Dynamics of an array of line defects interacting with a background elastic medium is studied in the linear regime. It is shown that the inertial coupling between the defects and the ambient phonons leads to an anomalous response behavior for the deformation modes of a defect-lattice, in the form of anisotropic and anomalous mass and elastic constants, resonant dissipation through excitation of phonons, and instabilities. The case of a single fluctuating line defect is also studied, and it is shown that it could lead to formation of shock waves in the elastic medium for sufficiently high frequency deformation modes. © EDP Sciences, Società Italiana di Fisica, Springer-Verlag 2003
The concept of the Boyer-Hardy source-force, or Kanzaki force, for a static screw dislocation is ext...
We have succeeded in extinguishing the anomalous Kapitza transmission of phonons whose wave vector i...
We study localized modes in uniform one-dimensional chains of tightly packed and uniaxially compress...
Dynamics of an array of line defects interacting with a background elastic medium is studied in the ...
Dynamics of an array of line defects interacting with a background elastic medium is studied in the ...
Abstract. Dynamics of an array of line defects interacting with a background elastic medium is studi...
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Lattice dynamics calculations together with the Green's function techniques for disordered systems a...
We consider a lattice dynamics model of a straight screw dislocation moving in a simple cubic lattic...
We report on a rotationally invariant atomic model the possibility of two distinct branches of phono...
Abstract This study aims to investigate elastic wave localization that leverages defect band splitti...
The multi-body system’s elasticity and vibrational behavior is an old topic. The conventional method...
This review paper outlines several formulations for lattice structures where dynamic lattice Green's...
The control of waves and vibrations in materials and structures underpins both the most common and t...
The concept of the Boyer-Hardy source-force, or Kanzaki force, for a static screw dislocation is ext...
We have succeeded in extinguishing the anomalous Kapitza transmission of phonons whose wave vector i...
We study localized modes in uniform one-dimensional chains of tightly packed and uniaxially compress...
Dynamics of an array of line defects interacting with a background elastic medium is studied in the ...
Dynamics of an array of line defects interacting with a background elastic medium is studied in the ...
Abstract. Dynamics of an array of line defects interacting with a background elastic medium is studi...
The presence of topological defects in a material can modify its electrical, acoustic or thermal pro...
The Portevin-Le Chatelier effect is a macroscopic, spatio-temporal instability of plastic deformatio...
Lattice dynamics calculations together with the Green's function techniques for disordered systems a...
We consider a lattice dynamics model of a straight screw dislocation moving in a simple cubic lattic...
We report on a rotationally invariant atomic model the possibility of two distinct branches of phono...
Abstract This study aims to investigate elastic wave localization that leverages defect band splitti...
The multi-body system’s elasticity and vibrational behavior is an old topic. The conventional method...
This review paper outlines several formulations for lattice structures where dynamic lattice Green's...
The control of waves and vibrations in materials and structures underpins both the most common and t...
The concept of the Boyer-Hardy source-force, or Kanzaki force, for a static screw dislocation is ext...
We have succeeded in extinguishing the anomalous Kapitza transmission of phonons whose wave vector i...
We study localized modes in uniform one-dimensional chains of tightly packed and uniaxially compress...