Plane harmonic waves in the linearized gauge theory of dislocations (Q1091844)
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scientific article; zbMATH DE number 4012019
| Language | Label | Description | Also known as |
|---|---|---|---|
| English | Plane harmonic waves in the linearized gauge theory of dislocations |
scientific article; zbMATH DE number 4012019 |
Statements
Plane harmonic waves in the linearized gauge theory of dislocations (English)
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1987
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Dispersion relations and the associated eigenvectors for the linearized gauge theory of dislocations are calculated for an isotropic, centrosymmetric and homogeneous material. Plane harmonic waves of dislocation fields are connected to micro-voigts and micro-slips through appropriately chosen arrays of edge and screw dislocations with Burgers vectors that vary in position and time. The observable displacements that give rise to those internal waves are calculated together with the corresponding dislocation densities and currents.
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Volterra dislocations
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Dispersion relations
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eigenvectors
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linearized gauge theory of dislocations
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isotropic
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centrosymmetric
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homogeneous material
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Plane harmonic waves of dislocation fields
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micro-voigts
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micro-slips
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edge and screw dislocations
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Burgers vectors
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0.8924938
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0.86956966
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0.86411405
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0.86150503
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0.8614936
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0.85669714
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0.8562933
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0.8530115
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