Overview
This product provides a ready-to-use Abaqus simulation package for analyzing boot seals in automotive constant velocity joints. It demonstrates large-deformation hyperelastic behavior, 3D deformable-to-deformable contact, and self-contact using a neo-Hookean material model implemented via a robust Fortran UMAT subroutine. Validate your seal designs under extreme angulation and compression scenarios with this verified solution.
Key Features
✅ Realistic Boot Seal Simulation
- Models angulation of a steering shaft (20° rotation) and circumferential travel.
- Captures self-contact on inner/outer surfaces and shaft-seal interference.
- Hybrid brick elements with variable thickness (3.0–4.75 mm) for accuracy.
✅ Advanced Material Modeling
- Neo-Hyperelastic material defined by:
- C10=0.752MPa
- D1=0.026MPa-1 (slight compressibility).
- Alternative models included: Marlow & Valanis-Landel hyperelasticity.
✅ Efficient Contact Handling
- 3D finite-sliding contact between deformable seal and rigid shaft.
- Self-contact algorithms for internal/external surface interactions.
- Supports both node-to-surface and surface-to-surface contact.
✅ UMAT Subroutine
- Fortran code (bootseal_umat.f) for neo-Hookean hyperelasticity.
- Computes Cauchy stress (σ) and Jacobian (C):
- Matches Abaqus built-in material results exactly.
Model Workflow
- Geometry
- Corrugated boot seal (half-model symmetry).
- Rigid shaft (14 mm radius).
- Loading Steps
- Step 1: Resolve interference fit (shrink-fit assembly).
- Step 2: 20° shaft angulation.
- Step 3: Full circumferential travel.
- Results
- Stretching/compression zones and self-contact regions.
- Maximum principal stress contours (critical for fatigue analysis).
What’s Included
- Input Files
- Job-1.inp: 2D analysis with UMAT.
Source Code
- BOOT-SEAL-UMAT.for : Fortran UMAT for neo-Hookean hyperelasticity.
- Validation
- Identical results to built-in Abaqus material models
Applications
- Durability prediction of rubber seals under dynamic loading.
- Contact pressure optimization for leakage prevention.
- Self-contact analysis in flexible components.
Technical Specifications
Aspect |
Detail |
Solver |
Abaqus/Standard |
Elements |
C3D8H (hybrid brick) |
Material |
Slightly compressible neo-Hookean |
Contact |
Finite-sliding, self-contact |
Subroutine |
UMAT (Fortran) |
Why Choose This Package?
- Save Development Time: Skip UMAT coding—plug & play.
- Verified Robustness: Handles large rotations/contact seamlessly.
- Extensible: Modify UMAT for custom hyperelastic models.
This model was made from Abaqus documentation files.