Time, Accuracy, Speed Analysis (TAS)#
Below is the guide to running TAS using ex13, which is a Poisson Problem in 2D and 3D with Finite Elements:
Compile
ex13.c
This example source file, and the corresponding
makefile
are located inPETSC_DIR/src/snes/tutorials/
Compile with the command:
$ make ex13
Run ex13 with the following command:
mpiexec -n 2 ./ex13 -log_view :/home/<user name>/PETSC_DIR/lib/petsc/bin/ex_13_test.py:ascii_info_detail \ -dm_distribute \ -dm_plex_box_faces 8,8 \ -potential_petscspace_degree 1 \ -snes_convergence_estimate \ -convest_num_refine 5
A log file in the above directory called
ex_13_test.py
should now be present. This is also the same directory that contains the TAS python3 scriptpetsc_tas_analysis.py
Now run
petsc_tas_analysis.py
:./petsc_tas_analysis.py -f ex_13_test
You should see something similar to the following in your terminal window:
ex_13Test *******************Data for ex_13Test*************************** Times : [0.007 0.019 0.045 0.136 0.49 ] Mean Time : [0.007 0.019 0.045 0.136 0.49 ] Times Range : [3.87e-06 4.20e-06 4.40e-06 4.00e-06 3.00e-06] Time Growth Rate : [2.84 2.361 3.029 3.591] Flops : [1.834e+04 1.443e+05 8.816e+05 7.164e+06 6.256e+07] Mean Flops : [9.168e+03 7.215e+04 4.408e+05 3.582e+06 3.128e+07] Flop Range : [9.691e+03 7.644e+04 4.595e+05 3.677e+06 3.174e+07] Flop Growth Rate : [7.87 6.109 8.126 8.733] LU Factor : [7.157e-06 2.878e-05 7.875e-05 2.821e-04 1.050e-03] LU Factor Mean : [6.480e-06 2.694e-05 7.535e-05 2.702e-04 1.048e-03] LU Factor Range : [1.354e-06 3.668e-06 6.786e-06 2.368e-05 4.970e-06] LU Factor Growth Rate : [] **********Data for Field 0************ dofs : [ 12. 56. 240. 992. 4032.] Errors : [0.203 0.053 0.013 0.003 0.001] Least Squares Data ================== Mesh Convergence Alpha: -0.9460821998182669 0.3575225062079136 convRate: 1.8921643996365338 of ex_13Test data
Finally the graphs will appear in the subdirectory
graphs/
- For more detailed help in using TAS:
See detailed user’s guide
On the command line use
./petsc_tas_analysis.py -h