What is included with this book?
Preface to the Second Edition | p. xiii |
Preface to the First Edition | p. xvii |
Model and Molecule | p. 1 |
An Overview of Protein Crystallography | p. 5 |
Introduction | p. 5 |
Obtaining an image of a microscopic object | p. 6 |
Obtaining images of molecules | p. 7 |
A thumbnail sketch of protein crystallography | p. 7 |
Crystals | p. 8 |
The nature of crystals | p. 8 |
Growing crystals | p. 9 |
Collecting X-ray data | p. 10 |
Diffraction | p. 12 |
Simple objects | p. 12 |
Arrays of simple objects: Real and reciprocal lattices | p. 13 |
Intensities of reflections | p. 14 |
Arrays of complex objects | p. 15 |
Three-dimensional arrays | p. 16 |
Coordinate systems in crystallography | p. 17 |
The mathematics of crystallography: A brief description | p. 19 |
Wave equations: Periodic functions | p. 19 |
Complicated periodic functions: Fourier series | p. 20 |
Structure factors: Wave descriptions of X-ray reflections | p. 24 |
Electron-density maps | p. 24 |
Electron density from structure factors | p. 25 |
Electron density from measured reflections | p. 27 |
Obtaining a model | p. 28 |
Protein Crystals | p. 29 |
Properties of protein crystals | p. 29 |
Introduction | p. 29 |
Size, structural integrity, and mosaicity | p. 29 |
Multiple crystalline forms | p. 31 |
Water content | p. 32 |
Evidence that solution and crystal structures are similar | p. 33 |
Proteins retain their function in the crystal | p. 33 |
X-ray structures are compatible with other structural evidence | p. 34 |
Other evidence | p. 34 |
Growing protein crystals | p. 35 |
Introduction | p. 35 |
Growing crystals: Basic procedure | p. 35 |
Growing derivative crystals | p. 37 |
Finding optimal conditions for crystal growth | p. 37 |
Judging crystal quality | p. 41 |
Mounting crystals for data collection | p. 43 |
Collecting Diffraction Data | p. 45 |
Introduction | p. 45 |
Geometric principles of diffraction | p. 45 |
The generalized unit cell | p. 46 |
Indices of the atomic planes in a crystal | p. 47 |
Conditions that produce diffraction: Bragg's law | p. 50 |
The reciprocal lattice | p. 52 |
Bragg's law in reciprocal space | p. 55 |
The number of measurable reflections | p. 58 |
Unit-cell dimensions | p. 60 |
Unit-cell symmetry | p. 60 |
Collecting X-ray diffraction data | p. 64 |
Introduction | p. 64 |
X-ray sources | p. 65 |
Detectors | p. 69 |
Diffractometers and cameras | p. 72 |
Scaling and postrefinement of intensity data | p. 79 |
Determining unit-cell dimensions | p. 80 |
Symmetry and the strategy of collecting data | p. 82 |
Summary | p. 83 |
From Diffraction Data to Electron Density | p. 85 |
Introduction | p. 85 |
Fourier series and the Fourier transform | p. 86 |
One-dimensional waves | p. 86 |
Three-dimensional waves | p. 88 |
The Fourier transform: General features | p. 90 |
Fourier this and Fourier that: Review | p. 92 |
Fourier mathematics and diffraction | p. 92 |
Stucture factor as a Fourier series | p. 92 |
Electron density as a Fourier series | p. 94 |
Computing electron density from data | p. 95 |
The phase problem | p. 95 |
The meaning of the Fourier equations | p. 95 |
Reflections as Fourier terms: Equation (5.18) | p. 95 |
Computing structure factors from a model: Equations (5.15) and (5.16) | p. 96 |
Systematic absences in the diffraction pattern: Equation (5.15) | p. 98 |
Summary: From data to density | p. 100 |
Obtaining Phases | p. 101 |
Introduction | p. 101 |
Two-dimensional representation of structure factors | p. 102 |
Complex numbers in two dimensions | p. 102 |
Structure factors as complex vectors | p. 103 |
Electron density as a function of intensities and phases | p. 106 |
The heavy-atom method (isomorphous replacement) | p. 107 |
Preparing heavy-atom derivatives | p. 108 |
Obtaining phases from heavy-atom data | p. 109 |
Locating heavy atoms in the unit cell | p. 114 |
Anomalous scattering | p. 118 |
Introduction | p. 118 |
The measurable effects of anomalous scattering | p. 119 |
Extracting phases from anomalous scattering data | p. 120 |
Summary | p. 123 |
Multiwavelength anomalous diffraction phasing | p. 124 |
Anomalous scattering and the hand problem | p. 125 |
Direct phasing: Application of methods from small-molecule crystallography | p. 126 |
Molecular replacement: Related proteins as phasing models | p. 127 |
Introduction | p. 127 |
Isomorphous phasing models | p. 128 |
Nonisomorphous phasing models | p. 129 |
Separate searches for orientation and location | p. 129 |
Monitoring the search | p. 130 |
Summary | p. 131 |
Iterative improvement of phases (preview of Chapter 7) | p. 132 |
Obtaining and Judging the Molecular Model | p. 133 |
Introduction | p. 133 |
Iterative improvement of maps and models: Overview | p. 133 |
First maps | p. 137 |
Resources for the first map | p. 137 |
Displaying and examining the map | p. 138 |
Improving the map | p. 139 |
The model becomes molecular | p. 141 |
New phases from the molecular model | p. 141 |
Minimizing bias from the model | p. 142 |
Map fitting | p. 144 |
Structure refinement | p. 146 |
Least-squares methods | p. 146 |
Crystallographic refinement | p. 147 |
Additional refinement parameters | p. 147 |
Local minima and radius of convergence | p. 149 |
Molecular energy and motion in refinement | p. 150 |
Convergence to a final structure | p. 151 |
Producing the final map and model | p. 151 |
Guides to convergence | p. 153 |
Sharing the model | p. 154 |
A User's Guide to Crystallographic Models | p. 159 |
Introduction | p. 159 |
Judging the quality and usefulness of the refined model | p. 160 |
Structural parameters | p. 160 |
Resolution and precision of atomic positions | p. 162 |
Vibration and disorder | p. 164 |
Other limitations of crystallographic models | p. 166 |
Summary | p. 169 |
Reading a crystallography paper | p. 170 |
Introduction | p. 170 |
Annotated excerpts of the preliminary (8/91) paper | p. 170 |
Annotated excerpts from the full structure determination (4/92) paper | p. 175 |
Summary | p. 186 |
Other Diffraction Methods | p. 187 |
Introduction | p. 187 |
Fiber diffraction | p. 188 |
Diffraction by amorphous materials (scattering) | p. 196 |
Neutron diffraction | p. 200 |
Electron diffraction | p. 205 |
Lane diffraction and time-resolved crystallography | p. 209 |
Conclusion | p. 213 |
Other Kinds of Macromolecular Models | p. 215 |
Introduction | p. 215 |
NMR models | p. 216 |
Introduction | p. 216 |
Principles | p. 217 |
Assigning resonances | p. 230 |
Determining conformation | p. 232 |
PDB files for NMR models | p. 235 |
Judging model quality | p. 235 |
Homology models | p. 237 |
Introduction | p. 237 |
Principles | p. 238 |
Databases of homology models | p. 242 |
Judging model quality | p. 243 |
Other theoretical models | p. 246 |
Tools for Studying Macromolecules | p. 247 |
Introduction | p. 247 |
Computer models of molecules | p. 248 |
Two-dimensional images from coordinates | p. 248 |
Into three dimensions: Basic modeling operations | p. 249 |
Three-dimensional display and perception | p. 250 |
Types of graphical models | p. 251 |
Touring a typical molecular modeling program | p. 252 |
Importing and exporting coordinates files | p. 253 |
Loading and saving models | p. 253 |
Viewing models | p. 254 |
Editing and labeling the display | p. 255 |
Coloring | p. 256 |
Measuring | p. 257 |
Exploring structural change | p. 257 |
Exploring the molecular surface | p. 258 |
Exploring intermolecular interactions: Multiple models | p. 259 |
Displaying crystal packing | p. 260 |
Building models from scratch | p. 260 |
Other tools for studying structure | p. 261 |
Tools for structure analysis | p. 261 |
Tools for modeling protein action | p. 263 |
A final note | p. 263 |
Index | p. 265 |
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