Materials Camp 2010

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    Introduction to Materials

    Science and Engineering

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    Materials Science Investigating

    relationships that exist between the

    structure and properties of materials

    Materials Engineering Is, on the basis of

    these structure-property correlations,designing or engineering the structure of a

    material to produce a pre-determined set of

    properties

    Branch of engineering which deals with the

    study of engineering usefulness of solid

    materials.

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    Structure

    Sub atomic electrons and nuclei (protonsand neutrons)

    Atomic organization of atoms or molecules

    Microscopic groups of atoms that are

    normally agglomerated together

    Macroscopic viewable with the un-aided

    eye

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    22

    Uses of Composites

    Composite Banjo

    Composite Guitar

    Composite Piccolo

    Composite Shoes

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    Uses of Composites

    Composite BaseballBat from Miken Sports

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    Uses of Composites

    Graphite Snowboard

    Composite Bicycle

    LaminatedFiberglass Bow

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    MATERIAL SCIENCE & ENGINEERING IN A NUT SHELL

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    Many engineering materials have

    structure sensitive propertiesdepending on presence or absence ofimperfections.

    Imperfections volume fraction may beas small as 0.01% BUT their effect is

    very tremendous on someproperties.

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    Structure insensitive

    properties

    Elastic modules

    Density

    Melting point

    Specific heat

    Co-efficient of

    thermal expansion

    Structure sensitive

    properties

    Electrical

    conductivity

    Semi-conductive

    phenomena

    Yield strength

    Fracture strength

    Creep strength

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    METALLIC CRYSTALS

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    Space lattice

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    12/14/2011 Slide 3 (of 31)

    So what is a Space lattice ?

    3D regular arrangement of points in space

    How can the atomic arrangement in solidsbe mathematically described?

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    12/14/2011 Slide 4 (of 31)

    Lattice parameters

    To define any lattice 6 lattice parameters are

    needed:

    a, b, c as (sides) & a, b, g (angles)

    How many unique space lattices can be

    derived?

    Only 7 such lattices can be derived

    C t l t

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    Crystal systems

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    Slide 8 (of 31)

    Crystal systems Seven crystal systems

    Fourteen Bravais lattices Cubic and Hexagonal systems: 90% of all

    metals have a cubic or hexagonal structure

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    Bravais lattice

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    Slide 10 (of 31)

    Crystal

    structures

    or

    14 Bravais

    lattice

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    5

    Rare due to poor packing (only Po has this structure)

    Close-packed directions are cube edges.

    Coordination # = 6

    (# nearest neighbors)

    (Courtesy P.M. Anderson)

    SIMPLE CUBIC STRUCTURE (SC)

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    6

    APF for a simple cubic structure = 0.52

    Adapted from Fig. 3.19,

    Callister 6e.

    ATOMIC PACKING FACTOR

    BODY CENTERED CUBIC

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    Coordination # = 8

    7

    Adapted from Fig. 3.2,Callister 6e.

    (Courtesy P.M. Anderson)

    Close packed directions are cube diagonals.

    --Note: All atoms are identical; the center atom is shadeddifferently only for ease of viewing.

    BODY CENTERED CUBIC

    STRUCTURE (BCC)

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    aR

    8

    APF for a body-centered cubic structure = 0.68

    Unit cell c ontains:

    1 + 8 x 1/8

    = 2 atoms/unit cell

    Adapted fromFig. 3.2,Callister 6e.

    ATOMIC PACKING FACTOR: BCC

    FACE CENTERED CUBIC

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    9

    Coordination # = 12

    Adapted from Fig. 3.1(a),Callister 6e.

    (Courtesy P.M. Anderson)

    Close packed directions are face diagonals.

    --Note: All atoms are identical; the face-centered atoms are shadeddifferently only for ease of viewing.

    FACE CENTERED CUBIC

    STRUCTURE (FCC)

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    Unit cell c ontains:

    6 x 1/2 + 8 x 1/8

    = 4 atoms/unit cell

    a

    10

    APF for a body-centered cubic structure = 0.74

    Adapted fromFig. 3.1(a),Callister 6e.

    ATOMIC PACKING FACTOR: FCC

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    11

    ABCABC... Stacking Sequence

    2D Projection

    A sites

    B sites

    C sitesB B

    B

    BB

    B BC C

    CA

    A

    FCC Unit Cell

    FCC STACKING SEQUENCE

    HEXAGONAL CLOSE PACKED

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    12

    Coordination # = 12

    ABAB... Stacking Sequence

    APF = 0.74

    3D Projection 2D Projection

    A sites

    B sites

    A sites

    Adapted from Fig. 3.3,

    Callister 6e.

    HEXAGONAL CLOSE-PACKED

    STRUCTURE (HCP)

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    13

    Compounds: Often have similar close-packed structures.

    Close-packed directions--along cube edges.

    Structure ofNaCl

    (Courtesy P.M. Anderson) (Courtesy P.M. Anderson)

    STRUCTURE OF COMPOUNDS: NaCl

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    (c)2003Brooks/ColePublishing/ThomsonLearning

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    16

    Useful up to 2000X magnification.

    Polishing removes surface features (e.g., scratches)

    Etching changes reflectance, depending on crystalorientation.

    close-packed planes

    micrograph ofBrass (Cu and Zn)

    Adapted from Fig. 4.11(b) and (c), Callister6e. (Fig. 4.11(c) is courtesyof J.E. Burke, General Electric Co.

    0.75mm

    OPTICAL MICROSCOPY (1)

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    17

    Grain boundaries...

    are imperfections,

    are more susceptible

    to etching,

    may be revealed as

    dark lines, change direction in a

    polycrystal.Adapted from Fig. 4.12(a)and (b), Callister 6e.(Fig. 4.12(b) is courtesyof L.C. Smith and C. Brady,

    the National Bureau ofStandards, Washington, DC[now the National Institute ofStandards and Technology,Gaithersburg, MD].)

    OPTICAL MICROSCOPY (2)

    The new era of Nanotechnology is coming

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    The new era of Nanotechnology is coming

    www.n a n o r o b o t d e s i g n.com www.c a n b i o t e c h n e m s.com

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    Nanotechnology deals with the creation ofUSEFUL materials, devices and systems

    through

    control of matter on the nanometer length scaleand exploitation of

    NOVEL phenomena and properties

    (physical, chemical, biological)at that length scale

    H ll i t ? ( d th ll i )

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    Start with a centimeter.

    Now divide it into 10 equal parts.

    Now divide that into 10 equal parts.

    Now divide that into 100 equalparts.

    Now divide that into 10 equal parts.

    Finally divide that into 100 equalparts.

    A centimeter is about the size of a bean.

    Each part is a millimeter long. About thesize of a flea.

    Each part is 100 micrometers long.About the size (width) of a human hair.

    Each part is a micrometer long. Aboutthe size of a bacterium.

    Each part is a 100 nanometers long.About the size of a virus.

    Each part is a nanometer. About the size

    of a few atoms or a small molecule.

    How small is a nanometer? (and other small sizes)

    1 cm

    1 mm

    100 mm

    1 mm

    100 nm

    1 nm

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    The Nanometer Size Scale

    Nanotube

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    Why is Small Good?

    - Faster

    - Lighter

    - Can get into small spaces

    - Cheaper

    - More energy efficient

    - Different properties at very small scale

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