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Fundamentals of crystallography /

Record Type:	Language materials, printed : Monograph/item
Title/Author:	Fundamentals of crystallography // G. Giacovazzo ... [et al.]
other author:	Giacovazzo, Carmelo.
Published:	Oxford ;Oxford University Press, : 2011.,
Description:	xxi, 842 p. :ill. ;26 cm.
[NT 15003449]:	Note continued:
Subject:	Crystallography. -
ISBN:	9780199573660 (pbk.) :

Fundamentals of crystallography /
Fundamentals of crystallography /G. Giacovazzo ... [et al.] - 3rd ed. - Oxford ;Oxford University Press,2011. - xxi, 842 p. :ill. ;26 cm. - IUCr texts on crystallography ;15. - International Union of Crystallography texts on crystallography ;15..

Includes bibliographical references and index.

Symmetry in crystals /Carmelo Giacovazzo --Machine generated contents note:

ISBN: 9780199573660 (pbk.) :GBP45.00

LCCN: 2010043821Subjects--Topical Terms:

518393
Crystallography.

LC Class. No.: QD905.2 / .F86 2011

Dewey Class. No.: 548

Fundamentals of crystallography /
LDR:20060cam a2200517 a 4500 001 980756
003 OCoLC
005 20111018012636.0
008 111115s2011 enka b 001 0 eng
010 $a 2010043821
020 $a 9780199573660 (pbk.) : $c GBP45.00
020 $a 0199573662 (pbk.)
020 $a 9780199573653 (hbk.)
020 $a 0199573654 (hbk.)
029 1 $a AU@ $b 000046117537
029 1 $a HEBIS $b 231130236
035 $a (OCoLC)671491775
035 $a CS-BW-100-N-06
040 $a DLC $c DLC $d YDX $d YDXCP $d IG# $d CDX $d INU $d UKMGB $d MIX
042 $a pcc
049 $a FISA
050 0 0 $a QD905.2 $b .F86 2011
082 0 0 $a 548 $2 22
245 0 0 $a Fundamentals of crystallography / $c G. Giacovazzo ... [et al.]
250 $a 3rd ed.
260 # $a Oxford ; $a New York : $b Oxford University Press, $c 2011.
300 $a xxi, 842 p. : $b ill. ; $c 26 cm.
490 1 $a IUCr texts on crystallography ; $v 15
504 $a Includes bibliographical references and index.
505 0 0 $g Machine generated contents note: $g 1. $t Symmetry in crystals / $r Carmelo Giacovazzo -- $g 1.1. $t The crystalline state and isometric operations -- $g 1.2. $t Symmetry elements -- $g 1.2.1. $t Axes of rotational symmetry -- $g 1.2.2. $t Axes of rototranslation or screw axes -- $g 1.2.3. $t Axes of inversion -- $g 1.2.4. $t Axes of rotoreflection -- $g 1.2.5. $t Reflection planes with translational component (glide planes) -- $g 1.3. $t Lattices -- $g 1.4. $t The rational properties of lattices -- $g 1.4.1. $t Crystallographic directions -- $g 1.4.2. $t Crystallographic planes -- $g 1.5. $t Symmetry restrictions due to the lattice periodicity and vice versa -- $g 1.6. $t Point groups and symmetry classes -- $g 1.6.1. $t Point groups in one and two dimensions -- $g 1.7. $t The Laue classes -- $g 1.8. $t The seven crystal systems -- $g 1.9. $t The Bravais lattices -- $g 1.9.1. $t Plane lattices -- $g 1.9.2. $t Space lattices -- $g 1.10. $t The space groups -- $g 1.11. $t The plane and line groups -- $g 1.12. $t On the matrix representation of symmetry operators -- $t Appendices -- $g 1.A. $t The isometric transformations
505 0 0 $g 1.A.1. $t Direct movements -- $g 1.A.2. $t Opposite movements -- $g 1.B. $t Some combinations of movements -- $g 1.C. $t Wigner-Seitz cells -- $g 1.D. $t The space-group matrices -- $g 1.E. $t Symmetry groups -- $g 1.E.1. $t Subgroups -- $g 1.E.2. $t Cosets -- $g 1.E.3. $t Conjugate classes -- $g 1.E.4. $t Conjugate subgroups -- $g 1.E.5. $t Normal subgroups and factor groups -- $g 1.E.6. $t Maximal subgroups and minimal supergroups -- $g 1.E.7. $t Maximal subgroups and minimal supergroups for three-dimensional crystallographic point groups -- $g 1.E.8. $t Limiting groups in two and three dimensions -- $g 1.E.9. $t Representation of a group -- $g 1.E.10. $t Character tables -- $g 1.F. $t Symmetry generalization -- $g 1.F.1. $t The symmetry groups Gnm -- $g 1.F.2. $t The G1 groups -- $g 1.F.3. $t The G2 groups -- $g 1.F.4. $t The G3 groups -- $g 1.F.5. $t The Gn4 groups -- $g 1.F.6. $t The groups of colour symmetry -- $t References -- $g 2. $t Crystallographic computing / $r Carmelo Giacovazzo -- $g 2.1. $t Introduction -- $g 2.2. $t The metric matrix -- $g 2.3. $t The reciprocal lattice -- $g 2.4. $t Basis transformations -- $g 2.5. $t Transformation from triclinic to orthonormal axes -- $g 2.6. $t Rotations in Cartesian systems
505 0 0 $g 2.7. $t Some simple crystallographic calculations -- $g 2.7.1. $t Torsion angles -- $g 2.7.2. $t Best plane through a set of points -- $g 2.7.3. $t Best line through a set of points -- $g 2.7.4. $t Principal axes of a quadratic form -- $g 2.8. $t Metric considerations on the lattices -- $g 2.8.1. $t Niggli reduced cell -- $g 2.8.2. $t Sublattices and superlattices -- $g 2.8.3. $t Coincidence-site lattices -- $g 2.9. $t Calculation of the electron density function -- $g 2.10. $t Calculation of the structure factor -- $g 2.11. $t The method of least squares -- $g 2.11.1. $t Linear least squares -- $g 2.11.2. $t Linear least squares with constraints -- $g 2.11.3. $t Non-linear (unconstrained) least squares -- $g 2.11.4. $t Least-squares refinement of crystal structures -- $g 2.11.5. $t Practical considerations on crystallographic least squares -- $g 2.11.6. $t Constraints and restraints in crystallographic least squares -- $g 2.12. $t Alternatives to the method of least squares -- $g 2.12.1. $t Maximum likelihood refinement -- $g 2.12.2. $t Gradient methods -- $g 2.13. $t Powder crystallography: techniques for structural analysis -- $g 2.13.1. $t Phasing via powder diffraction -- $g 2.13.2. $t The basis of the Rietveld refinement
505 0 0 $g 2.13.3. $t Some practical aspects of Rietveld refinement -- $g 2.14. $t Analysis of thermal motion -- $g 2.15. $t The effect of thermal motion on bond lengths and angles -- $g 2.16. $t About the accuracy of the calculated parameters -- $t Appendices -- $g 2.A. $t Some metric relations between direct and reciprocal lattices -- $g 2.B. $t Some geometrical calculations concerning directions and planes -- $g 2.C. $t Some transformation matrices -- $g 2.D. $t Reciprocity of F and I lattices -- $g 2.E. $t Transformations of crystallographic quantities in rectilinear spaces -- $g 2.F. $t Derivation of the normal equations -- $g 2.G. $t Derivation of the variance-covariance matrix Mx -- $g 2.H. $t Derivation of the unbiased estimate of Mx -- $g 2.I. $t The FFT algorithm and its crystallographic applications -- $t References -- $g 3. $t The diffraction of X-rays by crystals / $r Carmelo Giacovazzo -- $g 3.1. $t Introduction -- $g 3.2. $t Basic properties of X-rays -- $g 3.3. $t Thomson scattering -- $g 3.4. $t Compton scattering -- $g 3.5. $t Interference of scattered waves -- $g 3.6. $t Scattering by atomic electrons -- $g 3.7. $t Scattering by atoms -- $g 3.8. $t The temperature factor -- $g 3.9. $t Scattering by a molecule or by a unit cell
505 0 0 $g 3.10. $t Diffraction by a crystal -- $g 3.11. $t Bragg's law -- $g 3.12. $t The reflection and the limiting spheres -- $g 3.13. $t Symmetry in reciprocal space -- $g 3.13.1. $t Friedel law -- $g 3.13.2. $t Effects of symmetry operators in the reciprocal space -- $g 3.13.3. $t Determination of the Laue class -- $g 3.13.4. $t Determination of reflections with restricted phase values -- $g 3.13.5. $t Systematic absences -- $g 3.13.6. $t Unequivocal determination of the space group -- $g 3.14. $t Diffraction intensities -- $g 3.15. $t Anomalous dispersion -- $g 3.16. $t The Fourier synthesis and the phase problem -- $t Appendices -- $g 3.A. $t Mathematical background -- $g 3.A.1. $t Dirac delta function -- $g 3.A.2. $t A mathematical model for the lattice -- $g 3.A.3. $t Convolutions: the mathematical model of a crystal -- $g 3.A.4. $t Some properties of convolutions -- $g 3.A.5. $t The Fourier transform -- $g 3.A.6. $t Some examples of Fourier transform -- $g 3.A.7. $t Fourier transform of spherically symmetric functions -- $g 3.A.8. $t Deconvolution of spectra -- $g 3.B. $t Scattering and related topics -- $g 3.B.1. $t Compton scattering -- $g 3.B.2. $t The anisotropic temperature factor -- $g 3.B.3. $t Symmetry restrictions on the anisotropic temperature factors
505 0 0 $g 3.B.4. $t The Renninger effect and experimental phase determination by means of multiple diffraction experiments -- $g 3.B.5. $t Electron diffraction -- $g 3.B.6. $t Neutron scattering -- $g 3.B.7. $t Electron, neutron and X-ray diffraction: comparison and perspectives -- $g 3.C. $t About electron density mapping -- $t References -- $g 4. $t Beyond ideal crystals / $r Carmelo Giacovazzo -- $g 4.1. $t Introduction -- $g 4.2. $t Ordering types -- $g 4.3. $t Crystal twins -- $g 4.4. $t Diffuse scattering -- $g 4.4.1. $t Thermal diffuse scattering -- $g 4.4.2. $t Disorder diffuse scattering -- $g 4.5. $t Modulated crystal structures -- $g 4.6. $t Quasi-crystals -- $g 4.6.1. $t Introductory remarks -- $g 4.6.2. $t A mathematical basis -- $g 4.6.3. $t Aperiodic tiling and quasi-crystals -- $g 4.6.4. $t Embedding quasi-crystals in higher-dimensional space -- $g 4.7. $t Liquid crystals (or mesomorphic phases) -- $g 4.8. $t The paracrystal -- $g 4.9. $t Amorphous and liquid states -- $g 4.9.1. $t Diffraction from a finite statistically homogeneous object -- $g 4.9.2. $t Diffraction from a finite statistically homogeneous object with equal atoms -- $g 4.9.3. $t Diffraction from an isotropic statistically homogeneous object
505 0 0 $g 4.9.4. $t The Debye formula -- $g 4.10. $t Diffraction by gases -- $g 4.11. $t Diffraction by liquids and amorphous bodies -- $g 4.12. $t Small-angle scattering -- $t Appendices -- $g 4.A. $t Examples of twin laws -- $g 4.A.1. $t Cubic system -- $g 4.A.2. $t Tetragonal system -- $g 4.A.3. $t Hexagonal and trigonal systems -- $g 4.A.4. $t Orthorhombic system -- $g 4.A.5. $t Monoclinic system -- $g 4.A.6. $t Triclinic system -- $g 4.B. $t How to recognize and treat twins -- $g 4.C. $t Embedding of modulated structures in higher-dimensional space -- $g 4.D. $t About Fibonacci numbers and sequences -- $t References -- $g 5. $t Experimental methods in X-ray and neutron crystallography / $r Gilberto Artioli -- $g 5.1. $t Introduction -- $g 5.2. $t X-ray sources -- $g 5.2.1. $t Conventional generators -- $g 5.2.2. $t Synchrotron radiation -- $g 5.2.3. $t X-ray optics: monochromatization, collimation, and focusing of X-rays -- $g 5.3. $t Neutron sources -- $g 5.3.1. $t Nuclear reactors -- $g 5.3.2. $t Pulsed neutron sources -- $g 5.3.3. $t Neutron optics -- $g 5.4. $t X-ray and neutron detectors -- $g 5.4.1. $t X-ray detectors -- $g 5.4.2. $t Neutron detectors -- $g 5.5. $t Data-collection techniques for single crystals
505 0 0 $g 5.5.1. $t The Laue method -- $g 5.5.2. $t The single-crystal cameras -- $g 5.5.3. $t The single-crystal diffractometer -- $g 5.6. $t Data-collection techniques for polycrystalline materials -- $g 5.6.1. $t Diffraction of polycrystalline materials -- $g 5.6.2. $t Cameras used for polycrystalline materials -- $g 5.6.3. $t Diffractometers used for polycrystalline materials -- $g 5.6.4. $t Applications of powder diffraction -- $g 5.7. $t In situ measurements at non-ambient conditions -- $g 5.7.1. $t High-temperature polycrystalline diffraction -- $g 5.7.2. $t Low-temperature single-crystal diffractometry -- $g 5.7.3. $t Humidity control of macromolecular crystals -- $g 5.7.4. $t High-pressure experiments -- $g 5.8. $t Data reduction -- $g 5.8.1. $t Lorentz correction -- $g 5.8.2. $t Polarization correction -- $g 5.8.3. $t Absorption correction -- $g 5.8.4. $t Radiation-damage correction -- $g 5.8.5. $t Relative scaling -- $t Appendices -- $g 5.A. $t Determination of the number of molecules or formula units in the unit cell of a crystal -- $g 5.B. $t The cylindrical-film camera geometry -- $g 5.C. $t The precession camera geometry -- $g 5.D. $t The rotation method geometry -- $t References -- $g 6. $t Solution and refinement of crystal structures / $r Davide Viterbo
505 0 0 $g 6.1. $t Introduction -- $g 6.2. $t Statistical analysis of structure factor amplitudes -- $g 6.3. $t Direct space methods -- $g 6.3.1. $t The Patterson function and its use -- $g 6.3.2. $t Electron density modification methods -- $g 6.4. $t Reciprocal space methods (direct methods) -- $g 6.4.1. $t Introduction -- $g 6.4.2. $t Structure invariants -- $g 6.4.3. $t Probability methods -- $g 6.4.4. $t Direct methods procedures -- $g 6.5. $t Using the dual space procedures -- $g 6.6. $t Completing and refining the structure -- $g 6.6.1. $t Difference Fourier method -- $g 6.6.2. $t Least-squares method -- $g 6.6.3. $t Absolute structure and resonant scattering -- $t Appendices
505 0 0 $a Note continued: $g 6.A. $t Structure factor probability distributions -- $g 6.B. $t Patterson vector methods -- $g 6.C. $t Difference electron density modification (DEDM) -- $g 6.D. $t Phase-retrieval methods in optics and their use in crystallography -- $g 6.E. $t Effects of phase errors on electron density maps -- $g 6.F. $t Probability formulae for triplet invariants -- $g 6.G. $t Early direct method procedures -- $g 6.G.1. $t Fixing the origin and the enantiomorph -- $g 6.G.2. $t Phase-determination procedures -- $g 6.H. $t Pseudotranslational symmetry -- $g 6.1. $t Procedures for completing a partial model -- $g 6.1.1. $t Weights for Fourier syntheses -- $g 6.1.2. $t Syntheses for completing a partial model -- $t References -- $g 7. $t Inorganic and mineral crystals / $r Giovanni Ferraris -- $g 7.1. $t Introduction -- $g 7.2. $t Bonding aspects -- $g 7.2.1. $t Chemical bond and solid-state properties -- $g 7.2.2. $t Melting -- $g 7.2.3. $t Cleavage -- $g 7.2.4. $t Structure and morphology -- $g 7.2.5. $t Morphology and optical properties
505 0 0 $g 7.2.6. $t Representing crystal structures -- $g 7.2.7. $t The ionic radii -- $g 7.2.8. $t Packing of spheres -- $g 7.2.9. $t Coordination polyhedra -- $g 7.2.10. $t Interstitial sites in hcp and ccp -- $g 7.2.11. $t Ionic radii and coordination polyhedra -- $g 7.2.12. $t Electrostatic bond strength and Pauling's rules -- $g 7.2.13. $t Bond strength vs. bond length -- $g 7.2.14. $t The charge distribution (CD) method -- $g 7.2.15. $t Applications of CD and ECoN -- $g 7.2.16. $t Bond valence and hydrogen bond -- $g 7.2.17. $t Bond valence and hydrates -- $g 7.2.18. $t Bond strength of the O...O hydrogen bond -- $g 7.2.19. $t Polymorphism -- $g 7.2.20. $t Solid solutions -- $g 7.2.21. $t Solid solutions, order/disorder and crystal-chemical formula -- $g 7.3. $t Structure types -- $g 7.3.1. $t Closest- and close-packing structure types -- $g 7.3.2. $t Packing spheres only -- $g 7.3.3. $t Filling tetrahedral sites -- $g 7.3.4. $t Filling octahedral sites -- $g 7.3.5. $t Filling octahedral and tetrahedral sites -- $g 7.3.6. $t More cp structures -- $g 7.4. $t Structures with complex anions -- $g 7.4.1. $t Orthosilicates
505 0 0 $g 7.4.2. $t Disilicates and ring silicates -- $g 7.4.3. $t Chain silicates (inosilicates) -- $g 7.4.4. $t Layered silicates (phyllosilicates) -- $g 7.4.5. $t Tectosilicates -- $g 7.4.6. $t More structures of technological interest -- $g 7.5. $t Modular structures -- $g 7.5.1. $t Polytypism -- $g 7.5.2. $t Modelling the structure of OD polytypes -- $g 7.5.3. $t Identification of long-period polytypes -- $g 7.5.4. $t Polysomatic series -- $g 7.5.5. $t Modelling structures of polysomes -- $g 7.5.6. $t Modulated structures -- $g 7.6. $t Real structures -- $g 7.6.1. $t Symmetry domains -- $g 7.6.2. $t Unmixing phenomena -- $t References -- $g 8. $t Molecules and molecular crystals / $r Paola Gilli -- $g 8.1. $t Chemistry and X-ray crystallography -- $g 8.1.1. $t Crystal and molecular structure -- $g 8.1.2. $t The growth of structural information -- $g 8.2. $t The nature of molecular crystals -- $g 8.2.1. $t Intermolecular forces -- $g 8.2.2. $t Thermodynamics of molecular crystals -- $g 8.2.3. $t Free and lattice energy of a crystal from atom-atom potentials -- $g 8.2.4. $t Polymorphism -- $g 8.2.5. $t The prediction of crystal structures
505 0 0 $g 8.3. $t Elements of classical stereochemistry -- $g 8.3.1. $t Structure: constitution, configuration, and conformation -- $g 8.3.2. $t Isomerism -- $g 8.3.3. $t Ring conformations -- $g 8.4. $t Molecular structure and chemical bond -- $g 8.4.1. $t Introduction -- $g 8.4.2. $t Quantum-mechanical methods -- $g 8.4.3. $t Qualitative bonding theories -- $g 8.4.4. $t The VSEPR theory -- $g 8.4.5. $t The VB theory -- $g 8.4.6. $t Molecular mechanics (MM) -- $g 8.4.7. $t Molecular mechanics, force fields, and molecular simulation (MS) -- $g 8.5. $t Molecular hermeneutics: the interpretation of molecular structures -- $g 8.5.1. $t Correlation methods in structural analysis -- $g 8.5.2. $t Some three-centre -- four-electron linear systems -- $g 8.5.3. $t Nucleophilic addition to organometallic compounds -- $g 8.5.4. $t Nucleophilic addition to the carbonyl group -- $g 8.5.5. $t Conformational rearrangements by structure-correlation methods -- $g 8.5.6. $t Evidence for resonance-assisted H-bond (RAHB) by structure-correlation methods -- $t References -- $g 9. $t Protein crystallography / $r Giuseppe Zanotti -- $g 9.1. $t Introduction
505 0 0 $g 9.2. $t Biological macromolecules -- $g 9.2.1. $t Globular proteins -- $g 9.2.2. $t Protein folding: general rules -- $g 9.2.3. $t Levels of organization of proteins: secondary structure -- $g 9.2.4. $t Representation of the polypeptide chain conformation -- $g 9.2.5. $t Higher levels of organization: tertiary and quaternary structure, domains and subunits -- $g 9.2.6. $t The influence of the medium -- $g 9.2.7. $t Groups other than amino acids -- $g 9.2.8. $t Protein classification -- $g 9.2.9. $t Nucleic acids -- $g 9.3. $t Protein crystals -- $g 9.3.1. $t Principles of protein crystallization -- $g 9.3.2. $t Crystallization methods -- $g 9.3.3. $t Testing the conditions: factorial approaches -- $g 9.3.4. $t Membrane proteins -- $g 9.3.5. $t The solvent content of protein crystals -- $g 9.3.6. $t Cryotechniques -- $g 9.3.7. $t Preparation of isomorphous heavy-atom derivatives -- $g 9.3.8. $t How isomorphous are isomorphous derivatives? -- $g 9.4. $t The solution of the phase problem -- $g 9.4.1. $t The isomorphous replacement method -- $g 9.4.2. $t The determination of heavy-atom positions -- $g 9.4.3. $t The single isomorphous replacement (SIR) method
505 0 0 $g 9.4.4. $t The classical solution of the problem of phase ambiguity: the MIR technique -- $g 9.4.5. $t Anomalous scattering: a complementary (or alternative) approach to the solution of the phase problem -- $g 9.4.6. $t The optimal choice of wavelength and the multiple anomalous dispersion (MAD) technique -- $g 9.4.7. $t The use of anomalous scattering in the identification of ionic species bound to a protein -- $g 9.4.8. $t The use of anomalous scattering in the determination of the absolute configuration of the macromolecule -- $g 9.4.9. $t The treatment of errors -- $g 9.4.10. $t The refinement of heavy-atom parameters -- $g 9.4.11. $t Maximum-likelihood and Bayesian estimates: an alternative approach in phase refinement -- $g 9.4.12. $t Picking up minor heavy-atom sites: the difference-Fourier synthesis -- $g 9.4.13. $t Density modification: how to solve the phase ambiguity and improve the electron-density map -- $g 9.4.14. $t Rotation and translation functions and the molecular replacement method -- $g 9.4.15. $t The first step in molecular replacement: the rotation function -- $g 9.4.16. $t The rotation matrix C and the choice of variables
505 0 0 $g 9.4.17. $t Translation functions -- $g 9.4.18. $t Self-rotation and self-translation functions: improving the electron-density maps -- $g 9.4.19. $t Practical hints in molecular replacement -- $g 9.4.20. $t Ab initio methods in macromolecular crystallography -- $g 9.5. $t The interpretation of the electron-density maps and the refinement of the model -- $g 9.5.1. $t The interpretation of the electron-density maps -- $g 9.5.2. $t Interactive computer graphics and model building -- $g 9.5.3. $t The refinement of the structure -- $g 9.5.4. $t Constrained versus restrained least squares -- $g 9.5.5. $t Restrained and constrained least squares -- $g 9.5.6. $t Crystallographic refinement by molecular dynamics -- $g 9.5.7. $t The strategy of the refinement of protein structures -- $g 9.5.8. $t R factor and Rfree: structure validation -- $g 9.5.9. $t Thermal parameters, disorder and TLS refinement -- $g 9.5.10. $t The organization of solvent -- $g 9.5.11. $t The influence of crystal packing -- $g 9.5.12. $t Dynamical studies: time-resolved crystallography -- $t Appendices -- $g 9.A. $t Some formulae for isomorphous replacement and anomalous dispersion
505 0 0 $g 9.B. $t Translation functions -- $g 9.C. $t Conventions and symbols for amino acids and peptides -- $g 9.D. $t Software programs available for macromolecular crystallography calculations -- $t References -- $g 10. $t Physical properties of crystals: phenomenology and modelling / $r Michele Catti -- $g 10.1. $t Introduction -- $g 10.2. $t Crystal anisotropy and tensors -- $g 10.2.1. $t Tensorial quantities -- $g 10.2.2. $t Symmetry of tensorial properties -- $g 10.3. $t Overview of physical properties -- $g 10.4. $t Electrical properties of crystals -- $g 10.4.1. $t Pyroelectricity and ferroelectricity -- $g 10.4.2. $t Dielectric impermeability and optical properties -- $g 10.5. $t Elastic properties of crystals -- $g 10.5.1. $t Crystal strain -- $g 10.5.2. $t Inner deformation -- $g 10.5.3. $t Stress tensor -- $g 10.5.4. $t Elasticity tensor -- $g 10.5.5. $t Examples and applications -- $g 10.6. $t Piezoelectricity -- $g 10.6.1. $t Symmetry properties of the piezoelectric tensor -- $g 10.7. $t Modelling of structural and elastic behaviour -- $g 10.7.1. $t Atomistic potential functions -- $g 10.7.2. $t Athermal equation of state
505 0 0 $g 10.7.3. $t Elastic constants -- $g 10.8. $t Crystal defects -- $g 10.9. $t Experimental methods -- $g 10.10. $t Planar defects -- $g 10.11. $t Line defects: dislocations -- $g 10.11.1. $t The Burgers circuit -- $g 10.11.2. $t X-ray topography of dislocations -- $g 10.11.3. $t Energy of a dislocation -- $g 10.11.4. $t Motion and interaction of dislocations -- $g 10.11.5. $t Partial dislocations -- $g 10.11.6. $t Small-angle grain boundaries -- $g 10.12. $t Point defects -- $g 10.13. $t Thermal distribution of defects -- $g 10.14. $t Diffusion -- $g 10.15. $t Ionic conductivity -- $t Appendices -- $g 10.A.1. $t Properties of second-rank tensors -- $g 10.A.2. $t Eigenvalues and eigenvectors -- $g 10.A.3. $t Representation surfaces and their properties -- $t References.
650 # 0 $a Crystallography. $3 518393
700 1 # $a Giacovazzo, Carmelo. $3 580720
830 0 $a International Union of Crystallography texts on crystallography ; $v 15. $3 1305874