Overview
ABSTRACT
Industrial polycrystalline materials have a crystallographic texture. This article looks at the properties of polycrystalline materials as averages over monocrystalline materials, calculated with the texture function. For elasticity, it describes the models of Voigt, Reuss and Hill and for plasticity, the classical model of Taylor in the full constraint version, which assumes that the local plastic deformation is equal to the average plastic deformation. Improvements by partial relaxation of this condition, i.e. relaxed constraints, are mentioned. The application of the simulation of deformation textures to predicting the behavior of sheet metal in deep drawing is illustrated.
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Claude ESLING: Professor Emeritus at the University of Lorraine - Laboratoire d'Étude des Microstructures et de Mécanique des Matériaux & Laboratoire d'Excellence DAMAS, Université de Lorraine, Metz, France
INTRODUCTION
This article completes a series of three devoted to crystallographic textures in polycrystalline materials. After the article on techniques and methods for describing textures
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KEYWORDS
crystallographic texture | mean physical properties | elastic anisotropy | polycristalline plasticity
Texture and anisotropy of polycrystalline materials
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