Home | Site Contents | Search | aluSelect | Partners |About aluMATTER | Help  
Click here to go to the top-level of the aluMATTER site blank spacer  
Click to go to the previous page in this section Page 4 / 10 Click to go to the next page in this section  
aluMATTER logo lower section  
Yield Locus
  1. Yield Locus: Overview
  2. Tresca Yield Criterion
  3. von Mises Yield Criterion
  4. Tresca and von Mises Yield Surfaces
  5. Definition of the Anisotropy Coefficients
  6. Definition of the Biaxial Anisotropy Coefficient
  7. Hill '48 Yield Criterion
  8. BBC Anisotropic Yield Criterion
  9. Yield Locus
  10. Yield Locus: Summary
Select Language:

Send Feedback to EAA

Leonardo da Vinci, Helsinki Award 2006, Design and execution: Gerold Fink, Austria. Click to open PDF document about this award

Leonardo Da Vinci Helsinki Award 2006

Leonardo da Vinci, Helsinki Award 2006, Design and execution: Gerold Fink, Austria. Click to open PDF document about this award

Bronze medal for an outstanding project promoting and supporting the LifeLong Learning EU policy. Award Berlin 2007

 
Tresca and von Mises Yield Surfaces

The graphical representation in space of the Tresca and von Mises yield criteria is shown by the diagrams below.

The Tresca yield criterion is represented by a polyhedron and the von Mises by a cylinder. The intersection of the polyhedrical surface with the plane σ1 − σ2, produces a polygon; and the intersection of the cylindrical surface with the plane σ1 − σ2, produces an ellipse.

References

  • Banabic D, Bunge H-J, Pöhlandt K, Tekkaya AE, "Formability of Metallic Materials", Springer, 3540679065
  • Barlat F, Cazacu O, Zyczkowski M, Banabic D and Yoon JW, "Continuum Scale Simulation of Engineering Materials", Wiley-VCH, 3527307605

Full details here...

Authors/Contributors