PLASTIC DEFORMATION & DISLOCATIONS

Slides:



Advertisements
Similar presentations
DISLOCATIONS Edge dislocation Screw dislocation.
Advertisements

Dislocation: dynamics, interactions and plasticity Slip systems in bcc/fcc/hcp metals Dislocation dynamics: cross-slip, climb Interaction of dislocations.
Forces B/w Dislocations Consider two parallel (//) edge dislocations lying in the same slip plane. The two dislocations can be of same sign or different.
Interactive map.
Physical Metallurgy 17 th Lecture MS&E 410 D.Ast DRAFT UNFINISHED !!!
Single Crystal Slip Adapted from Fig. 7.9, Callister 7e.
PLASTICITY.
Dislocations & Strengthening (1)
CHE 333 Class 14 Plastic Deformation of Metals and Recrystallization.
Point Defects Figure 10-4 illustrates four types of point defects.
Knives and Steel. Question: If you take a steel paper clip and bend it repeatedly, will it become stiffer or less stiff with each new bend (at least initially)?
ASE324: Aerospace Materials Laboratory Instructor: Rui Huang Dept of Aerospace Engineering and Engineering Mechanics The University of Texas at Austin.
Deformation Micromechanics DUCTILE DEFORMATION AND BRITTLE-DUCTILE TRANSITION.
Deformation and Strengthening Mechanisms
Dislocations and Strengthening
Crystallographic Aspects of Dislocations
Dislocations zBasic concepts yedge dislocation yscrew dislocation zCharacteristics of Dislocations ylattice strains zSlip Systems yslip in single crystals.
Vectors: planes. The plane Normal equation of the plane.
CHE 333 Class 12 Defects in Crystals.. Perfect Structure Perfect Structure for FCC, BCC and HCP crystals – all atom sites filled with an atom. Reality.
DISLOCATION MOVEMENT.
Discussion Notes Farzana Ansari Feb 14 & 16, 2012.
Stress Fields and Energies of Dislocation. Stress Field Around Dislocations Dislocations are defects; hence, they introduce stresses and strains in the.
Lecture 3.0 Structural Defects Mechanical Properties of Solids.
Manufacturing, Engineering & Technology, Fifth Edition, by Serope Kalpakjian and Steven R. Schmid. ISBN © 2006 Pearson Education, Inc.,
J. L. Bassani and V. Racherla Mechanical Engineering and Applied Mechanics V. Vitek and R. Groger Materials Science and Engineering University of Pennsylvania.
1 Strength and Ductility. 2 Determining Tensile Strength from the stress-strain curve is easy. Just locate the highest point on the curve. TS = 82 ksi.
1.3 Lines and Planes. To determine a line L, we need a point P(x 1,y 1,z 1 ) on L and a direction vector for the line L. The parametric equations of a.
Fracture Mechanic Dr.Behzad Heidar shenas. Course Outline -An overview on the materials characteristics: 1.Types of crystal structures 2. Defects 3.Stress-Strain.
5/6/2002, Monday Summary: What we learned from this course?
Get your paper clip for experiment on the way into class!!
STRUCTURAL IMPERFECTIONS (DEFECTS) IN CRYSTALLINE SOLIDS
Lecture 22: The mechanism of plastic deformation, part 2
Dislocation And Strengthening Mechanisms Plastic deformation through dislocation: Slip Ideal shear stress d a   ~ G d/a ~ 10 6 psi (calc.) ~ 10~10 3.
Plastic Deformation Permanent, unrecovered mechanical deformation  = F/A stress Deformation by dislocation motion, “glide” or “slip” Dislocations –Edge,
Deformation and Strengthening Mechanisms of Materials
Lecture 20: The mechanism of plastic deformation PHYS 430/603 material Laszlo Takacs UMBC Department of Physics.
PLASTIC DEFORMATION Dislocations and their role in plastic deformation.
Interactions of Quasiparticles
Lectures 7 and 8 Dislocations: Foundations of Plastic Deformation ME 330 Engineering Materials Please read Chapters 4 and 7 Dislocation definitions Dislocation.
Imperfections in Solids
3D Lines and Planes.
부산대학교 재료공학부 계면공학 연구실 [Mechanical Properties]  Mechanical Properties: mechanical properties of a material are those properties that involve a reaction.
부산대학교 재료공학부 계면공학 연구실 [Mechanical Properties]  Mechanical Properties: mechanical properties of a material are those properties that involve a reaction.
Materials Science Chapter 4 Disorder in solid Phases.
Nanomechanics Simulation Tool- Dislocations Make or Break Materials Michael Sakano, Mitchell Wood, David Johnson, Alejandro Strachan Department of Biomedical.
Plastic deformation Extension of solid under stress becomes
Technology for a better society 1 Imaging Dislocations.
Extended Work on 3D Lines and Planes. Intersection of a Line and a Plane Find the point of intersection between the line and the plane Answer: (2, -3,
Chapter 26 IMAGING STRAIN FIELDS
Sal College of Engineering
LESSON 90 – DISTANCES IN 3 SPACE
Planes in Space.
Play movie  LINE DEFECTS Dislocations: • are line defects,
Dislocations and Strengthening
Engineering materials lecture #12
Plastic Deformation Permanent, unrecovered mechanical deformation
Lecture 9/2: Dislocations
Lecture 8: Dislocations
Structure and manufacturing Properties of Metals
Ductility and strengthening in crystalline solids
Dislocations Dislocations Dislocations
Find a vector equation for the line through the points {image} and {image} {image}
Find a vector equation for the line through the points {image} and {image} {image}
By the end of Week 3: You would learn how to solve many problems involving lines/planes and manipulate with different coordinate systems. These are.
13.7 day 2 Tangent Planes and Normal Lines
Plastic Deformation of Metals and Recrystallization
Instructor: Yuntian Zhu
Plastic Deformation of Metals and Recrystallization
CRYSTAL IMPERFECTIONS
Presentation transcript:

PLASTIC DEFORMATION & DISLOCATIONS

Change in shape of single crystals (grains)

Note intersecting planes SLIP PLANES In fcc copper Note intersecting planes More than one set of (111) planes is active due to action of CRSS equation and angles on inclination to the applied stress

DISLOCATIONS EDGE DISLOCATION Extra line of atoms is present in part of the crystal Dislocation line is normal to Burgers vector Generates a compression – tension couple (i.e. stress) Tension below the dislocation Compression above the dislocation line Dislocation interacts with applied stress and moves Generates plastic deformation

Movement of an Edge Dislocation

Common in crystal growth SCREW DISLOCATION Common in crystal growth Dislocation line parallel to Burgers vector

Screw dislocation from above Open circles are atoms above dislocation line Black circles are atoms below dislocation line