nonsymmetric dynamics

#16....n=5, omega=5.00e-01...........7.........1.77309e-06....0.0881529......N
#17....n=5, omega=7.50e-01...........6.........8.53488e-06....0.0846661......N
#18....n=5, omega=1.00e+00...........6.........2.66381e-06....0.0839909......N
#19....n=5, omega=1.25e+00...........6.........4.87356e-06....0.083786.......N
- Aztec preconditioner
#20....ILU(fill=0)...................7.........4.93736e-06....0.0712331......N
#21....ILU(fill=1)...................6.........3.54992e-06....0.0647091......N
#22....ILU(fill=2)...................7.........1.4724e-06.....0.0678911......N
- Aztec as solver
#23....iterations=1..................7.........1.94081e-06....0.140772.......N
#24....iterations=3..................4.........8.90029e-08....0.0687031......N
#25....iterations=5..................3.........1.00778e-07....0.069193.......N
- ParaSails
#26....default.......................20........6.60045e-06....0.214094.......N
*** The best iteration count was obtain in test 25
*** The best CPU-time was obtain in test 21
*** Total time = 2.43798(s)
------------------------------------------------------------------------------
6.7 Visualization Capabilities
6.7.1 Visualizing the Aggregates
ML offers the possibility to visualize the aggregates for all levels. Aggregates generated by
Uncoupled and METIS aggregation schemes can be visualized for serial and parallel runs,
while aggregates generated using MIS and ParMETIS can be visualized only for serial runs.
Data can be stored in the “xyz” format, readable by packages such as XD3D [?]. For each
aggregate, the file contains a line of type
x-coord y-coord aggregate-number
(z-coord is present only for 3D computations.) XD3D can be used to visualize files in this
format, but only for 2D problems. Results are reported in Figure 2.
Data can also be stored in the “vtk legacy” format, readable by packages such as ParaView
[?]. ParaView allows for 2D and 3D point clouds visualization. It is also possible
to visualize sections of 3D data via cutting planes. In order to use this format, fine level
coordinates must be supplied. Coarse level coordinates are derived from the fine level coordinates
via the multigrid restriction operators. Data is stored as follows. The first section
begins with the header
POINTS XX float
where XX is the total number of points. For each point, the coordinates are given as
40