UID:
almahu_9947367899502882
Format:
1 online resource (499 p.)
Edition:
3rd rev. ed.
ISBN:
1-281-05743-6
,
9786611057435
,
0-08-053039-7
Series Statement:
North-Holland personal library
Content:
The first edition of this highly successful book appeared in 1975 and evolved from lecture notes for classes in physical optics, diffraction physics and electron microscopy given to advanced undergraduate and graduate students. The book deals with electron diffraction and diffraction from disordered or imperfect crystals and employed an approach using the Fourier transform from the beginning instead of as an extension of a Fourier series treatment. This third revised edition is a considerably rewritten and updated version which now includes all important developments which have taken place i
Note:
Description based upon print version of record.
,
Front Cover; Diffraction Physics; Copyright Page; Preface to the first edition; Preface to the second edition; Preface to the third edition; Contents; SECTION I: PHYSICAL OPTICS; Chapter 1. Fresnel and Fraunhofer diffraction; 1.1. Introduction; 1.2. Wave equations and waves; 1.3. Superposition and coherence; 1.4. Huygen' s principle; 1.5. Scattering theory approach; 1.6. Reciprocity; 1.7. Fresnel diffraction; 1.8. Fraunhofer diffraction; Problems; Chapter 2. Fourier transform and convolutions; 2.1. Preliminaries; 2.2. Fourier transforms: general
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2.3. Fourier transforms and diffraction: examplesProblems; Chapter 3. Imaging and diffraction; 3.1. Wave theory of imaging; 3.2. Abbe theory; 3.3. Small angle approximation; 3.4. Phase contrast; 3.5. Holography; 3.6. Multi-component systems; 3.7. Partial coherence; Problems; SECTION II: KINEMATICAL DIFFRACTION; Chapter 4. Radiations and their scattering by matter; 4.1. X-rays; 4.2. Electrons; 4.3. Neutrons; Problems; Chapter 5. Scattering from assemblies of atoms; 5.1. The kinematical approximation; 5.2. Real and reciprocal space; 5.3. The generalized Patterson function
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5.4. Examples of correlation functions5.5. Correlation in space and time; 5.6. Diffraction geometry and intensities; 5.7. Practical considerations; 5.8. Sections and projections; Problems; Chapter 6. Diffraction from crystals; 6.1. Ideal crystals; 6.2. Diffraction geometry; 6.3. Crystal structure analysis; 6.4. Structure analysis methods; 6.5. Neutron diffraction structure analysis; 6.6. Electron diffraction structure analysis; Problems; Chapter 7. Diffraction from imperfect crystals; 7.1. Formulation of the diffraction problem; 7.2. Patterson function approach
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7.3. Deviations from an average lattice7.4. Imperfect crystals with no average lattice; Problems; SECTION III: DYNAMICAL SCATTERING; Chapter 8. Diffraction by perfect crystals; 8.1. Multiple coherent scattering; 8.2. Theoretical approaches; 8.3. Bethe theory; 8.4. Two-beam approximation; 8.5. The Laue (transmission) case; 8.6. Bethe potentials; 8.7. The Bragg case; Chapter 9. Dynamical diffraction effects; 9.1. Thickness fringes, rocking curves-electron diffraction; 9.2. Dynamical effects of X-ray and neutron diffraction; 9.3. Borrmann effect; Problems; Chapter 10. Extension to many beams
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10.1. Dynamical n-beam diffraction10.2. Extension of Bethe theory - transmission; 10.3. The Darwin-type approach; 10.4. Special cases - beam reduction; 10.5. Computing methods; 10.6. Column approximation; Problems; Chapter 11. Multi-slice approaches; 11.1. Propagation of electrons in crystals; 11.2. Multiple-scattering series; 11.3. General double-summation solution; 11.4. Computing methods; 11.5. Intensities from non-periodic objects; 11.6. Real-space formulations; Problem; SECTION IV: APPLICATIONS TO SELECTED TOPICS; Chapter 12. Diffuse scattering and absorption effects
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12.1. Thermal diffuse scattering
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English
Additional Edition:
ISBN 0-444-82218-6
Language:
English
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