Write state vectors in split HDF5 format
Reported by Jed Brown | November 25th, 2008 @ 10:40 AM
The function space can be implemented with tags on an iMesh state file. There are two viable options:
- For every entity in the expanded space, write a pair of tags, offset of the first dof and the number of dofs associated with this entity. The writer will then simply dump the expanded vector into an HDF5 file.
- Pros:
- multiple state vectors without duplicating the function space definition
- the reader plugin is fairly simple because it will not have to know about the constraint matrix
- the read operation for any given region (vtkStructuredGrid) is contiguous
- Cons:
- duplicates storage for vertex, edge, and face dofs
- continuity is not inherent
- For every entity in global space, write the pair of tags. Then dump a global vector to the HDF5 file.
- Pros:
- multiple state vectors without duplicating the function space definition
- no duplicate storage
- continuity is inherent
- Cons:
- the reader plugin becomes more complex because the constraint matrix must be known
- The reader plugin needs to apply (part of) the constraint matrix to populate a vtkStructured grid, the values in the state vector needed to apply these rows may involve a very discontiguous read. Handling this in parallel when making a movie of part of a domain sounds very hard.
My vote is for option 1.
Comments and changes to this ticket
-
Jed Brown April 17th, 2009 @ 05:12 PM
We now have a distinction between global, Dirichlet, and closure vectors. For low-order meshes, option 1 requires a lot of storage and isn't in the form we want to restart from a saved state. The closure vector is only lightly influenced by the domain decomposition so it is a natural candidate for the stored state. A proposed HDF5 file would have the structure
- /dohp
- /fs/N (many states, i.e. mesh topologies)
- /file_name (MOAB mesh)
- /global_closure_offset (tag name)
- /boundaries/N (many boundaries)
- /tag_name
- /tag_values
- /vec/N (many vectors)
- /name
- /bs (block size)
- /time/M (many time-steps)
- /fs (number in
/dohp/fs
with the correct topology) - /values (raw arrays, dumped either from rank 0 or with MPI-IO collective)
- /coordinates (index of vector corresponding to the mesh geometry)
- /fs (number in
- /fs/N (many states, i.e. mesh topologies)
The value at
/dohp/vec/N/time/M/coordinates
needs further definition, specifics depend on how this part gets implemented. If it is not given, the mesh geometry provided by MOAB should be used unperturbed. - /dohp
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An implementation of the ``dual order hp'' version of the finite element method. This project targets parallel domain-decomposition methods for strongly coupled nonlinear problems with PDE constraints.