of Elastic Properties of Transition Metal Alloys
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Solid State Phenomena,
2012 |
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[32]
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Autowave mechanics of plastic flow in solids
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Physics of Wave Phenomena,
2012 |
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[33]
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Significant correlation between macroscopic and microscopic parameters for the description of localized plastic flow auto-waves in deforming alloys
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Solid State Communications,
2012 |
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[34]
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Two-component model of localized plasticity autowaves and quantum properties of the same
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Recent Researches in Environmental and Geological Sciences,
2012 |
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[35]
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Autowave model of plastic flow
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Physical Mesomechanics,
2011 |
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[36]
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Overall model of plasticity and failure of metals
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Acta Phys. Pol. A,
2011 |
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[37]
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Wave response of the solids by mechanical loading: overall model
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Procedia Engineering,
2011 |
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[38]
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Новая модель деформации и разрушения кристаллических твердых тел в диапазоне от нано-до монокристаллов
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2011 |
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[39]
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Автоволновая модель пластического течения
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Физическая мезомеханика,
2011 |
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