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ENGR 271 Materials Science Laboratory Spring 2015 LAB 2 TENSILE TEST

Lab 2 Tensile Test

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  • ENGR 271

    Materials Science Laboratory

    Spring 2015

    LAB 2 TENSILE TEST

  • ENGR 271

    2

    Stress-Strain Testing

    Typical tensile test machine

    Adapted from Fig. 6.3, Callister & Rethwisch 8e. (Fig. 6.3 is taken from H.W. Hayden, W.G.

    Moffatt, and J. Wulff, The Structure and Properties of Materials, Vol. III, Mechanical Behavior, p.

    2, John Wiley and Sons, New York, 1965.)

    specimenextensometer

    Typical tensile specimen

    Adapted from Fig. 6.2, Callister & Rethwisch 8e. .

    gaugelength

  • ENGR 271

  • ENGR 271

  • ENGR 271

    Linear Elastic Properties

    Modulus of Elasticity, E:

    (also known as Young's modulus)

    Hooke's Law:

    s = E e s

    Linear-

    elastic

    E

    e

    F

    Fsimpletensiontest

    Units:

    E: [GPa] or [psi]

  • ENGR 271

    Stress at which noticeable plastic deformation has occurred.

    when ep = 0.002

    Yield Strength, sy by 0.2% offset method

    sy = yield strength

    Note: for 2 inch sample

    e = 0.002 = z/z

    z = 0.004 in

    Adapted from Fig. 6.10 (a), Callister & Rethwisch 8e. .

    tensile stress, s

    engineering strain, e

    sy

    ep = 0.002

  • ENGR 271

  • ENGR 271

    Plastic tensile strain at failure:

    Adapted from Fig. 6.13, Callister & Rethwisch 8e. .

    Ductility

    Another ductility measure: 100xA

    AARA%

    o

    fo-

    =

    x 100L

    LLEl%

    o

    of-

    =

    Engineering tensile strain, e

    Engineering

    tensile

    stress, s

    smaller %El (Brittle)

    larger %El (Ductile)Lf

    AoAfLo

  • ENGR 271

    Tensile Strength, TS

    Adapted from Fig. 6.11, Callister & Rethwisch 8e. .

    sy

    strain

    Typical response of a metal

    F = fracture or

    ultimate

    strength

    Neck acts

    as stress

    concentrator

    engin

    eeri

    ng

    stre

    ss

    engineering strain

    Maximum stress on engineering stress-strain curve.

    TS = Tensile

    Strength

  • ENGR 271

  • ENGR 271

    Why Use True Stress & Strain

    Adapted from Fig. 6.11, Callister & Rethwisch 8e.

    Specimen area is decreasing

    Stress calculated on instantaneous area

    is increasing

  • ENGR 271

    True Stress & Strain True Stress

    True Strain

    iT AF=s

    oiT ln=e ee

    ess

    =

    =

    1ln

    1

    T

    T

    Adapted from Fig. 6.16, Callister & Rethwisch 8e.

    Valid up to

    point M

  • ENGR 271

    LAB 2 TENSILE TEST REQUIREMENTS

    Fill out the table, show

    all calculations, graphsExperimental Theoretical % Error

    Modulus of Elasticity

    Yield Strength

    Tensile Strength

    Fracture Strength

    Ductility

    Toughness

  • ENGR 271

    LAB 2 TENSILE TEST REQUIREMENTS

    Plot the Engineering vs. True Stress and Strain Diagram.

    Comment on your results and include the discussion points

    below to your report.

    Why does it not make much sense to calculate true stress and true strain using the equations given in the

    lab notes after the maximum load is reached?

    In general, A36 can be categorized as a ductile material, and cast iron as a brittle material. Based on the results of

    the tensile tests, discuss the differences between the

    ductile and brittle materials in terms of the overall

    deformation and fracture behavior.