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    DEFORMINGElasti i i

    Elastic-perfectl lastic

    Rigid perfectl lastic

    i i

    e p

    Stress strain behavior of ductile materials

    c-plast c w th strain hardening

    y p

    y p

    Rigid plast c w th strain hardening

    Topics for todays lecture

    ~~~~ DFM

    Process characteristics

    ~~

    Force

    ~~ Stamping:

    Shapes

    Size

    Deformation processes

    Deforming process characteristics

    Deforming physics

    Common deforming processes

    Material/continuum changes during processing

    Machining = Local, concentrated

    Deforming = Over large volume

    Machining: ~10s - 100s of lbs

    ~10s - 100s of tons

    Materials - Virtually all ductile materials

    - Limited by strain/flow

    - Limited by force/equipment

    Advantages and disadvantages

    ~~

    ~~ )~~

    ~~

    Friction

    ~~~

    AdvantagesParallel process: rapid bulk formation

    Overall material properties improved

    Disadvantages

    Cost of equipment and dies

    Limited flexibility in shapes and sizes (i.e. compared to machining

    Accuracy

    Repeatability

    Important physics

    Stress/strainAffect CQFR

    Affect deforming force -> equipment & energy requirements

    Affect on deforming force -> equipment & energy requirements

    Why lubrication is needed and can help

    Friction is not repeatable quality.

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    Stress strain behavior of ductile materials

    Elastic-plastic with strain hardening

    Elastic-perfectly plastic

    Rigid perfectly plastic

    Rigid plastic with strain hardening

    e p

    12L14 Steel True Stress-Strain Behavior

    0

    100

    200

    300

    400

    500

    600

    0.00 0.01 0.02 0.03 0.04 0.05

    Strain,mm

    /mm

    Stress,

    MPa

    0

    10

    20

    30

    40

    50

    60

    70

    80

    Stress,kpsi

    Youngs modulus190 GPa [27.4 Mpsi]

    Tangent modulus0.41 GPa [0.06 Mpsi]

    Intercept

    Example: 12L14 Steel in Duratec

    Forging force and frictionAxisymmetric upsetting

    Purpose

    ~ Find Fz( )~ Sensitivity

    Assumptions:

    ~ Tresca flow~ Constant friction coefficient~ Plastic deformation

    Fz

    h

    2 R

    Forging force and friction

    ( ) ( ) dhdrrdddrhdrdrpdrhdF rrrr +++==2

    220

    dFinner arc dFfriction top & bottom dFhoop dFouter arc

    hh

    p

    dr

    d zr == 22

    Yzr =Eqxn: B - Tresca Yield Criterion

    ( ) = rRhYz

    2exp

    Eqxn: A Equilibrium in r direction

    Forging force and friction

    Affect of friction on contact pressure

    -150000

    -125000

    -100000

    -75000

    -50000

    -25000

    0

    0 0.05 0.1 0.15 0.2 0.25 0.3

    Distance from center line [inches]

    Contactpressure[psi]

    mu = 0

    mu = .1

    mu = .2

    mu = .5

    Increasing

    Y=75000 psih = inch

    Forging force and friction cont.

    ( )

    == 122exp2122

    2

    0 h

    R

    h

    RY

    R

    hRdrrF

    R

    zz

    ( )

    +=

    h

    RYRFz

    3

    21

    2

    Now use Taylors series expansion (3 terms) to approximate the exponen tial function

    Expand about 0, makes this approximation valid for small values of 2 R/h

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    0

    2

    4

    6

    8

    10

    0

    [ ]

    [

    ]

    Common processesSheet metal

    Forging

    Affect of part size and friction on forging force

    0.05 0.1 0.15 0.2 0.25

    Part size inches

    Forging

    force

    tons

    mu = 0

    mu = .1

    mu = .2

    mu = .5

    Forging force and friction

    Increasing

    Y=75000 psi

    h = inch

    Extrusion

    Rolling

    ForgingBending and shearing

    Rolling and extrusion Affect of grain size

    ~~ Hardness~~ For example (Ferrite)

    grain

    y

    oyd

    k+=

    Properties affected by grain sizeStrength

    Ductility

    We desire smaller grains for better properties

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    Recrystallization

    / /

    DFM for deforming processes

    Lubrication

    http://www.mmat.ubc.ca other courses/apsc278/lecture11.pdf

    Parting line and flash

    Draft angle

    Radii

    Mechanics of spring back

    SB

    Example: Elastic spring back

    1

    1

    11

    RRRR

    o

    o>