To accomplish material selection and to develop advanced materials, we must know methods to evaluate deformation and strength of materials quantitatively. The elasticity and the theory of dislocations are respectively academic frameworks to understand elastic and plastic deformation behaviors of crystalline materials.
The first half of this course teaches the elasticity and the theory of dislocations. In the second half of this course, explaining the plastic deformation of crystalline materials and the external force to cause the plastic deformation, we consider mechanical properties of practical materials under various conditions and methods to increase strength of materials. Exercise problems are assigned during both of the first and second halves of the course.
By completing this course, students will be able to:
1) Understand methods to evaluate deformation and strength of materials quantitatively, various modes of plastic deformation and fracture, characteristic values representing mechanical properties of materials and necessary conditions of desirable structural materials.
2) Understand the elasticity as fundamental techniques to evaluate deformation and strength of solid materials and the theory of dislocations to discuss mechanisms of plastic deformation of materials.
elasticity, theory of dislocations, crystal defects, mechanics of dislocations, mechanical properties, strengthening mechanisms, creep, high-temperature deformation, fracture, cyclic deformation, fatigue.
|✔ Specialist skills||Intercultural skills||Communication skills||Critical thinking skills||Practical and/or problem-solving skills|
Exercise problems are assigned during the course. To prepare for class, students should read the course schedule section and check what topics will be covered. Required learning should be completed outside of the classroom for preparation and review purposes.
|Course schedule||Required learning|
|Class 1||Fundamentals of the elasticity||The concept of stress and strain as tensors.|
|Class 2||Exercise problems to understand the theory of elasticity||Coordinate transformation of components of stresses, Hooke's law|
|Class 3||Crystal defects and slip deformation of crystal||Various crystal defects, plastic deformation of crystals|
|Class 4||Dislocations and the Burgers vector||Edge, screw and mix dislocations, definition of the Burgers vector|
|Class 5||Mechanics of dislocations||Stresses generated by dislocations, forces on dislocations|
|Class 6||Exercise problems to understand the slip deformation and the theory of dislocations||Geometry and mechanics of dislocations|
|Class 7||Ideal strength of perfect crystals and stress-strain relations of solids||Evaluation of ideal strength and understanding of stress-strain relations|
|Class 8||Plastic deformation of single crystals and work hardening||Motion of dislocations and plastic deformation of crystals|
|Class 9||Plastic deformation of polycrystals and effects of grain boundaries on strength||Relationship between motion of dislocations and grain boundaries|
|Class 10||Exercise problems to understand the plastic deformation of crystalline materials||Slip planes and directions, strains caused by slip deformation|
|Class 11||Strengthening mechanisms of materials||Solid-solution strengthening, precipitate strengthening, dispersion strengthening, work hardening, strengthening by grain refinement|
|Class 12||Creep and high-temperature deformation||Characteristics of plastic deformation at high temperatures|
|Class 13||Fracture and the classification of modes of fracture||Ductile fracture, brittle fracture, relationship between strength ductility|
|Class 14||Cyclic deformation and fatigue||Changes of microstructures caused by cyclic deformation, origin of fatigue|
|Class 15||Exercise problems to understand various mechanical properties of metallic materials||Various mechanical properties and methods to evaluate the properties|
M. Kato, S. Kumai and S. Onaka: Zairyo Kyoudo Gaku, Asakura
Students' knowledge on the elasticity, slip deformation and the theory of dislocations, various mechanical properties of metallic materials, and their ability to apply them to problems will be assessed. Exams 80%, exercise problems 20%.