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1D Brusselator PDE test problem:
N = 201, NEQ = 603
num_threads = 4
problem parameters: a = 0.6, b = 2, ep = 1e-05
diffusion coefficients: du = 0.025, dv = 0.025, dw = 0.025
reltol = 1.0e-06, abstol = 1.0e-10
t ||u||_rms ||v||_rms ||w||_rms
----------------------------------------------
0.100000 0.673914 3.377329 1.999987
0.200000 0.684316 3.356619 1.999987
0.300000 0.695306 3.334633 1.999986
0.400000 0.706918 3.311313 1.999986
0.500000 0.719185 3.286601 1.999986
0.600000 0.732137 3.260442 1.999986
0.700000 0.745798 3.232787 1.999985
0.800000 0.760185 3.203596 1.999985
0.900000 0.775303 3.172839 1.999985
1.000000 0.791135 3.140510 1.999984
1.100000 0.807648 3.106624 1.999984
1.200000 0.824771 3.071233 1.999984
1.300000 0.842402 3.034426 1.999983
1.400000 0.860384 2.996350 1.999983
1.500000 0.878514 2.957206 1.999983
1.600000 0.896525 2.917266 1.999982
1.700000 0.914089 2.876873 1.999982
1.800000 0.930823 2.836438 1.999982
1.900000 0.946292 2.796446 1.999982
2.000000 0.960033 2.757430 1.999981
2.100000 0.971576 2.719962 1.999981
2.200000 0.980475 2.684623 1.999981
2.300000 0.986338 2.651980 1.999981
2.400000 0.988852 2.622560 1.999981
2.500000 0.987815 2.596818 1.999981
2.600000 0.983141 2.575128 1.999981
2.700000 0.974858 2.557766 1.999981
2.800000 0.963114 2.544903 1.999981
2.900000 0.948154 2.536611 1.999981
3.000000 0.930299 2.532868 1.999982
3.100000 0.909930 2.533567 1.999982
3.200000 0.887464 2.538529 1.999983
3.300000 0.863335 2.547515 1.999983
3.400000 0.837978 2.560241 1.999983
3.500000 0.811818 2.576391 1.999984
3.600000 0.785255 2.595624 1.999984
3.700000 0.758659 2.617587 1.999985
3.800000 0.732363 2.641922 1.999986
3.900000 0.706662 2.668274 1.999986
4.000000 0.681809 2.696300 1.999986
4.100000 0.658012 2.725670 1.999987
4.200000 0.635435 2.756075 1.999987
4.300000 0.614205 2.787228 1.999988
4.400000 0.594404 2.818869 1.999988
4.500000 0.576082 2.850764 1.999989
4.600000 0.559255 2.882710 1.999989
4.700000 0.543909 2.914529 1.999989
4.800000 0.530011 2.946071 1.999990
4.900000 0.517506 2.977209 1.999990
5.000000 0.506326 3.007843 1.999990
5.100000 0.496394 3.037889 1.999990
5.200000 0.487626 3.067283 1.999990
5.300000 0.479935 3.095976 1.999991
5.400000 0.473237 3.123932 1.999991
5.500000 0.467445 3.151125 1.999991
5.600000 0.462480 3.177540 1.999991
5.700000 0.458264 3.203165 1.999991
5.800000 0.454726 3.227997 1.999991
5.900000 0.451800 3.252035 1.999991
6.000000 0.449425 3.275283 1.999991
6.100000 0.447546 3.297744 1.999991
6.200000 0.446115 3.319428 1.999991
6.300000 0.445086 3.340340 1.999991
6.400000 0.444419 3.360491 1.999991
6.500000 0.444079 3.379890 1.999991
6.600000 0.444034 3.398547 1.999991
6.700000 0.444257 3.416470 1.999991
6.800000 0.444722 3.433669 1.999991
6.900000 0.445409 3.450154 1.999991
7.000000 0.446297 3.465934 1.999991
7.100000 0.447370 3.481018 1.999991
7.200000 0.448614 3.495414 1.999991
7.300000 0.450016 3.509131 1.999991
7.400000 0.451564 3.522176 1.999991
7.500000 0.453249 3.534557 1.999991
7.600000 0.455064 3.546280 1.999991
7.700000 0.457000 3.557353 1.999991
7.800000 0.459052 3.567781 1.999991
7.900000 0.461216 3.577571 1.999991
8.000000 0.463486 3.586728 1.999991
8.100000 0.465860 3.595257 1.999991
8.200000 0.468335 3.603162 1.999991
8.300000 0.470909 3.610447 1.999991
8.400000 0.473582 3.617116 1.999991
8.500000 0.476352 3.623171 1.999991
8.600000 0.479220 3.628616 1.999991
8.700000 0.482186 3.633451 1.999991
8.800000 0.485250 3.637679 1.999990
8.900000 0.488416 3.641299 1.999990
9.000000 0.491684 3.644311 1.999990
9.100000 0.495058 3.646715 1.999990
9.200000 0.498540 3.648509 1.999990
9.300000 0.502134 3.649691 1.999990
9.400000 0.505844 3.650257 1.999990
9.500000 0.509675 3.650202 1.999990
9.600000 0.513632 3.649521 1.999990
9.700000 0.517722 3.648209 1.999990
9.800000 0.521951 3.646257 1.999990
9.900000 0.526326 3.643656 1.999990
10.000000 0.530857 3.640396 1.999990
----------------------------------------------
Final Solver Statistics:
Internal solver steps = 99 (attempted = 99)
Total RHS evals: Fe = 0, Fi = 1694
Total linear solver setups = 35
Total RHS evals for setting up the linear system = 0
Total number of Jacobian evaluations = 14
Total number of Newton iterations = 1196
Total number of nonlinear solver convergence failures = 13
Total number of error test failures = 0
|
