DEFORMING. Stress strain behavior of ductile materials σ ε Elastic-plastic with strain hardening Elastic-perfectly plastic Rigid perfectly plastic Rigid.

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Presentation transcript:

DEFORMING

Stress strain behavior of ductile materials σ ε Elastic-plastic with strain hardening Elastic-perfectly plastic Rigid perfectly plastic Rigid plastic with strain hardening

Topics for today’s lecture Deformation processes ⊙ Deforming process characteristics ⊙ Deforming physics ⊙ Common deforming processes ⊙ DFM

Process characteristics Material/continuum changes during processing ⊙ Machining = Local, concentrated ⊙ Deforming = Over large volume Force ⊙ Machining: ~10s - 100s of lbs ⊙ Stamping: ~10s - 100s of tons Materials - Virtually all ductile materials Shapes - Limited by strain/flow Size - Limited by force/equipment

Advantages and disadvantages Advantages ⊙ Parallel 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/strain ⊙ Affect CQFR ⊙ Affect deforming force -> equipment & energy requirements Friction ⊙ Affect on deforming force -> equipment & energy requirements ⊙ Why lubrication is needed and can help ⊙ Friction is not repeatable… quality….

Stress strain behavior of ductile materials σ ε Elastic-plastic with strain hardening Elastic-perfectly plastic Rigid perfectly plastic Rigid plastic with strain hardening

Example: 12L14 Steel in Duratec 12L14 Steel True Stress-Strain Behavior Intercept Tangent modulus 0.41 GPa [0.06 Mpsi] Young’s modulus 190 GPa [27.4 Mpsi] Strain, mm / mm Stress, MPa Stress, kpsi

Forging force and friction Axisymmetric upsetting Purpose ⊙ Find F z (µ ) ⊙ Sensitivity Assumptions: ⊙ Tresca flow ⊙ Constant friction coefficient ⊙ Plastic deformation

Forging force and friction Eqxn: A – Equilibrium in r direction dF inner arc dF friction top & bottom dF hoop dF outer arc Eqxn: B -Tresca Yield Criterion

Forging force and friction Y=75000 psi h = ½ inch Affect of friction on contact pressure Distance from center line [inches] Contact pressure [psi]Increasing µ mu = 0 mu =.1 mu =.2 mu =.5

Forging force and friction cont. Now use Taylor’s series expansion (3 terms) to approximate the exponential function Expand about 0, makes this approximation valid for small values of 2µ R/h

Forging force and friction Affect of part size and friction on forging force Forging force [tons] Part size [inches] mu = 0 mu =.1 mu =.2 mu =.5 Increasing µ Y=75000 psi h = ½ inch

Common processes Sheet metal Forging Extrusion Rolling

Bending and shearing

Forging Blank Edging Blocking Finishing Trimming

Rolling and extrusion

Affect of grain size Properties affected by grain size ⊙ Strength ⊙ Hardness ⊙ Ductility ⊙ For example (Ferrite) We desire smaller grains for better properties

Recrystallization Recrystallization and Grain Growth in Brass Figure 7.21 Callister 8s at 580 C: completc recrystallization 3s at 580 C: initial recrystallization 4s at 580 C: partial replacementCold- worked(33% CW) l5 min at 590 C: grain growth 10 min at 700 C: grain growth

DFM for deforming processes Parting line and flash Draft angle Radii Lubrication

Mechanics of spring back Q: Why do we see spring back? A: Elastic recover of material

Example: Elastic spring back Example: Bending wire

Quantifying elastic spring back Elastic recovery of material leads to spring back ⊙ Y = Yield stress E = Young’s Modulus t = thickness ⊙ ⊙ With increase in Ri / t or Y OR decrease in E spring back increases Titanium Steel Increasing