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EEAC001
Materials Science and Engineering
Chapter 1: Introduction
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Research in Computational Materials Group:
Simulation of impact resistance of carbon nanotube materials
Temperature distribution in a simulation of heat transfer in a carbon nanotube material
Generation of crystal defects and melting in a metal target irradiated by a short laser pulse
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From atoms to microstructure: Interatomic bonding, structure of crystals, crystal defects, non-crystalline materials.
Mass transfer and atomic mixing: Diffusion, kinetics of phase transformations.
Mechanical properties, elastic and plastic deformation, dislocations and strengthening mechanisms, materials failure.
Phase diagrams: Maps of equilibrium phases.
Polymer structures, properties and applications of polymers.
Electrical, thermal, magnetic, and optical properties of materials.
Topics:
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• Historical PerspectiveStone → Bronze → Iron → Advanced materials
• What is Materials Science and Engineering ?Processing → Structure → Properties → Performance
• Classification of MaterialsMetals, Ceramics, Polymers, Semiconductors
• Advanced MaterialsElectronic materials, superconductors, etc.
• Modern Material's Needs, Material of FutureBiodegradable materials, Nanomaterials, “Smart” materials
Chapter 1: Introduction
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• Beginning of the Material Science - People began to make tools from stone – Start of the Stone Age about two million years ago. Natural materials: stone, wood, clay, skins, etc.
• The Stone Age ended about 5000 years ago with introduction of Bronze in the Far East. Bronze is an alloy (a metal made up of more than one element), copper + < 25% of tin + other elements.Bronze: can be hammered or cast into a variety of shapes, can be made harder by alloying, corrode only slowly after a surface oxide film forms.
• The Iron Age began about 3000 years ago and continues today. Use of iron and steel, a stronger and cheaper material changed drastically daily life of a common person.
• Age of Advanced materials: throughout the Iron Age many new types of materials have been introduced (ceramic, semiconductors, polymers, composites…). Understanding of the relationship among structure, properties, processing, and performance of materials.Intelligent design of new materials.
Historical Perspective
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A better understanding of structure-composition-properties relations has lead to a remarkable progress in properties of materials. Example is the dramatic progress in the strength to density ratio of materials, that resulted in a wide variety of new products, from dental materials to tennis racquets.
Figure from: M. A. White, Properties of Materials (Oxford University Press, 1999)
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Material science is the investigation of the relationship among processing, structure, properties, and performance of materials.
What is Materials Science and Engineering ?
Processing
PropertiesStructureObservational
MaterialsOptimization Loop
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• Subatomic level (Chapter 2)Electronic structure of individual atoms that defines interaction among atoms (interatomic bonding).
• Atomic level (Chapters 2 & 3)Arrangement of atoms in materials (for the same atoms can have different properties, e.g. two forms of carbon: graphite and diamond)
• Microscopic structure (Ch. 4)Arrangement of small grains of material that can be identified by microscopy.
• Macroscopic structureStructural elements that may be viewed with the naked eye.
Structure
Monarch butterfly~ 0.1 m
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Length-scales
Angstrom = 1Å = 1/10,000,000,000 meter = 10-10 m
Nanometer = 10 nm = 1/1,000,000,000 meter = 10-9 m
Micrometer = 1µm = 1/1,000,000 meter = 10-6 m
Millimeter = 1mm = 1/1,000 meter = 10-3 m
Interatomic distance ~ a few ÅA human hair is ~ 50 µmElongated bumps that make up the data track on a CD are ~ 0.5 µm wide, minimum 0.83 µm long, and 125 nm high
MSE 2090: Introduction to Materials Science Chapter 1, Introduction 10
Prog
ress
in a
tom
ic-le
vel u
nder
stan
ding
DNA~2 nm wide
Things Natural Things ManmadeThe Scale of Things (DOE)
10 nm
Cell membrane
ATP synthaseSchematic, central core
Cat~ 0.3 m
Dust mite300 μm
Monarch butterfly~ 0.1 m
MEMS (MicroElectroMechanical Systems) Devices10 -100 μm wide
Red blood cellsPollen grain
Fly ash~ 10-20 μm
Bee~ 15 mm
Atoms of siliconspacing ~tenths of nm
Head of a pin1-2 mm
Magnetic domains garnet film
11 μm wide stripes
Quantum corral of 48 iron atoms on copper surfacepositioned one at a time with an STM tip
Corral diameter 14 nm
Prog
ress
in m
inia
turiz
atio
n
Indium arsenidequantum dot
Quantum dot array --germanium dots on silicon
Microelectronics
Objects fashioned frommetals, ceramics, glasses, polymers ...
Human hair~ 50 μm wide
Biomotor using ATP
The
Mic
row
orld
0.1 nm
1 nanometer (nm)
0.01 μm10 nm
0.1 μm100 nm
1 micrometer (μm)
0.01 mm10 μm
0.1 mm100 μm
1 millimeter (mm)
0.01 m1 cm10 mm
0.1 m100 mm
1 meter (m)100 m
10-1 m
10-2 m
10-3 m
10-4 m
10-5 m
10-6 m
10-7 m
10-8 m
10-9 m
10-10 m
Visib
lesp
ectru
m
The
Nan
owor
ld
Self-assembled “mushroom”
The 2
1st c
entu
ry ch
allen
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Fash
ion
mat
erial
s at t
he n
anos
cale
with
des
ired
prop
ertie
s and
func
tiona
lity
Red blood cellswith white cell
~ 2-5 μm
meter m 100 1 mcentimeter cm 10-2 0.01 mmillimeter mm 10-3 0.001 mmicrometer μm 10-6 0.000001 mnanometer nm 10-9 0.000000001 m
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Length and Time Scales in Materials Modelingby Greg Odegard, NASA
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Length and Time Scales in Materials Modeling
Mes
osco
pic
10-9
10-8
10-7
Leng
th S
cale
, met
ers
0.
1
103
106
109
Leng
th S
cale
, num
ber o
f ato
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1
Mic
rosc
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Mo Li, JHU, Atomistic model of a nanocrystalline
Dislocation Dynamics Nature, 12 February, 1998
Farid Abraham, IBMMD of crack propagation
Nan
osco
pic
Leonid Zhigilei, UVAPhase transformation on
diamond surfaces
Elizabeth Holm, Sandia
Intergranular fracture
Monte Carlo Potts model
P ti d d i t t
Structure, Processing, & Propertiesex: hardness vs microstructure of steelProperties depend on microstructure
ex: microstructure vs cooling rate of steelProcessing changes microstructure(d)
N)
00
600
(d)1040 steel
0.4 wt. % C steelBAINITE
ss (B
HN
300
400
50030m
(c)
4m
(b)(a)
PEARLITE
MARTENSITE
SPHEROIDITE
Har
dnes
100
200
300 4m
30m30m
MARTENSITE
H
Cooling Rate (ºC/s)
1000.01 0.1 1 10 100 1000
Chapter 1 -
Data obtained from Figs. 10.30(a) and 10.32 with 0.4 wt% C composition, and from Fig. 11.14 and associated discussion, Callister 7e. Micrographs adapted from (a) Fig. 10.19; (b) Fig. 9.30;(c) Fig. 10.33; and (d) Fig. 10.21, Callister 7e.
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Read this chapter for a general orientation to the MSE field.
An important unifying concept in materials science and engineering is that there is a direct relationship between a material’s processing,
i t t ti d fmicrostructure, properties and performance
Chapter 1 - 14
Materials have historically definedMaterials have historically defined the level of societal development and development of materials with new capabilities have allowed pmajor technological advances– Stone Age– Bronze Ageg– Iron Age
Now? Silicon AgeSilicon AgeComposites Age Biomaterials Age
Requirements•mechanical strength•good lubricitybi tibilit
Chapter 1 -
•biocompatibility
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Hip Implant
Key problems to overcome– fixation agent to hold acetabular cup Ball– cup liner material
generation of wear particles could cause bone cell death
– femoral stem fixing agent (“glue”), hydroxyapatite Acetabular
Cup and Liner
Femoral IN THIS EXAMPLE METALS, CERAMICS AND POLYMERS ARE USED IN COMBINATION
StemARE USED IN COMBINATION TO ACHIEVE FUNCTIONALITY REQUIRING A WIDE RANGE OF PROPERTIES
Chapter 1 - 16
COMPARISONS OF CLASSES OF MATERIALSELASTIC MODULUS (GPa)ELASTIC MODULUS (GPa)
IT IS CRITICAL TO HAVE A GENERAL FEELING FOR THE BASIC BEHAVIORS OF THEBEHAVIORS OF THE DIFFERENT CLASSES OF MATERIALS
Chapter 1 - 17
COMPARISONS OF CLASSES OF MATERIALSTENSILE STRENGTH (MPa)TENSILE STRENGTH (MPa)
Chapter 1 - 18
COMPARISONS OF CLASSES OF MATERIALSFRACTURE TOUGHNESSFRACTURE TOUGHNESS
Chapter 1 - 19
COMPARISONS OF CLASSES OF MATERIALSELECTRICAL CONDUCTIVITYELECTRICAL CONDUCTIVITY
~ 1026 range
Chapter 1 - 20
Bohr Model
The Bohr model assumes electrons move in circular orbits of radius “r” about the nucleus and the electrons have discrete energy statesdiscrete energy states
Electrons have zero energy when they are free and hence the energy of an electron is negative when it is bound to
tan atom.The energy required to remove the electron from the atom is
given by the equation:
E = - 13.6 Z2 eV Z = atomic numbern = principal quantum
n2 n = principal quantumnumber
For hydrogen Z = 1 and n = 1 so the single electron
Chapter 1 -
For hydrogen, Z = 1 and n = 1, so the single electron would require 13.6 eV to be removed
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Bohr Model of an Atom
Since electrons have discrete allowed energy levels, the transition of an electron to a different energy level requires
i h h b i f ( l “ ”) heither the absorption of energy (moves to a larger “n”) or the emission of energy (moves to a lower “n”)
The value of emitted energy when an electron moves to a lowerThe value of emitted energy when an electron moves to a lower principal quantum number shell is also a discrete value that is characteristic of the element and the shell-to-shell transitiontransition
Analyses of the energies of electrons emitted from an excited atom would allow identification of the element from which the electron was emitted; this is the basis for the surface analytical technique Auger Electron Spectroscopy
Chapter 1 -
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Quantum Mechanical Model of Atom
Atoms are more complex than the Bohr model, with electrons having often non-circular orbitals about the nucleusthe nucleus
Identification of the electronic structure requires four (n, l, m, s) quantum numbers:( , , , ) q– n, the principal quantum number is the major
determining factor of the energy and must be a positive integer 1, 2, 3, 4, … (sometimes also
The orbital describing the distribution of p l t l ti tidentified as K, L, M, N, …
– l, determines the ways in which the orbital angular momentum is quantized and varies from 0 for the “s” subshell; 1 for the “p” subshell; 2 for the “d”
electrons relative to the nucleus has a dumbbell shape. Up to 2 electrons can i lt ls subshell; 1 for the p subshell; 2 for the d
subshell, etc. Electrons in the “s” subshell have zero angular momentum and thus have a spherically symmetric orbit. Higher subshell
simultaneously occupy the shown orbital. Identical orbitals lie along the x and y axes.
Chapter 1 -
electrons have angular momentums and their orbitals are extended in certain directions.
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Ionization energies
The following is a list of the first ionization energies for selected elements which would create a +1 ionselected elements, which would create a +1 ion
ARRANGED IN APPROXIMATE LOCATION AS IN PERIODIC TABLE
H 13.6 eV HeLi 5.4 eV C F 24.6 e VNa 5.2 eV 11.2 eV 17.4 eV
NNeCs 3.9 eV 21.6 eV
Chapter 1 - 24
Electronic Structure
• Electrons have wavelike and particulate propertiesproperties. – This means that electrons are in orbitals defined
by a probability.– Each orbital at discrete energy level determined
by quantum numbers.
Quantum # Designationn = principal (energy level-shell) K, L, M, N, O (1, 2, 3, etc.)l = subsidiary (orbitals) s, p, d, f (0, 1, 2, 3,…, n-1)ml = magnetic 1, 3, 5, 7 (-l to +l)m = spin ½ -½
Chapter 1 -
ms = spin ½, -½
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Electron Energy States
• have discrete energy states• tend to occupy lowest available energy state.
Electrons...
4p4d
N-shell n = 4
py gy
3d
4s
3s3p M-shell n = 3Energy
2s2p L-shell n = 2
Chapter 1 -
1s K-shell n = 126
Specifying Total Electronic Structure
Pauli Exclusion Principle– No two electrons in a given atom can have the same set of
quantum numbers, thus only 1 electron is allowed in each quantum state
Electrons occupy the lowest available quantum states
Now consider the case of Fe, which has 26 electrons(next slide)(next slide)
Chapter 1 - 27
Electronic Configurations
ex: Fe - atomic # = 26 1s2 2s2 2p6 3s2 3p6 3d6 4s2
valence electrons
3d
4p4d
N-shell n = 4
3 M h ll 3
3d
4s
2
3s3p M-shell n = 3Energy
1s
2s2p
K shell n = 1
L-shell n = 2
Chapter 1 -
1s K-shell n = 1
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RELATIVE ENERGIES OF ELECTRONS IN SHELLS AND SUBSHELLS
Chapter 1 - 29
SURVEY OF ELEMENTSMost elements: Electron configuration not stable.
Electron configurationAtomic #Element1s 11Hydrogen
(stable)1s 11Hydrogen1s 22Helium1s 22s 13Lithium1s 22s 24Beryllium1 22 22 15B
...
1s 22s 22p 15Boron1s 22s 22p 26Carbon
...1s 22s 22p 6 (stable)10Neon
...
1s 22s 22p 63s 111Sodium1s 22s 22p 63s 212Magnesium1s 22s 22p 63s 23p 113Aluminum
...1s 22s 22p 63s 23p 6 (stable)... 1s 22s 22p 63s 23p 63d 10 4s 24p 6 (stable)
18...36
Argon...Krypton
Chapter 1 -
Why? Valence (outer) shell usually not filled completely so are not at lowest energy.
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Electron Configurations
Valence electrons are those in unfilled shells
Filled shells more stable
Valence electrons are most available for bonding andValence electrons are most available for bonding and control the chemical, electrical, thermal and optical properties
example: C (atomic number = 6)
1s2 2s2 2p2
valence electrons
Chapter 1 -
valence electrons
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The Periodic TableColumns: Similar Valence Structures so similar propertiesColumns: Similar Valence Structures so similar properties
p 1e
2e gase
see
give
up
ive
up 2
p 3e in
ert g
ccep
t 1e
ccep
t 2e
gigi
ve u
p acac
O
He
Ne
Ar
F
ClS
Li Be
H
Na Mg
Se
Te
Po At
I
Br
Ar
Kr
Xe
Rn
ClSg
BaCs
CaK Sc
SrRb Y
Electropositive elements: Electronegative elements:
Po At RnBaCs
RaFr
Chapter 1 -
Readily give up electronsto become + ions.
Readily acquire electronsto become - ions.
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Electronegativity
Ranges from 0.7 to 4.0,
Large and small values = very reactive elements
Smaller electronegativity Larger electronegativity
Chapter 1 -
CHAPTER 2 CONTINUED NEXT LECTURE 33
Capacity to accept electrons to form negative ions
Broad Classification of Materials
Metals: metallic bonding– strong, high modulus, ductile, medium to high Tmp– high thermal and electrical conductivityg y– crystalline, opaque, reflective
Polymers/plastics: covalent and van der Waals bonding– soft, ductile, low strength, low modulus, low density– thermal and electrical insulators– optically translucent or transparent.
Ceramics: ionic and covalent bonding– metallic+non-metallic element compounds (oxides, carbides, etc.)– brittle, crystalline or amorphous, high Tmp– strong, high modulus– electrically and thermally insulating
Chapter 1 - 34
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Types of Materials
Let us classify materials according to the way the atoms are bound together (Chapter 2).
Metals: valence electrons are detached from atoms, and spread in an 'electron sea' that "glues" the ions together. Strong, ductile, conduct electricity and heat well, are shiny if polished.
Semiconductors: the bonding is covalent (electrons are shared between atoms). Their electrical properties depend strongly on minute proportions of contaminants. Examples: Si, Ge, GaAs.
Ceramics: atoms behave like either positive or negative ions, and are bound by Coulomb forces. They are usually combinations of metals or semiconductors with oxygen, nitrogen or carbon (oxides, nitrides, and carbides). Hard, brittle, insulators. Examples: glass, porcelain.
Polymers: are bound by covalent forces and also by weak van der Waals forces, and usually based on C and H. They decompose at moderate temperatures (100 – 400 C), and are lightweight. Examples: plastics rubber.
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Properties are the way the material responds to the environment and external forces.
Mechanical properties – response to mechanical forces, strength, etc.
Electrical and magnetic properties - response electrical and magnetic fields, conductivity, etc.
Thermal properties are related to transmission of heat and heat capacity.
Optical properties include to absorption, transmission and scattering of light.
Chemical stability in contact with the environment -corrosion resistance.
Properties
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Different materials exhibit different crystal structures(Chapter 3) and resultant properties
(a) (b)force
Material Selection
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Different materials exhibit different microstructures(Chapter 4) and resultant properties
Material Selection
Superplastic deformation involves low-stress sliding along grain boundaries, a complex process of which material scientists have limited knowledge and that is a subject of current investigations.
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Material selection: Properties/performance and cost
metalsceramics
polymerssemiconductors
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Composition, Bonding, Crystal Structure and Microstructure DEFINE Materials Properties
Composition
Bonding Crystal Structure
ThermomechanicalProcessing
Microstructure
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Design of materials having specific desired characteristics directly from our knowledge of atomic structure.
• Miniaturization: “Nanostructured" materials, with microstructure that has length scales between 1 and 100 nanometers with unusual properties. Electronic components, materials for quantum computing.
• Smart materials: airplane wings that adjust to the air flow conditions, buildings that stabilize themselves in earthquakes…
• Environment-friendly materials: biodegradable or photodegradable plastics, advances in nuclear waste processing, etc.
• Learning from Nature: shells and biological hard tissue can be as strong as the most advanced laboratory-produced ceramics, mollusces produce biocompatible adhesives that we do not know how to reproduce…
• Materials for lightweight batteries with high storage densities, for turbine blades that can operate at 2500°C, room-temperature superconductors? chemical sensors (artificial nose) of extremely high sensitivity, cotton shirts that never require ironing…
Future of materials science