01 - Fundamentals of Nano Materials

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    Nanomaterials:

    Introduction & Properties

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    How Small is NANO?

    A nanometer is a billionth of a meter (Nano: 10-9)

    About 1/80,000 of the diameter of a human hair

    10 times the diameter of a hydrogen atom.

    Ant

    (1 mm)

    Red blood cell (2-5

    micrometer)Hydrogen

    Atom

    (10 nm)

    1 m 1 mm (10-3 m) 1 m (10-6 m) 1 nm (10-9 m)

    Human being

    (1.7 m)

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    Moors Law

    The amount of the space required to

    install a transistor on a chip shrinksby roughly half every 18 months

    There is plenty of room at the bottom (Feynman 1959)

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    Packing Efficiency: FCC Nanoparticle

    The dark atom is surrounded by 12 nearest atoms (neighbors)

    These 13 atoms constitute a smallest theoretical nanoparticlefor an FCC lattice

    C.P. Poole Jr. and F.J. Owens, Introduction to Nanotechnology, Wiley-Interscience, New Jersey, 2003

    In nanomaterials, the

    size range is very small.

    They tend to be closepacked.

    Closely packed

    structures are FCC and

    HCP.

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    Number of Atoms in FCC Nanoparticles

    Shell Number Number of Atoms in FCC Nanoparticles

    Total On Surface % Surface

    1 1 1 100

    2 13 12 92.3

    3 55 42 76.4

    4 147 92 62.6

    5 309 162 52.4

    6 561 252 44.9

    7 923 362 39.2

    8 1415 492 34.8

    9 2057 642 31.2

    10 2869 812 28.3

    11 3871 1002 25.9

    12 5083 1212 23.8

    25 4.90 x 104 5.76 x 103 11.7

    50 4.04 x 105 2.40 x 104 5.9

    75 1.38 x 106 5.48 x 104 4.0

    100 3.28 x 106 9.80 x 104 3.0

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    0 2 4 6 8 10 12

    0

    1000

    2000

    3000

    4000

    5000 Total

    On Surface

    No

    ofAtoms

    No of Shells

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    Melting Point of Nano Gold Particles

    Melting Point of Au is 1337 K (1064 C)

    Clusters of Au have same M.P. as bulk Au when they contain

    1000 atoms or more.

    C.P. Poole Jr. and F.J. Owens, Introduction to Nanotechnology, Wiley-Interscience, New Jersey, 2003

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    Strength and Hardness

    In conventional materials, strength and hardness are give by Hall

    Petch relation.

    As grain size decreases, hardness and strength increases.

    Strengthening occurs due to movement of dislocations whichassemble at grain boundary resulting in strengthening.

    If this concept is extrapolated for very small grains, exceedingly

    high

    (yield stress), almost theoretical limit for shearing atomicplanes should be obtained.

    However, it is not true and a decrease in strength is observed forgrain size

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    Inverse Hall Petch Behavior

    The fall in strength for grain sizebelow 10-25nm is called InverseHall Petch behavior

    As grain size become very small(10-25 nm), grains cannot supportdislocations.

    New dislocations cannot be

    created at grain size 10nmbecause needed to activateFrank Read dislocation source are 1/distance.

    This results in Inverse Hall PetchRelation.

    S. Takeuchi, The Mechanism of the Inverse Hall-Petch Relation of Nanocrystals, Scripta Materialia, 44, 2001,

    14831487

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    DuctilityMaterials with smaller grain size

    Posses higher dislocation density

    Causing quick strain hardening and thus lower ductility.

    Elongation to failure is lower with a decrease in grain size

    Bimodal Distribution and Fracture Toughness

    The smaller grains impart high yield

    strength according to Hall-Petch

    relationship.

    The larger grains provide strain hardening

    effect attributed to their comparatively low

    grain boundary area.

    Bimodal distribution over a range will have a beneficial

    influence on the fracture toughness by improving tensile

    ductility while maintaining high yield strength.

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    Mechanical Properties

    Strength as grain size

    Hardness as grain size Ductility as grain size

    Toughness as grain size

    Elastic Modulus does not change as grain size

    C. Suryanarayana and C.C. Koch, Non-Equilibrium Processing of Materials, ed. C. Suryanarayana, Elsevier Science

    Ltd, Oxford, UK, pp 313-344, 1999

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    Superparamagnetism is a form of magnetism

    Appears in ferromagnetic or ferrimagnetic nanoparticles

    An external magnetic field is able to magnetize the

    nanoparticles, similarly to a paramagnet.

    Data storage application

    Superparamagnetism