图书简介
The book presents a unified and self-sufficient and reader-friendly introduction to the anisotropic elasticity theory necessary to model a wide range of point, line, planar and volume type crystal defects (e.g., vacancies, dislocations, interfaces, inhomogeneities and inclusions).
The necessary elasticity theory is first developed along with basic methods for obtaining solutions. This is followed by a detailed treatment of each defect type. Included are analyses of their elastic fields and energies, their interactions with imposed stresses and image stresses, and the interactions that occur between them, all employing the basic methods introduced earlier.
All results are derived in full with intermediate steps shown, and "it can be shown" is avoided. A particular effort is made to describe and compare different methods of solving important problems. Numerous exercises (with solutions) are provided to strengthen the reader’s understanding and extend the immediate text.
In the 2nd edition an additional chapter has been added which treats the important topic of the self-forces that are experienced by defects that are extended in more than one dimension. A considerable number of exercises have been added which expand the scope of the book and furnish further insights. Numerous sections of the book have been rewritten to provide additional clarity and scope.
The major aim of the book is to provide, in one place, a unique and complete introduction to the anisotropic theory of elasticity for defects written in a manner suitable for both students and professionals.
Key Features:
o It is the only text in its field that provides, in one place, a complete introduction to the anisotropic theory of elasticity theory for the full range of crystal defects, i.e., point, line, planar and volume-type defects
o It is written in a pedagogical and reader-friendly style suitable for both students and working professionals entering the field
o Numerous exercises (with solutions) are provided to strengthen the reader’s understanding and extend the immediate text
Basic Elements of Linear Elasticity; General Methods for Solving Crystal Defect Elasticity Problems; Green’s Functions and Fourier Transforms; Interactions Between Defects and Various Stresses; Elastic Fields and Strain Energies of Point Defects, Line Defects (Dislocations), Planar Defects (Interfaces) and Volume Defects (Inhomogeneities and Inclusions); Interactions of the Various Defects With Imposed Stresses, Image Stresses and Self-Stresses; Interactions Between the Various Defects;
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