Structure of Materials: An Introduction to Crystallography, Diffraction and SymmetryCambridge University Press, 30.08.2007 - 844 Seiten Blending rigorous presentation with ease of reading, this self-contained textbook covers the fundamentals of crystallography, symmetry and diffraction to several classes of materials. The first half of the book is a systematic treatment of the basics of crystallography, discussing bonding, crystal systems, symmetry, point groups and concepts of diffraction. The latter half is more advanced in scope, applying structural determination methods to the study of a broad range of materials, including metallic, ceramic, covalent, amorphous, molecular solids and nanomaterials. Throughout the text, mathematical theory and abstraction is complemented by a highly visual approach, allowing the reader to fully comprehend crystal structure. With over 430 illustrations, 400 homework problems and crystal structure files, this is suitable for advanced undergraduate or graduate courses on crystallography within materials science and engineering. Additional resources for this title including solutions for instructors, data files for crystal structures, and appendices, are available at www.cambridge.org/9780521651516. |
Häufige Begriffe und Wortgruppen
alloys angle atoms axes axis basis vectors beam bond Calculate cations Chapter combination components compounds compute Consider constant construct contains coordination corresponding crystal crystal structure crystallographic cubic defined density derived described determine diffraction direction discussed distance drawing electron elements energy equal equation equivalent example expression faces factor field Figure four function given hexagonal icosahedral illustrated important indices intensity inverse known lattice layers length magnetic materials matrix means metal mirror plane molecules neutron normal notation Note object observed octahedral operations origin pattern phase plane point group positions possible projection properties reference frame reflections relation representation represented respectively rotation scattering shown in Fig shows single solid space group sphere stacking stereographic structure symbol symmetry symmetry operations Table temperature tensor tetragonal tetrahedral tiling transformation translation unit cell values vertices wave X-ray
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Seite 30 - Is 2s 2p 3s 3p 3d 4s 4p 4d 4f 5s 5p 5d 5f 1 H 1 2 He 2 3 Li 2 1 4 Be 2 2 5 B 2 2 1 6 C 2 2 2 7 N 2 2 3 8...