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Worked examples in the Geometry of Crystals
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 Worked examples in the Geometry of Crystals Second edition H. K. D. H. Bhadeshia Professor of Physical Metallurgy University of Cambridge Fellow of Darwin College, Cambridge  ISBN 0-904357-94-5, published by the Institute of Materials, 1 Carlton House Terrace, London SW1Y 5DB. Reviewed in Acta Crystallographica A57 (2001) 478. Table of contents Introduction Definition of a Basis Co-ordinate transformations The reciprocal basis Homogeneous deformations Interfaces Orientation Relationships Cementite in Steels Relations between FCC and BCC crystals Orientation relations between grains of identical structure The metric More about the vector cross product Slip, Twinning and other Invariant-Plane Strains Deformation twins The concept of a Correspondence matrix Stepped interfaces Eigenvectors and eigenvalues Stretch and rotation Conjugate of an invariant-plane strain Martensitic Transformations The diffusionless nature of martensitic transformations The interface between the parent and product phases Orientation relationships The shape deformation due to martensitic transformation The phenomenological theory of martensite crystallography Interfaces in Crystalline Solids Symmetrical tilt boundary The interface between alpha and beta brass Coincidence site lattices Multitude of axis-angle pair representations The O-lattice Secondary dislocations The DSC lattice Some difficulties associated with interface theory Appendices and References Vectors Matrices Transformation Texture References download address: http://www.box.net/shared/ak5vtzrb9c http://www.msm.cam.ac.uk/phase-trans/2001/geometry2/Geometry.pdf |
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