Abstract
Practically all elastic single crystals are anisotropic, which calls for an appropriate universal measure to quantify the extent of anisotropy. A review of the existing anisotropy measures in the literature leads to a conclusion that they lack universality in the sense that they are non-unique and ignore contributions from the bulk part of the elastic stiffness (or compliance) tensor. Proceeding from extremal principles of elasticity, we introduce a new universal anisotropy index that overcomes the above limitations. Furthermore, we establish special relationships between the proposed anisotropy index and the existing anisotropy measures for special cases. A new elastic anisotropy diagram is constructed for…
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2Topics & keywords
Topics
Keywords
- Anisotropy
- Universality (dynamical systems)
- Measure (data warehouse)
- Stiffness
- Condensed matter physics
- Triclinic crystal system
- Elasticity (physics)
- Materials science
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