12 sheet metal forming.ppt

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    SHEET METAL FORMING

    Sheet metal forming consists of three

    basic processes; Shearing (cutting) to form a shape (blank)

    Forming by bending and stretching

    Finishing

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    SHEARING

    Needed to cut blanks from the large

    sheets

    A blank is the term for the rough shape

    needed to form the final part

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    SHEARING PROCESS

    Clearance

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    Like cutting paper with scissors but using amachine

    Shearing starts with cracks developed ontop and bottom of sheet by exceptionallyhigh shear stresses

    Top and bottom cracks join to shearslug/blank

    Formability of sheared part influenced bythe quality of the edges

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    Rough fracture surface due to cracks

    Smooth and shiny burnished surface due to rubbingof sheared edge against wall of punch and die

    Punched Hole

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    SLUG

    Sheared edges of the sheet and the slug are

    not smooth, nor are they perpendicular to the

    plane of the sheet

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    Ratio of the burnished to rough areas

    with ductility of the sheet metal with material thickness and clearance

    Burr height increases with

    clearance ductility

    Dull-edged tools

    Burrs can lead to cracks in subsequentoperations

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    CLEARANCE

    (a) As clearance, the sheet tends to be pulled intothe die rather than be sheared. Sheared edges

    become rougher. Zone of deformation becomes

    larger

    (b) shows microhardness profile.

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    Clearance control is important

    Smaller the clearance better is the qualityof the edge

    Ranges between 2 to 8% of sheets

    thickness

    Thicker the sheet, larger the clearance

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    SHEARING FORCE

    F = 0.7 T L (UTS)where

    F force

    T workpiece thickness

    L total sheared length (e.g. hole perimeter)

    UTS Ultimate tensile strength of workpiecematerial

    Force required to punch a 25 mm diameterhole through a 3.2 mm thick annealed Ti-6Al-V sheet at RT

    0.17 MN

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    Process Parameters

    Shape and materials for the punch and the

    die

    Bevel punch (like paper punch) and die

    surface for shearing thicker blanks

    Speed of punching

    Lubrication

    Clearance between punch and die

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    SHEARING OPERATIONS

    Simple shearing

    Punching

    Blanking

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    Case Study: Outer Side Panel of Cars

    Side Panel: Including 2 doors/windows

    Process

    Blanking different parts

    Joined by laser welding (why?)

    Advantages

    Parts with different materials andthickness can be joined

    Kalpakjian p. 348

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    BENDING

    Bend Allowance

    (Length ofNeutral axis)

    Band angle

    Outer surface: Tension; Inner Surface: Compression

    Neutral axis is located where e = 0

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    BEND ALLOWANCE

    Determine blank length

    Bend allowance is the length of neutral axis inthe bend area

    L = (R + kT)

    where is bend angle in radians

    R is bend radius

    T is thickness

    k is constant (ranges from 0.33 { R2T})and is determined by the location of the

    neutral axis

    If neutral axis is at the center of the sheet, k = 1/2

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    MINIMUM BEND RADIUS

    As material is bent, the tensile strain at the

    outer skin or fiber increases until it cracks

    The Minimum Bend Radius (MBR) is the

    radius when a crack appears

    MBR described in terms of the thickness of

    the material

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    MINIMUM BEND RADII FOR MATERIALS

    Material Condition

    Soft HardAluminum alloys 0 6T

    Beryllium copper 0 4T

    Low Lead brass 0 2T

    Magnesium 0 13T

    Stainless steels 0.5T 6T

    Low carbon ,etc. 0.5T 6T

    Titanium 0.6T 3T

    Titanium alloys 2.6T 4T

    FFT: Relation between MBR and ductility?

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    MAXIMUM BENDING FORCE

    P = k Y L T2

    / W , excluding frictionwhere

    P is the bending force

    Y is the yield strength of the material L is the length of the bend

    T is the material thickness

    W is the width of the die opening

    k is a constant that depends on the

    die shape (0.3 0.7)

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    SPRINGBACK

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    Caused by the elastic behavior of workpiece

    material

    Ri / Rf = 4(Ri Y / E T)3 - 3(Ri Y / E T) + 1

    where

    Ri is the required bend radius

    Rf is the actual bend radius

    Y is the yield stress

    E is elastic modulus

    T is the thickness

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    Compensate springback by

    Overbending

    Applying compressive stress to bend zone

    Stretch bending/forming (part in tension

    during bending)

    Raising temperature

    Springback decreases as yield stresses

    See Kalpakjian

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    BENDING OPERATIONS

    Tube Bending?