April 16th, 2009· Lapack dependecy removed through native jacobi algorithm implementation.
· Boundary markers can now be added (and read) for meshes that are created by passing a surfacemodel_c to the meshgenerator.
· Cubic interpolation added
· generation of stiffness matrices for UP formulation of nonlinear elasticity is now possible. (untested!)
· Fixed doc for recovery_n, compound_n
· corin split matrix available again.
· sign of second order edge nodes have flipped.
· SUPG solver is integrated into Animath (with possibilty for non-zero pressure boundaries).
· Characteristc-Galerkin solver is integrated.
· Fixed treatment of shearing components in geometric stiffness matrix generator.
· Fixed a critical bug in mixed formulation stress recovery.
· Made destructors virtual in classes about which the compiler complained.
· Fixed embarrasing typo: neo-Hookian -> neo-Hookean
January 23rd, 2009· SUPG weighting for upwind stabilization is now supported, and a corresponding solver can be found among the example applications.
· Another great methodolical enhancement is the addition of matrix generators for non-linear (including geometric non-linearity) structural analysis.
· Matrix and load vector generation have been totally redesigned for this release, the equation_c class and its descendants have been replaced with one class for each type of matrix/load.
· Many bugs have also been addressed, such as installation to global directories and outdated or incomplete documentation.
November 20th, 2008· Much time went into the development of mesh manipulation code, i.e. edge collapse and vertex clustering routines (see the surfacemodel_c interface).
· Parallel solving of vector-valued problems that have decoupled components is now made easy by means of threads and employed in a new fluid solver.
· Some quite significant enhancements can also be found in the visualization code.
September 12th, 2008· Most significantly, this version adds traction and stress recovery routines and second order surfaces with curvilinear coordinates.
· The writing of FSI-problem solvers is (again) conveniently possible.