Buch, Englisch, Band 17, 142 Seiten, Format (B × H): 221 mm x 286 mm, Gewicht: 636 g
Reihe: International Union of Crystallography Texts on Crystallography
Buch, Englisch, Band 17, 142 Seiten, Format (B × H): 221 mm x 286 mm, Gewicht: 636 g
Reihe: International Union of Crystallography Texts on Crystallography
ISBN: 978-0-19-955065-4
Verlag: Oxford University Press (UK)
This book presents the reader with a fresh and unconventional approach to teaching crystallographic symmetry. Whereas traditional crystallography textbooks make a heavy use of algebra and rapidly become very technical, this book adopts in the first few chapters a 'pictorial' approach based on the symmetry diagrams of the International Tables for Crystallography. Readers are led step-by-step through simple 'frieze' and 'wallpaper' patterns, with many examples from the
visual arts. At the end of chapter 3 they should be able to identify and analyse all these simple symmetries and apply to them the nomenclature and symbols of the International Tables. Mathematical formalism is introduced later on in the book, and by that time the reader will have gained a solid
intuitive grasp of the subject matter. This book will provide graduate students, advanced undergraduate students and practitioners in physics, chemistry, earth sciences and structural biology with a solid foundation to master the International Tables of Crystallography, and to understand the relevant literature.
Zielgruppe
Graduate students in a variety of fields employing crystallography as a primary or secondary tool: physics, chemistry, earth science, structural biology etc. Also undergraduate students taking advanced courses in symmetry or crystallography, and research scientists and academics that have used crystallographic techniques and would like to gain a greater insight into the underlying symmetry
Autoren/Hrsg.
Fachgebiete
Weitere Infos & Material
1: Symmetry around a fixed point
2: Frieze patterns and frieze groups
3: Wallpaper (plane) groups
4: Coordinate systems in crystallography
5: The mathematical form of symmetry operators
6: Distances, angles and the real and reciprocal spaces
7: A phase transition in 2 dimensions
8: Point groups in 3D
9: The 14 3D Bravais lattices
10: 3D space group symmetry
11: Symmetry and reflection conditions in reciprocal space
12: The Wigner-Seitz constructions and the Brillouin zones




