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Gears

Author: Vicente Mataix Ferrándiz

Kratos version: Current head

Source files: Gears

Case Specification

The problem consists in two gears, one is fixed, the other has a rotational movement imposed.

The mesh:

Mesh1

The displacement imposed is ux= x0 - R cos(atan(y0/x0) - wt) uy = y0 - R sin(atan(y0/x0) - wt)

Two different combinations of materials has been tested:

  • Linear elastic:
    • Gear1:
      • LinearElastic3DLaw
      • E: 210e9
      • ν 0.29
    • Gear2:
      • LinearElastic3DLaw
      • E: 210e9
      • ν 0.29
  • Elastic-plastic:
    • Gear1:
      • LinearElastic3DLaw
      • E: 210e9
      • ν 0.29
    • Gear2:
      • LinearElastic3DLaw
      • E: 210e9
      • ν 0.29
    • Contact zone (elastic-perfectly plastic):
      • SmallStrainIsotropicPlasticityVonMisesVonMises
      • E: 210e9
      • ν 0.29
      • Fracture energy: 1.0e8
      • Yield stress: 525MPa
      • Hardening curve: 3

Results

Linear elastic

  • Displacement:

    • General:

Mesh1

- *Detail*:

Mesh1

  • VM:

    • General:

Mesh1

- *Detail*:

Mesh1

Elastic-plastic

  • Displacement:

    • General:

Mesh1

- *Detail*:

Mesh1

  • VM:

    • General:

Mesh1

- *Detail*:

Mesh1

  • Plastic dissipation:

    • Detail:

Mesh1

References