Advanced Materials - 230404 Flashcards

1
Q

Define the vertical anisotropy:

A

r = φwidth / φthickness = ln (w1/w0) / ln (t1/t0)
r value as high as possible, greater resistance against thinning

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2
Q

Phases of uniaxial tensile test:

A

Yield point, uniform plastic elongation, necking, fracture

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3
Q

How do the vertical anisotropy depends on the rolling direction:

A

r0, r45, r90. There are some materials where r90 is maximum, r0 is maximum, r45 is maximum.
Or other where the three are the same, isotropic material.
Planar anisotropy: rmax – rmin

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4
Q

Influence of planar anisotropy

A

The higher the planar anisotropy is, the more asymmetric the flow of the material will be.

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5
Q

What’s the Yield locus?

A

Yield locus or yield curve
When does the material starts to flow? Kf (equivalent stress): oval (Von Mises), Hexagonal (Tresca)

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6
Q

Equivalent stress models

A
  • Isotropic models:
    • Elastic range: Von Mises works.
    • Plastic range: No consideration of r values.
  • Vertical anisotropic & Planar isotropic:
    • Hill 48 (first developed on 1948) could be used and the FEM simulation is way better. It involves an average r value. r0=r45=r90
  • Vertical anisotropic & Planar anisotropic:
    • Extended Yield Criterion to Hill 48. r0 ≠ r90. If you do both rs as to be the same, then you come to the same Hill 48 eq.
    • Barlat 91. Experimentally obtain parameters, compute some parameters, very good prediction of aluminum alloys.
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7
Q

Biaxial testing

A

Apply tensile tests on two directions. Cross Tensile Test.
In sheet metal experiments, there is a tensile-tensile testing. For sure not in compression-compression test.
Tension-compresion: for example in deep drawing anisotropic materials. Compression stresses in tangential direction.

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8
Q

Anisotropic materials

A

Most of the materials have no isotropic hardening behavior, but an anisotropic hardening behavior.
The behavior depends on the stress conditions.

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