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Area of Application |
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SOFAR can cope with hyperbolic and parabolic problems, both possible as time-dependant problems. Hyperbolic problems also work with Rayleigh damping.
Here is a short list of the various problems SOFAR is capable to solve. |
- standard elliptic problems like Laplace's equation and linear elasticity
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- SOFAR can deal with thermoelasticity which combines parabolic and hyperbolic problems.
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- wave equation and structural dynamics; rotation using ALE
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- Static and dynamic obstacle problems. Here projective solvers (e.g. the projective SSOR method) are used. In case the task is given as a saddle point problem special solvers as the USAWA method are applied.
Formulating the problem in the dual variable allows to utilize solvers originally used in optimization.
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- SOFAR is capable of solving thermoelastic dynamic contact problems which combine all of the mentioed aspects
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- Multibody contact problem with Lagrange multipliers on non-matching meshes
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- the (simplified) Signorini problem
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