Ichimiya A. Reflection high-energy electron diffraction (Cambridge; New York, 2004). - ОГЛАВЛЕНИЕ / CONTENTS
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ОбложкаIchimiya A. Reflection high-energy electron diffraction / Ichimiya A., Cohen P.I. - Cambridge; New York: Cambridge University Press, 2004. - 353 p. - ISBN 0-521-45373-9
 

Оглавление / Contents
 
Preface ........................................................ xi

1.  Introduction ................................................ 1

2.  Historical survey ........................................... 3
    2.1.  Early experiments ..................................... 3
    2.2.  Molecular beam epitaxy ................................ 4
    2.3.  Surface studies ....................................... 7
    2.4.  Theories of surface-structure determination .......... 10

3.  Instrumentation ............................................ 12
    3.1.  Introduction ......................................... 12
    3.2.  Design of apparatus .................................. 13
    3.3.  Electron gun design .................................. 16
    3.4.  Energy filtering ..................................... 17

4.  Wave properties of electrons ............................... 19
    4.1. Introduction .......................................... 19
    4.2. Wavelength and wave vector ............................ 19
    4.3. Tangential continuity of the wave vector:
         refraction ............................................ 20
    4.4. Plane-wave boundary conditions ........................ 23
    4.5. Absorption of the electron beam ....................... 25

5.  The diffraction conditions ................................. 28
    5.1.  Crystal lattices ..................................... 28
    5.2.  Key idea of the diffraction .......................... 29
    5.3.  Miller indices and reciprocal lattices ............... 31
    5.4.  Surface lattices ..................................... 33
    5.5.  The Ewald construction ............................... 37
    5.6.  The zeroth Laue zone: diffraction from rows .......... 40
    5.7.  Lattice with a basis ................................. 41

6.  Geometrical features of the pattern ........................ 43
    6.1. Finite two-dimensional sheet: RHEED streaks ........... 43
    6.2. Incoherent scattering ................................. 45
    6.3. Lattice parameter ..................................... 46
    6.4. Vicinal surfaces ...................................... 49
    6.5. Preferred island size ................................. 58

7.  Kikuchi and resonance patterns ............................. 62
    7.1.  Kikuchi lines ........................................ 62
    7.2.  Surface-wave resonances (Kikuchi envelopes) .......... 66

8.  Real diffraction patterns .................................. 77
    8.1. Perfect low-index surfaces ............................ 77
    8.2. Streak patterns ....................................... 84
    8.3. Ordered islands ....................................... 88
    8.4. Transmission patterns ................................. 89
    8.5. Rotationally disordered surfaces ...................... 97
    8.6. Pseudo-one-dimensional crystals ...................... 103
    8.7. The role of the instrument ........................... 107

9.  Electron scattering by atoms .............................. 113
    9.1.  Introduction ........................................ 113
    9.2.  Elastic scattering: adiabatic approximation ......... 113
    9.3.  Elastic scattering: Born approximation .............. 114
    9.4.  Inelastic scattering by atoms ....................... 122

10. Kinematic electron diffraction ............................ 130
    10.1. Introduction ........................................ 130
    10.2. Born approximation .................................. 131
    10.3. The effect of temperature ........................... 148
    10.4. Kinematic predictions ............................... 150
    10.5. Crystal structure factor of a three-dimensional
          periodic lattice .................................... 151

11. Fourier components of the crystal potential ............... 154
    11.1. Introduction ........................................ 154
    11.2. Doyle-Turner parametrization ........................ 154
    11.3. Effect of thermal vibrations ........................ 156
    11.4. Scattering factors for ionic materials .............. 159

12. Dynamical theory - transfer matrix method ................. 161
    12.1. Plan of Chapters 12-14 .............................. 161
    12.2. Introduction ........................................ 161
    12.3. General theory ...................................... 162
    12.4. The transfer matrix ................................. 163
    12.5. The transfer matrix for a single slice .............. 165
    12.6. Multi-slice method .................................. 168
    12.7. The recursion ....................................... 169
    12.8. Effect of absorption ................................ 170
    12.9. Relativistic correction ............................. 172

13. Dynamical theory - embedded R-matrix method ............... 173
    13.1. Introduction ........................................ 173
    13.2. Fourier expansion ................................... 174
    13.3. The wave functions .................................. 174
    13.4. Multislice method ................................... 175
    13.5. The recursion ....................................... 177
    13.6. The RHEED intensity ................................. 178
    13.7. Inelastic damping ................................... 179
    13.8. Examples ............................................ 180

14. Dynamical theory - integral method ........................ 192

15. Structural analysis of crystal surfaces ................... 195
    15.1. Introduction ........................................ 195
    15.2. One-beam condition .................................. 196
    15.3. Examples of structural analysis ..................... 201

16. Inelastic scattering in a crystal ......................... 211
    16.1. Introduction ........................................ 211
    16.2. One-electron excitation: Yoshioka's theory .......... 211
    16.3. Evaluation of the imaginary potential ............... 215
    16.4. Plasmon scattering .................................. 218
    16.5. Thermal diffuse scattering .......................... 221
    16.6. Absorption coefficients ............................. 223
    16.7. Analytical form of the imaginary potential .......... 224
    16.8. Summary ............................................. 230

17. Weakly disordered surfaces ................................ 234
    17.1. Introduction ........................................ 234
    17.2. The main result ..................................... 238
    17.3. A surface with only two layers ...................... 240
    17.4. Markovian distribution of steps ..................... 244
    17.5. General Markov results .............................. 248
    17.6. Vicinal surfaces .................................... 248
    17.7. Antiphase disorder .................................. 253
    17.8. Column approximation ................................ 257

18. Strongly disordered surfaces .............................. 260
    18.1. Introduction ........................................ 260
    18.2. Height-difference correlation function .............. 260
    18.3. The diffraction profile ............................. 262
    18.4. Gaussian disorder ................................... 266

19. RHEED intensity oscillations .............................. 270
    19.1. Experimental observations ........................... 270
    19.2. Kinematic theory .................................... 284
    19.3. Phenomenological step-density models ................ 290
    19.4. Step density with shadowing ......................... 293
    19.5. Rate-equation models of epitaxy ..................... 297
    19.6. Phase shift and frequency doubling .................. 301
    19.7. Sinusoidal oscillations ............................. 305
    19.8. Comparisons with scanning probe measurements ........ 308
    19.9. Complex oxides ...................................... 309
    19.10.Conclusion .......................................... 312

Appendix A. Fourier representations ........................... 314
Appendix В. Green's functions ................................. 318
Appendix С. Kirchhoff's diffraction theory .................... 320
Appendix D. A simple eigenvalue problem ....................... 323
Appendix E. Waller and Hartree equation ....................... 326
Appendix F. Optimization of dynamical calculation ............. 328
Appendix G. Scattering factor ................................. 333

References .................................................... 335
Index ......................................................... 350


 
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