## Dynamical Theories of Extended Crystal Defects (dislocations, Surfaces). |

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### Contents

INTRODUCTION | 2 |

GENERAL FORCE LAW | 28 |

MOTION IN A CRYSTAL AT FINITE TEMPERATURE | 41 |

8 other sections not shown

### Common terms and phrases

angular applied stress approximation assumed atom row beam Cabrera calculations CCGM chapter classical coefficients complex condition consider continuum contribution convergent corresponding crystal Debye-Waller factor dependence described diffracted peaks dimensional discussed dislocation motion dislocation velocity effects eigenvalue elastic scattering emission equipartition theorem evaluated Ewald expansion experimental exponential external stress Flytzanis force law formulas Fourier frictional stress gaussian given Green's function high velocity incident atom included inelastic integral equation interatomic introduced Ishioka Kambe lattice waves linear low energies matrix elements method momentum Morse potential moving dislocation muffin-tin normal obtain parameters partial waves particle phase velocity phonons Phys physical planar array poles quantum quantum mechanical result scat screw dislocation simple model simply single scatterer slip plane snapping bond solid solution sound velocity specular peak spherical harmonics strain summation surface symmetric T-matrix tering theory thermal averaging treatment wave vector Weertman zero