Hi all,
I'm trying to simulate a static load being applied into a hip geometry where femur bone (sphere geometry) and pelvis bone(hemisphere geometry) are having contact through a frictionless environment.
My Boundary Conditions are the following:
- Distributed force applied through a kinematic coupling constraint on a surface(pelvis).
- No translation or rotation allowed on a surface (femur)
- Surface-to-surface frictionless contact.
I'm using tetrahedral C3D10 elements with a fine mesh due to the irregular shape of the geometries and their difficulty to partition in order to obtain a structured mesh.
The main convergence problem is that ABAQUS reaches the maximum number of attempts (5) for an increment without finding a solution[cut-backs]. I've seen some advice where they suggest the following:
-Modifying a mesh to a structured one
- In case of tetrahedral elements, use a very fine mesh.
- Modify algorithm such as increment attempts, reducing time increment and on.
- Decompose my load into more steps to overcome the critical point.
I haven't been able to succeed yet by trying some of those. Does anyone has a particular suggestion?