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Physical and Non-Physical Methods of Solving Crystal Structures

Physical and Non-Physical Methods of Solving Crystal Structures

Physical and Non-Physical Methods of Solving Crystal Structures

Michael M. Woolfson, University of York
Fan Hai-Fu, China University of Geosciences, Wukan
September 2005
Available
Paperback
9780521019385

    Michael Woolfson and Fan Hai-fu describe all the available methods of solving crystal structure and how they are used. In addition to traditional means such as the use of the Patterson function and isomorphous replacement, and the direct methods, the authors include techniques that use anomalous scattering and observations from multiple-beam scattering. The fundamental physics and mathematical analyses are fully explained. Practical aspects of applying the methods are also emphasized.

    • Comprehensive coverage of all methods used in crystallography
    • Underlying principles are clearly explained throughout

    Reviews & endorsements

    "Complete in its descriptions of the many methods available for solving crystal structtores, this book is a well-written and useful resource for crystallographers not familiar with the theoretical basis of these diverse methods and for those who seek some introduction....Upper-division graduate through professional." M. Rossi, Choice

    See more reviews

    Product details

    September 2005
    Paperback
    9780521019385
    292 pages
    229 × 154 × 19 mm
    0.453kg
    110 b/w illus.
    Available

    Table of Contents

    • 1. The basics of X-ray diffraction theory
    • 2. The Patterson and heavy-ion methods
    • 3. Direct methods
    • 4. The basics of isomorphous replacement and anomalous scattering
    • 5. Further aspects of the isomorphous replacement method
    • 6. Use of anomalous scattering data
    • 7. Phase extension and refinement
    • 8. Multiple-beam scattering methods
    • Bibliography
    • Index.
      Authors
    • Michael M. Woolfson , University of York
    • Fan Hai-Fu , China University of Geosciences, Wukan