Understanding Single-Crystal X-Ray Crystallography
商品資訊
ISBN13:9783527326778
出版社:John Wiley & Sons Inc
作者:Bennett
出版日:2010/01/27
裝訂/頁數:精裝/831頁
商品簡介
The result is a must-have for advanced undergraduate students, as well as masters and graduate students and other users of single-crystal X-ray crystallography from many various disciplines.
作者簡介
目次
Preface.
Acknowledgements.
1 Crystal Lattices.
1.1 The Solid State.
1.2 The Crystal Lattice.
1.3 Vectors in Crystallography.
1.4 Matrices in Crystallography.
1.5 Coordinate Systems in Crystallography.
2 Crystal Symmetry.
2.1 Symmetry.
2.2 Symmetry Group Theory.
2.3 Point Groups.
2.4 Space Groups.
3 Crystal Diffraction: Theory.
3.1 Electromagnetic Radiation.
3.2 Diffraction.
4 Crystal Diffraction: Experiment.
4.1 The Sphere of Reflection.
4.2 Recording the Diffraction Pattern: Film Methods.
4.3 Recording the Diffraction Pattern: Counter Methods.
4.4 Determining the Orientation Matrix and Unit Cell.
4.5 Refining the Orientation Matrix and Unit Cell.
4.6 Determining the Bravais Lattice.
4.7 The Measurement of Integrated Intensities.
5 Crystal Diffraction: Data.
5.1 Experimental Error.
5.2 Scaling the Intensity Data.
5.3 Determining the Space Group.
6 Crystal Structure Solution: Experimental.
6.1 The Patterson Function.
6.2 Other Experimental Methods.
6.3 Completion of the Structural Solution: Fourier Methods.
7 Crystal Structure Solution: Statistical.
7.1 Direct Methods.
7.2 Other Direct Methods.
7.3 Completion of the Structural Solution: Probability Methods.
8 Crystal Structure Refinement.
8.1 Linear Least Squares.
8.2 Non-linear Least Squares: Structure Refinement.
8.3 Macromolecular Refinement.
Appendix.
A A Geometric Derivation of Bragg’s Law.
B The Fourier Transform: Electron Density & The Structure Factor.
C Determination of the Phase Parameter in the Amplitude Reflectivity Ratio.
D Reflection From a Single Plane.
E A Discussion of Kinematical Models for Extinction.
F Probability Integrals: The Modified Bessel Function.
G Monte Carlo Optimization – A Simple Example.
H Constrained Optimization.
I Taylor Series.
Bibliography.
Index.
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