Freiberger Forschungshefte. B. Werkstoffwissenschaft; B345 (Freiberg, 2010). - ОГЛАВЛЕНИЕ / CONTENTS
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ОбложкаMasimov M. Substructure analysis of distorted crystals using a combination of X-ray and electron diffraction. - Freiberg: Technische Universität Bergakademie Freiberg, 2010. - 156 p.: ill. - (Freiberger Forschungshefte. B. Werkstoffwissenschaft; B345). - Ref.: p.150-155. - ISBN 978-3-86012-390-4
 

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Оглавление / Contents
 
1  Introduction ................................................. 5

2  Principles of X-ray diffraction .............................. 8
   2.1  Dynamical opposed to kinematical theory ................. 8
   2.2  Kinematical theory of X-ray diffraction ................ 12
   2.3  Dynamical diffraction by ideal crystals ................ 16
   2.4  Dynamical diffraction by distorted crystals ............ 20
   2.5  X-ray extinction phenomena ............................. 23
        2.5.1  Mosaic crystal model for crystals with
               dislocations .................................... 34
        2.5.2  Significant considerations of primary X-ray
               extinction in  crystals with randomly
               distributed dislocations ........................ 36
   2.6  Principles of statistical dynamical diffraction
        theory ................................................. 42
        2.6.1  Statistical description of random displacement
               fields .......................................... 44
        2.6.2  Statistical description of intensity ............ 46

3  Materials and experimental procedures ....................... 54
   3.1  Materials under study .................................. 54
   3.2  X-ray diffraction technique ............................ 55
   3.3  Principles of the electron back-scatter diffraction
        technique .............................................. 58

4  Analysis of homogeneously distributed dislocations in
   crystals via primary X-ray extinction models ................ 61
   4.1  Verification of the IKS procedure ...................... 61
        4.1.1  A stochastic solution of dislocation-induced
               displacement field by means of shot-noise
               random simulations .............................. 62
   4.2  Application of the IKS procedure to metallic crystals
        with dislocations ...................................... 67
   4.3  Improvement of the procedures based on a
        renormalisation of static Debye-Waller factor .......... 74
        4.3.1  Verification of the Olekhnovich consideration ... 74
        4.3.2  Improvement of the Molodkin procedure ........... 75
   4.4  Conclusions ............................................ 78

5  Analysis of mhomogeneously distributed dislocations in
   crystals via secondary X-ray extinction models .............. 79
   5.1  X-ray extinction changes due to dislocation
        arrangements ........................................... 79
   5.2  X-ray extinction changes due to mixed dislocation
        structure .............................................. 89
   5.3  Conclusions ............................................ 92

6  Outline of statistical treatment of X-ray dynamical
   diffraction in crystals with dislocations ................... 93
   6.1  Modification of integrated intensity for thick
        crystals ............................................... 93
   6.2  Correlation length for homogeneously distributed
        dislocations ........................................... 94
   6.3  Correlation length for inhomogeneously distributed
        dislocations ........................................... 97
        6.3.1  Correlation length for misorientations .......... 97
        6.3.2  Verification of the block model ................. 99
        6.3.3  Correlation length for mixed structure ......... 100
   6.4  Conclusions ........................................... 101

7  Examination of statistical treatment of X-ray dynamical
   diffraction in crystals with homogeneously distributed
   dislocations ............................................... 102
   7.1  Use of statistical treatment for analysis of mixed
        structures consisting of blocks and homogeneously
        distributed dislocations .............................. 109
   7.2  Conclusions ........................................... 112

8  Implementation of statistical treatment of X-ray
   diffraction to crystals with inhomogeneously distributed
   dislocations ............................................... 113
   8.1  Relation of integrated intensity to misorientations ... 113
   8.2  Examination of statistical treatment in crystals
        with inhomogeneously distributed dislocations ......... 113
   8.3  Conclusions ........................................... 120

9  Analysis of lattice distortions caused by large
   deformations using a combination of X-ray and electron
   diffraction ................................................ 121
   9.1  Analysis of lattice distortions in Ni single
        crystals .............................................. 124
        9.1.1  Strain characterisation in Ni single
               crystals ....................................... 124
        9.1.2  Analysis of lattice misorientations in
               distorted Ni single crystals ................... 128
        9.1.3  Strain-induced chord-length evolution in Ni
               single crystals ................................ 134
   9.2  Analysis of lattice distortion in Al polycrystals ..... 135
        9.2.1  Strain development in compression .............. 135
        9.2.2  Lattice misorientation evolution in Al
               polycrystals in compression .................... 138
        9.2.3  Chord lengths of the meso-scale substructure
               in Al polycrystals ............................. 141
   9.3  Conclusions ........................................... 142

10 Summary and Conclusions .................................... 144
   References ................................................. 150

Acknowledgments ............................................... 156


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