Continuum with Rotation Nuclei and Defects: Dislocation and Disclination Densities
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Keywords
Total Field Antisymmetric Part Dislocation Velocity Symmetric Stress Phys Chem Solid
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References
- Kossecka E, DeWitt R (1977) Disclination kinematics. Arch Mech 29: 633–651Google Scholar
- Kröner E (1981) Continuum theory of defects. In: Balian R, Kléman M, Poirer JP (eds) Les Houches, Session XXXV, 1980, Physics of defects, North Holland Publ Comp, Amsterdam.Google Scholar
- Mataga PA, Freund LB, Hutchison JW (1987) Crack tip plasticity in dynamic fracture. J Phys Chem Solid 48: 985–1005CrossRefGoogle Scholar
- Shimbo M (1975) A geometrical formulation of asymmetric features in plasticity. Bull Fac Eng, Hokkaido Univ 77: 155–159 (in Japanese)Google Scholar
- Shimbo M (1995) Non-Riemannian geometrical approach to deformation and friction. In: Teisseyre R (ed) Theory of earthquake premonitory and fracture processes, pp 520–528, PWN, WarszawaGoogle Scholar
- Shimbo M, Kawaguchi M (1976) A note on the asymmetric fields. Bull Fac Eng, Hokkaido Univ 80: 75–79 (in Japanese)Google Scholar
- Teisseyre R (2001) Evolution, propagation and diffusion of dislocation fields. In: Teisseyre R, Majewski E (eds) Earthquake thermodynamics and phase transformations in the earth’s interior (vol 76 of Intern Geophys Series), pp 167–198, Academic Press, San DiegoGoogle Scholar
- Teisseyre R (2002) Continuum with defect and self-rotation nuclei. Acta Geophys Pol 50: 51–68Google Scholar
- Teisseyre R, Boratyński W (2002) Continua with self-rotation nuclei: evolution of defect fields and equations of motion. Acta Geophys Pol 50: 223–229Google Scholar
- Teisseyre R, Boratyński W (2003) Continua with self-rotation nuclei: evolution of asymmetric fields. Mech Res Com 30: 235–240CrossRefGoogle Scholar
- Teisseyre R, Kozak J (2003) Considerations on the seismic rotation waves. Acta Geophys Pol 51: 244–256Google Scholar
- Teisseyre R, Yamashita T (1999) Splitting stress motion equation into seismic wave and fault-related fields. Acta Geophys Pol 47: 135–147Google Scholar
- Teodosiu C (1970) A dynamic theory of dislocations and its applications to the theory of the elastic-plastic continuum. In: Simmons JA, DeWitt R and Bullough R (eds) Fundamental aspect of dislocation theory, 837–876, Nat Bur Stand US), Sp Publ 317, II.Google Scholar
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