Prof. Truskinovsky Lev
Research areas
Mechanics, Materials Science, Mathematics, Thermodynamics.
Research activities
Recent Publications/Highlighted Publications
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Active chemomechanical solitons |
Physical Review E (2026) |
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Nonlinear stability in a free boundary model of active locomotion |
Archive for Rational Mechanics and Analysis (2026) |
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Inertia-induced power law scaling in martensites |
Mathematics and Mechanics of Solids (2025) |
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Slip-dominated structural transitions |
Physical Review Materials (2025) |
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Active drive towards elastic spinodals |
Physical Review E (2025) |
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Solitary waves and kinks in FPU lattices with soft–hard–soft trilinear interactions |
Journal of Nonlinear Science (2024) |
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Optimal crawling: From mechanical to chemical actuation |
Physical Review E (2024) |
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Quantized plastic deformation |
Journal of the Mechanics and Physics of Solids (2024) |
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Solid phase transitions in the liquid limit |
Journal of Elasticity (2024) |
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Elastic instability behind brittle fracture |
Physical Review Letters (2024) |
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Beyond the Classical Cauchy–Born Rule |
Archive for Rational Mechanics and Analysis (2023) |
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A class of nonlinear elasticity problems with no local but many global minimizers |
Journal of Elasticity (2023) |
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Homogeneous nucleation of dislocations as a pattern formation phenomenon |
European Journal of Mechanics, A/Solids (2023) |
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Inelastic rotations and pseudoturbulent plastic avalanches in crystals |
Physical Review E (2023) |
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Solid-solid phase transitions in the'near-liquid'limit |
Journal of Elasticity (2023) |
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Strictly supersonic solitary waves in lattices with second-neighbor interactions |
Physica D: Nonlinear Phenomena (2019) |
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Nonhydrostatic stabilization of an orthorhombic phase of zirconia |
Physical Review B (2003) |
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Peierls-Nabarro landscape for martensitic phase transitions |
Physical Review B (2003) |
Collaborative activities
- Seminar by Professor Lev Truskinovsky: Quantized plastic deformation
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At 3:00 p.m., September 19, 2025, IAST organized an academic exchange at the Meeting Room on the 5th Floor of the Library - Ton Duc Thang University with detailed content as follows:
Prof. Lev Truskinovsky reports on the topic "Quantized plastic deformation"
Abstract:In this talk we present the basics of the novel mesoscopic tensorial model of crystal plasticity, which operates with the macroscopic notions of stress and strain while capturing, in a geometrically exact way, the slip-generating mappings of crystal lattices onto themselves. The model introduces a matrix-valued spin variable, representing the quantized plastic distortion, whose rate-independent evolution can be described by a discrete automaton. We provide compelling evidence that the new theory is fully adequate to deal with the intermittency of plastic response under quasi-static loading. In particular, our numerical experiments show that the statistics of dislocational avalanches, associated with plastic yield in 2D square crystals, exhibit a power-law tail with a critical exponent matching the value predicted by general theoretical considerations and also independently observed in discrete-dislocation-dynamics simulations. 2.



