A lattice-based model of the kinetics of twin boundary motion.
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Publication:1421372
DOI10.1016/S0022-5096(03)00069-3zbMath1048.74031OpenAlexW1996359757MaRDI QIDQ1421372
Srikanth Vedantam, Rohan C. Abeyaratne
Publication date: 26 January 2004
Published in: Journal of the Mechanics and Physics of Solids (Search for Journal in Brave)
Full work available at URL: https://doi.org/10.1016/s0022-5096(03)00069-3
Related Items (12)
Quasicontinuum models of dynamic phase transitions ⋮ Kinetics of a twinning step ⋮ Constitutively informed multi-body interactions for lattice particle models ⋮ Interaction of in-plane waves with a structured penetrable line defect in an elastic lattice ⋮ Normal modes and nonlinear stability behaviour of dynamic phase boundaries in elastic materials ⋮ A one-dimensional peridynamic model of defect propagation and its relation to certain other continuum models ⋮ Effect of nonlinearity on the steady motion of a twinning dislocation ⋮ An atomistic investigation of the kinetics of detwinning ⋮ Dynamics of steps along a martensitic phase boundary. I: Semi-analytical solution ⋮ A micromechanical continuum model for the tensile behavior of shape memory metal nanowires ⋮ The relative power and its invariance ⋮ On energy balance and the structure of radiated waves in kinetics of crystalline defects
Cites Work
- On the driving traction acting on a surface of strain discontinuity in a continuum
- Finite deformation by mechanical twinning
- Constitutive theory for some constrained elastic crystals
- Mechanics of a discrete chain with bi-stable elements
- Dynamics of chains with non-monotone stress-strain relations. I: Model and numerical experiments
- Dynamics of chains with non-monotone stress-strain relations. II: Nonlinear waves and waves of phase transition
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