Diffuse X-ray scattering is a rich and virtually untapped source of local structural information over and above that obtained by conventional crystallography; the book aims to show how computer simulation of a model crystal provides a general method by which diffuse scattering from all types of materials can be interpreted and analysed.
Diffuse X-ray scattering is a rich and virtually untapped source of local structural information over and above that obtained by conventional crystallography; the book aims to show how computer simulation of a model crystal provides a general method by which diffuse scattering from all types of materials can be interpreted and analysed.Hinweis: Dieser Artikel kann nur an eine deutsche Lieferadresse ausgeliefert werden.
Following his PhD degree (1968-1970) in Kathleen Lonsdale's Chemical Crystallography Laboratory at University College, London and a Postdoctoral Fellowship at University College Cardiff, T. R. Welberry was appointed to the Research School of Chemistry at ANU in 1975 and subsequently became full Professor and is now an Emeritus Professor. He was Co-editor of two IUCr Journals over a period of 15 years and is now Editor of International Tables for Crystallography Vol. C.
Inhaltsangabe
I EXPERIMENT 1: Measurement of diffuse scattering II DISORDER MODELS 2: Disorder in one dimension 3: Particular disorder models 4: Displacements in one dimension 5: Disorder in higher dimensions 6: Displacements in two or three dimensions 7: Interactions between occupancies and displacements III EXAMPLES OF REAL DISORDERED SYSTEMS I 8: 1,3-dibromo-2,5-diethyl-4,6-dimethylbenzene (Bemb2) 9: p-chloro-N-(p-methyl-benzylidene)aniline (MeCl) 10: Urea inclusion compounds 11: Mullite 12: Wüstite 13: Cubic stabilised zirconias 14: Automatic refinement of 1 a Monte Carlo model 15: Further applications of the automatic Monte Carlo 16 method 16: Disorder involving multi-site interactions 17: Strain effects in disordered 1 crystals 18: Miscellaneous examples IV EXAMPLES OF REAL DISORDERED SYSTEMS II 19: Pentachloronitrobenzene, C6Cl5NO2 20: Polymorphs of Benzocaine, C9H11O2N 21: A new refinement strategy 22: Polymorphism in Aspirin 23: Lead perovskite relaxors, PZN and PMN 24: Pair Distribution Functions (PDF, 3D-PDF and 3D-¿PDF)
I EXPERIMENT 1: Measurement of diffuse scattering II DISORDER MODELS 2: Disorder in one dimension 3: Particular disorder models 4: Displacements in one dimension 5: Disorder in higher dimensions 6: Displacements in two or three dimensions 7: Interactions between occupancies and displacements III EXAMPLES OF REAL DISORDERED SYSTEMS I 8: 1,3-dibromo-2,5-diethyl-4,6-dimethylbenzene (Bemb2) 9: p-chloro-N-(p-methyl-benzylidene)aniline (MeCl) 10: Urea inclusion compounds 11: Mullite 12: Wüstite 13: Cubic stabilised zirconias 14: Automatic refinement of 1 a Monte Carlo model 15: Further applications of the automatic Monte Carlo 16 method 16: Disorder involving multi-site interactions 17: Strain effects in disordered 1 crystals 18: Miscellaneous examples IV EXAMPLES OF REAL DISORDERED SYSTEMS II 19: Pentachloronitrobenzene, C6Cl5NO2 20: Polymorphs of Benzocaine, C9H11O2N 21: A new refinement strategy 22: Polymorphism in Aspirin 23: Lead perovskite relaxors, PZN and PMN 24: Pair Distribution Functions (PDF, 3D-PDF and 3D-¿PDF)
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