Syllabus for ESM522 - Imperfections in Crystalline Materials
ESM522 is designed for advanced students who want to obtain a deeper quantitative understanding of the importance of crystalline defects (point, line and planar) on the thermal, physical and mechanical properties of metals, insulators and semiconductors. Students should have a background in the basic principles of thermodynamics of materials, and should have some knowledge of the theory of elasticity and crystallography. The text for the course will be "Theory of Dislocations" by J. P. Hirth and J. Lothe-2nd Ed. (Krieger Publishing). The section of the course on point defects will be taken from "Thermodynamics of Materials" by J. Swalin
1. Survey of Types of Crystalline Defects
Importance of Defects to Material Behavior
2. Theory of Point Defects
Description of Point Defects
- vacancies
- interstitials
- Frenkel disorder
- Schottky disorder
Thermodynamics of Point Defects
- enthalpy of defect formation
- configurational and vibrational entropy of defect formation
Experimental Measurements of Point Defect Concentrations
- X-rays
- positron annhilation
Effects on Physical and Mechanical Properties
- electrical
- strain hardening
Thermodynamics of Defect Complexes
Defects in Elemental Semiconductors
Defects in Stoichiometric Compounds
Applications
- Electronic Materials
- Theory of Oxidation
3. Line Defects
Introduction to Dislocation Theory
Geometry of Dislocations-Burgers Vectors
Elastic Stress Fields of Straight Dislocations
Theory of Curved Dislocations
Forces on Dislocations-Peach-Koehler
Interaction Energy of Dislocation Loops: the Blin Formula
Self Energies of Dislocation Loops
Image Forces
Kinks and Jogs
Peierls Force and Core Energy
Theory of Partial Dislocations, Stacking Faults and the Thompson Tetrahedron
Applications of Dislocation Theory
- Creep
- Plastic Flow
- Fracture
- Fatigue
4. Grain Boundaries
Types and Importance of Grain Boundaries to Materials
Dislocation Models of Grain Boundaries
Geometry of Grain Boundaries
Calculation of Grain Boundary Energy
Stresses Near Grain Boundaries
Special Low Energy Boundaries
Applications
- Hall-Petch Formula
- Grain Boundary Engineering
JQ 07/27/00.