Tests#
Test suites: 1
Test cases: 10
Failed test cases: 0
Skipped test cases: 0
ID |
Title |
Result |
---|---|---|
test_nullspace |
passed |
|
test_random_orthogonal_matrix |
passed |
|
test_Identity |
passed |
|
test_Modulo_Numerator |
passed |
|
test_Random |
passed |
|
test_ImplicitSymmetricSymplecticPairs |
passed |
|
test_Random |
passed |
|
test_ImplicitSymmetricPairs |
passed |
|
test_ImplicitRKDefaultDPSIsEnough |
passed |
|
test_ImplicitSymplecticPairs |
passed |
[] |
System-out: --------------------------------- Captured Out ---------------------------------
Making sure that the symmetry default is small enough
nsteps = 2
method_pair = ('Gauss', 'Gauss')
2.7755575615628914e-17
method_pair = ('Lobatto_IIIA', 'Lobatto_IIIA')
7.778769097326427e-62
method_pair = ('Radau_IB', 'Radau_IIB')
5.551115123125783e-17
method_pair = ('Lobatto_IIIS', 'Lobatto_IIIS')
7.778769097326427e-62
method_pair = ('Lobatto_IIID', 'Lobatto_IIID')
7.778769097326427e-62
nsteps = 3
method_pair = ('Gauss', 'Gauss')
5.551115123125783e-17
method_pair = ('Lobatto_IIIA', 'Lobatto_IIIA')
2.7755575615628914e-17
method_pair = ('Radau_IB', 'Radau_IIB')
1.1102230246251565e-16
method_pair = ('Lobatto_IIIS', 'Lobatto_IIIS')
4.163336342344337e-17
method_pair = ('Lobatto_IIID', 'Lobatto_IIID')
1.1102230246251565e-16
nsteps = 4
method_pair = ('Gauss', 'Gauss')
1.1102230246251565e-16
method_pair = ('Lobatto_IIIA', 'Lobatto_IIIA')
5.551115123125783e-17
method_pair = ('Radau_IB', 'Radau_IIB')
5.551115123125783e-17
method_pair = ('Lobatto_IIIS', 'Lobatto_IIIS')
5.551115123125783e-17
method_pair = ('Lobatto_IIID', 'Lobatto_IIID')
5.551115123125783e-17
nsteps = 5
method_pair = ('Gauss', 'Gauss')
5.551115123125783e-17
method_pair = ('Lobatto_IIIA', 'Lobatto_IIIA')
2.7755575615628914e-17
method_pair = ('Radau_IB', 'Radau_IIB')
1.5612511283791264e-17
method_pair = ('Lobatto_IIIS', 'Lobatto_IIIS')
2.7755575615628914e-17
method_pair = ('Lobatto_IIID', 'Lobatto_IIID')
5.551115123125783e-17
nsteps = 6
method_pair = ('Gauss', 'Gauss')
1.1102230246251565e-16
method_pair = ('Lobatto_IIIA', 'Lobatto_IIIA')
1.1102230246251565e-16
method_pair = ('Radau_IB', 'Radau_IIB')
1.1102230246251565e-16
method_pair = ('Lobatto_IIIS', 'Lobatto_IIIS')
1.1102230246251565e-16
method_pair = ('Lobatto_IIID', 'Lobatto_IIID')
1.1102230246251565e-16
nsteps = 7
method_pair = ('Gauss', 'Gauss')
5.551115123125783e-17
method_pair = ('Lobatto_IIIA', 'Lobatto_IIIA')
4.163336342344337e-17
method_pair = ('Radau_IB', 'Radau_IIB')
5.551115123125783e-17
method_pair = ('Lobatto_IIIS', 'Lobatto_IIIS')
4.163336342344337e-17
method_pair = ('Lobatto_IIID', 'Lobatto_IIID')
4.163336342344337e-17
nsteps = 8
method_pair = ('Gauss', 'Gauss')
1.1102230246251565e-16
method_pair = ('Lobatto_IIIA', 'Lobatto_IIIA')
1.1102230246251565e-16
method_pair = ('Radau_IB', 'Radau_IIB')
1.1102230246251565e-16
method_pair = ('Lobatto_IIIS', 'Lobatto_IIIS')
1.1102230246251565e-16
method_pair = ('Lobatto_IIID', 'Lobatto_IIID')
1.1102230246251565e-16
nsteps = 9
method_pair = ('Gauss', 'Gauss')
5.551115123125783e-17
method_pair = ('Lobatto_IIIA', 'Lobatto_IIIA')
5.551115123125783e-17
method_pair = ('Radau_IB', 'Radau_IIB')
1.1102230246251565e-16
method_pair = ('Lobatto_IIIS', 'Lobatto_IIIS')
5.551115123125783e-17
method_pair = ('Lobatto_IIID', 'Lobatto_IIID')
5.551115123125783e-17
nsteps = 10
method_pair = ('Gauss', 'Gauss')
4.163336342344337e-17
method_pair = ('Lobatto_IIIA', 'Lobatto_IIIA')
1.1102230246251565e-16
method_pair = ('Radau_IB', 'Radau_IIB')
4.163336342344337e-17
method_pair = ('Lobatto_IIIS', 'Lobatto_IIIS')
1.1102230246251565e-16
method_pair = ('Lobatto_IIID', 'Lobatto_IIID')
1.1102230246251565e-16
|
System-out: --------------------------------- Captured Out ---------------------------------
Making sure that Butcher tables are computed with a high enough precision by default.
nsteps = 2
method = 'Gauss'
0.0
0.0
0.0
0.0
0.0
0.0
0.0
method = 'Radau_IA'
0.0
0.0
0.0
0.0
0.0
1.3877787807814457e-17
0.0
method = 'Radau_IIA'
0.0
0.0
0.0
0.0
0.0
1.3877787807814457e-17
0.0
method = 'Radau_IB'
0.0
0.0
0.0
0.0
0.0
0.0
0.0
method = 'Radau_IIB'
0.0
0.0
0.0
0.0
0.0
1.3877787807814457e-17
0.0
method = 'Lobatto_IIIA'
7.778769097326427e-62
0.0
7.778769097326427e-62
0.0
7.778769097326427e-62
0.0
0.0
method = 'Lobatto_IIIB'
7.778769097326427e-62
0.0
7.778769097326427e-62
0.0
7.778769097326427e-62
0.0
0.0
method = 'Lobatto_IIIC'
0.0
0.0
7.778769097326427e-62
0.0
7.778769097326427e-62
0.0
0.0
method = 'Lobatto_IIIC*'
0.0
0.0
7.778769097326427e-62
0.0
7.778769097326427e-62
0.0
0.0
method = 'Lobatto_IIID'
0.0
0.0
7.778769097326427e-62
0.0
7.778769097326427e-62
0.0
0.0
method = 'Lobatto_IIIS'
3.8893845486632136e-62
0.0
7.778769097326427e-62
0.0
7.778769097326427e-62
0.0
0.0
nsteps = 3
method = 'Gauss'
0.0
0.0
0.0
0.0
0.0
2.491314423931624e-17
0.0
method = 'Radau_IA'
0.0
0.0
1.0103284081488426e-62
0.0
0.0
3.095036667062121e-17
0.0
method = 'Radau_IIA'
0.0
0.0
0.0
0.0
0.0
2.8754522554646994e-17
0.0
method = 'Radau_IB'
0.0
0.0
1.0103284081488426e-62
0.0
0.0
2.325963818389766e-17
0.0
method = 'Radau_IIB'
0.0
0.0
0.0
0.0
0.0
3.19641731393178e-17
0.0
method = 'Lobatto_IIIA'
3.8893845486632136e-62
0.0
3.8893845486632136e-62
0.0
1.5557538194652854e-61
1.2335811384723961e-17
0.0
method = 'Lobatto_IIIB'
1.60363433127837e-61
0.0
3.8893845486632136e-62
0.0
1.5557538194652854e-61
1.2335811384723961e-17
0.0
method = 'Lobatto_IIIC'
0.0
0.0
3.8893845486632136e-62
0.0
1.5557538194652854e-61
1.8503717077085944e-17
0.0
method = 'Lobatto_IIIC*'
6.05092486695206e-122
0.0
3.8893845486632136e-62
0.0
1.5557538194652854e-61
6.1679056923619804e-18
0.0
method = 'Lobatto_IIID'
0.0
0.0
3.8893845486632136e-62
0.0
1.5557538194652854e-61
1.2335811384723961e-17
0.0
method = 'Lobatto_IIIS'
7.778769097326427e-62
0.0
3.8893845486632136e-62
0.0
1.5557538194652854e-61
1.2335811384723961e-17
0.0
nsteps = 4
method = 'Gauss'
0.0
0.0
0.0
0.0
0.0
7.604373304455657e-18
0.0
method = 'Radau_IA'
0.0
0.0
2.309322075768783e-62
0.0
0.0
1.320537451234444e-17
0.0
method = 'Radau_IIA'
0.0
0.0
0.0
0.0
1.5394627546288857e-61
7.705741375659656e-18
0.0
method = 'Radau_IB'
0.0
0.0
2.309322075768783e-62
0.0
0.0
1.514955164620489e-17
0.0
method = 'Radau_IIB'
0.0
0.0
0.0
0.0
1.5394627546288857e-61
5.914482887549631e-18
0.0
method = 'Lobatto_IIIA'
4.028019837751307e-62
0.0
4.028019837751307e-62
7.778769097326427e-62
1.5557538194652854e-61
1.2963223659249744e-17
0.0
method = 'Lobatto_IIIB'
4.7709959946272774e-61
0.0
4.028019837751307e-62
7.778769097326427e-62
1.5557538194652854e-61
1.2963223659249744e-17
0.0
method = 'Lobatto_IIIC'
0.0
0.0
4.028019837751307e-62
7.778769097326427e-62
1.5557538194652854e-61
1.5235490598286095e-17
0.0
method = 'Lobatto_IIIC*'
0.0
0.0
4.028019837751307e-62
7.778769097326427e-62
1.5557538194652854e-61
1.0995055434787233e-17
0.0
method = 'Lobatto_IIID'
0.0
0.0
4.028019837751307e-62
7.778769097326427e-62
1.5557538194652854e-61
5.5981379539705e-18
0.0
method = 'Lobatto_IIIS'
2.333630729197928e-61
0.0
4.028019837751307e-62
7.778769097326427e-62
1.5557538194652854e-61
1.2963223659249744e-17
0.0
nsteps = 5
method = 'Gauss'
0.0
0.0
0.0
0.0
0.0
1.302041578024374e-17
0.0
method = 'Radau_IA'
0.0
0.0
6.419003796133624e-63
0.0
0.0
1.3302946014611691e-17
0.0
method = 'Radau_IIA'
0.0
0.0
0.0
0.0
1.625495983354742e-61
9.948314394807122e-18
0.0
method = 'Radau_IB'
0.0
0.0
6.419003796133624e-63
0.0
0.0
7.805706381805537e-18
0.0
method = 'Radau_IIB'
0.0
0.0
0.0
0.0
1.625495983354742e-61
1.0426805801858122e-17
0.0
method = 'Lobatto_IIIA'
7.110281128024937e-62
0.0
7.110281128024937e-62
0.0
1.5557538194652854e-61
3.3375223024225386e-18
0.0
method = 'Lobatto_IIIB'
1.0834781059740903e-60
0.0
7.110281128024937e-62
0.0
1.5557538194652854e-61
3.611308754554131e-18
0.0
method = 'Lobatto_IIIC'
0.0
0.0
7.110281128024937e-62
0.0
1.5557538194652854e-61
1.470965199454213e-17
0.0
method = 'Lobatto_IIIC*'
7.766614770611855e-61
0.0
7.110281128024937e-62
0.0
1.5557538194652854e-61
1.7386587252086528e-17
0.0
method = 'Lobatto_IIID'
0.0
0.0
7.110281128024937e-62
0.0
1.5557538194652854e-61
6.826861382811323e-18
0.0
method = 'Lobatto_IIIS'
4.6867083811391726e-61
0.0
7.110281128024937e-62
0.0
1.5557538194652854e-61
1.2454513940707162e-17
0.0
nsteps = 6
method = 'Gauss'
0.0
0.0
0.0
0.0
0.0
6.460348512557283e-18
0.0
method = 'Radau_IA'
0.0
0.0
1.3407741657012836e-62
0.0
0.0
1.0658142611554815e-17
0.0
method = 'Radau_IIA'
0.0
0.0
0.0
0.0
1.692366519706643e-61
3.790736406895056e-18
0.0
method = 'Radau_IB'
0.0
0.0
1.3407741657012836e-62
0.0
0.0
1.2909405285757684e-17
0.0
method = 'Radau_IIB'
0.0
0.0
0.0
0.0
1.692366519706643e-61
7.391462148212351e-18
0.0
method = 'Lobatto_IIIA'
4.724994510290076e-62
0.0
4.724994510290076e-62
0.0
2.333630729197928e-61
6.184430310668012e-18
0.0
method = 'Lobatto_IIIB'
2.5221891605061036e-60
0.0
4.724994510290076e-62
0.0
2.333630729197928e-61
7.604721071090112e-18
0.0
method = 'Lobatto_IIIC'
0.0
0.0
4.724994510290076e-62
0.0
2.333630729197928e-61
6.1764557260266826e-18
0.0
method = 'Lobatto_IIIC*'
0.0
0.0
4.724994510290076e-62
0.0
2.333630729197928e-61
9.263695102405577e-18
0.0
method = 'Lobatto_IIID'
0.0
0.0
4.724994510290076e-62
0.0
2.333630729197928e-61
8.12770345046863e-18
0.0
method = 'Lobatto_IIIS'
1.0890276736256998e-60
0.0
4.724994510290076e-62
0.0
2.333630729197928e-61
1.0775741115745466e-17
0.0
nsteps = 7
method = 'Gauss'
0.0
0.0
0.0
0.0
0.0
4.764638737175432e-18
0.0
method = 'Radau_IA'
0.0
0.0
4.5027982250392966e-62
0.0
0.0
6.388621652252686e-18
0.0
method = 'Radau_IIA'
0.0
0.0
0.0
0.0
0.0
6.0816119221575505e-18
0.0
method = 'Radau_IB'
0.0
0.0
4.5027982250392966e-62
0.0
0.0
4.4570696572586706e-18
0.0
method = 'Radau_IIB'
0.0
0.0
0.0
0.0
0.0
5.9937871424453684e-18
0.0
method = 'Lobatto_IIIA'
3.3329442787616894e-62
0.0
3.3329442787616894e-62
0.0
1.5557538194652854e-61
4.914645729519846e-18
0.0
method = 'Lobatto_IIIB'
4.3996966449529405e-60
0.0
3.3329442787616894e-62
0.0
1.5557538194652854e-61
6.229021040036531e-18
0.0
method = 'Lobatto_IIIC'
0.0
0.0
3.3329442787616894e-62
0.0
1.5557538194652854e-61
5.052307778490623e-18
0.0
method = 'Lobatto_IIIC*'
4.833740284265916e-60
0.0
3.3329442787616894e-62
0.0
1.5557538194652854e-61
3.0711431520985405e-18
0.0
method = 'Lobatto_IIID'
0.0
0.0
3.3329442787616894e-62
0.0
1.5557538194652854e-61
6.229021040036531e-18
0.0
method = 'Lobatto_IIIS'
2.021553921364713e-60
0.0
3.3329442787616894e-62
0.0
1.5557538194652854e-61
6.798738942786573e-18
0.0
nsteps = 8
method = 'Gauss'
0.0
0.0
0.0
0.0
0.0
4.592553669661122e-18
0.0
method = 'Radau_IA'
0.0
0.0
2.273238918334896e-62
0.0
0.0
4.046228553331308e-18
0.0
method = 'Radau_IIA'
0.0
0.0
0.0
0.0
3.585232663730828e-61
4.046228553331308e-18
0.0
method = 'Radau_IB'
0.0
0.0
2.273238918334896e-62
0.0
0.0
3.645556691106832e-18
0.0
method = 'Radau_IIB'
0.0
0.0
0.0
0.0
3.585232663730828e-61
3.7646259928229986e-18
0.0
method = 'Lobatto_IIIA'
1.462317432847009e-63
0.0
1.462317432847009e-63
0.0
0.0
7.174057017948832e-18
0.0
method = 'Lobatto_IIIB'
6.159454381996425e-60
0.0
1.462317432847009e-63
0.0
0.0
4.215842509268638e-18
0.0
method = 'Lobatto_IIIC'
0.0
0.0
1.462317432847009e-63
0.0
0.0
5.267396027187748e-18
0.0
method = 'Lobatto_IIIC*'
0.0
0.0
1.462317432847009e-63
0.0
0.0
7.251547943471855e-18
0.0
method = 'Lobatto_IIID'
0.0
0.0
1.462317432847009e-63
0.0
0.0
3.3579398366607522e-18
0.0
method = 'Lobatto_IIIS'
5.0006372768527035e-62
0.0
1.462317432847009e-63
0.0
0.0
6.725885434976752e-18
0.0
nsteps = 9
method = 'Gauss'
0.0
0.0
0.0
0.0
0.0
2.0897256610318294e-18
0.0
method = 'Radau_IA'
0.0
0.0
3.6026184027412676e-62
0.0
0.0
2.6759319457183913e-18
0.0
method = 'Radau_IIA'
0.0
0.0
0.0
0.0
0.0
3.1316098153303254e-18
0.0
method = 'Radau_IB'
0.0
0.0
3.6026184027412676e-62
0.0
0.0
4.325376339560606e-18
0.0
method = 'Radau_IIB'
0.0
0.0
0.0
0.0
0.0
3.425852206681494e-18
0.0
method = 'Lobatto_IIIA'
3.4089088207277678e-62
0.0
3.4089088207277678e-62
0.0
0.0
3.9406620533995364e-18
0.0
method = 'Lobatto_IIIB'
1.1189201231409164e-58
0.0
3.4089088207277678e-62
0.0
0.0
4.8116921334962236e-18
0.0
method = 'Lobatto_IIIC'
0.0
0.0
3.4089088207277678e-62
0.0
0.0
4.153675500962685e-18
0.0
method = 'Lobatto_IIIC*'
3.7986653775374724e-59
0.0
3.4089088207277678e-62
0.0
0.0
3.267716156759174e-18
0.0
method = 'Lobatto_IIID'
0.0
0.0
3.4089088207277678e-62
0.0
0.0
3.771169467299215e-18
0.0
method = 'Lobatto_IIIS'
4.415315770410228e-59
0.0
3.4089088207277678e-62
0.0
0.0
3.9406620533995364e-18
0.0
nsteps = 10
method = 'Gauss'
0.0
0.0
0.0
0.0
0.0
3.2797969349242396e-18
0.0
method = 'Radau_IA'
0.0
0.0
3.8552005047784783e-63
0.0
0.0
3.445128598461997e-18
0.0
method = 'Radau_IIA'
0.0
0.0
0.0
0.0
1.866570148647088e-61
2.915819658337885e-18
0.0
method = 'Radau_IB'
0.0
0.0
3.8552005047784783e-63
0.0
0.0
3.1183337524174426e-18
0.0
method = 'Radau_IIB'
0.0
0.0
0.0
0.0
1.866570148647088e-61
2.863460216321042e-18
0.0
method = 'Lobatto_IIIA'
1.5658191212757908e-62
0.0
1.5658191212757908e-62
0.0
7.778769097326427e-62
5.834624490169102e-18
0.0
method = 'Lobatto_IIIB'
3.629268752203615e-58
0.0
1.5658191212757908e-62
0.0
7.778769097326427e-62
2.8989735825356692e-18
0.0
method = 'Lobatto_IIIC'
0.0
0.0
1.5658191212757908e-62
0.0
7.778769097326427e-62
3.0932713980210792e-18
0.0
method = 'Lobatto_IIIC*'
0.0
0.0
1.5658191212757908e-62
0.0
7.778769097326427e-62
3.366812722221291e-18
0.0
method = 'Lobatto_IIID'
0.0
0.0
1.5658191212757908e-62
0.0
7.778769097326427e-62
2.8403330531416768e-18
0.0
method = 'Lobatto_IIIS'
1.5112635817669657e-58
0.0
1.5658191212757908e-62
0.0
7.778769097326427e-62
2.1553443592883545e-18
0.0
|
System-out: --------------------------------- Captured Out ---------------------------------
Testing group properties on random transformations.
geodim = 2, nbody = 2
geodim = 2, nbody = 3
geodim = 2, nbody = 4
geodim = 2, nbody = 5
geodim = 3, nbody = 2
geodim = 3, nbody = 3
geodim = 3, nbody = 4
geodim = 3, nbody = 5
|
System-out: --------------------------------- Captured Out ---------------------------------
Testing group properties on identity.
geodim = 2, nbody = 2
geodim = 2, nbody = 3
geodim = 2, nbody = 4
geodim = 2, nbody = 5
geodim = 3, nbody = 2
geodim = 3, nbody = 3
geodim = 3, nbody = 4
geodim = 3, nbody = 5
|
System-out: --------------------------------- Captured Out ---------------------------------
Testing group properties on random transformations.
geodim = 2, nbody = 2
geodim = 2, nbody = 3
geodim = 2, nbody = 4
geodim = 2, nbody = 5
geodim = 3, nbody = 2
geodim = 3, nbody = 3
geodim = 3, nbody = 4
geodim = 3, nbody = 5
|
System-out: --------------------------------- Captured Out ---------------------------------
Generation of random orthogonal matrices.
Dimension: 2
Dimension: 10
Dimension: 20
|
System-out: --------------------------------- Captured Out ---------------------------------
Testing nullspace of a dense matrix.
Dimension: 2, 2
Dimension: 2, 10
Dimension: 2, 20
Dimension: 10, 2
Dimension: 10, 10
Dimension: 10, 20
Dimension: 20, 2
Dimension: 20, 10
Dimension: 20, 20
|
System-out: --------------------------------- Captured Out ---------------------------------
Testing acceptable values of TimeShift numerator.
geodim = 2, nbody = 2
geodim = 2, nbody = 3
geodim = 2, nbody = 4
geodim = 2, nbody = 5
geodim = 3, nbody = 2
geodim = 3, nbody = 3
geodim = 3, nbody = 4
geodim = 3, nbody = 5
Testing acceptable values of TimeShift numerator.
geodim = 2, nbody = 2
geodim = 2, nbody = 3
geodim = 2, nbody = 4
geodim = 2, nbody = 5
geodim = 3, nbody = 2
geodim = 3, nbody = 3
geodim = 3, nbody = 4
geodim = 3, nbody = 5
Testing acceptable values of TimeShift numerator.
geodim = 2, nbody = 2
geodim = 2, nbody = 3
geodim = 2, nbody = 4
geodim = 2, nbody = 5
geodim = 3, nbody = 2
geodim = 3, nbody = 3
geodim = 3, nbody = 4
geodim = 3, nbody = 5
Testing acceptable values of TimeShift numerator.
geodim = 2, nbody = 2
geodim = 2, nbody = 3
geodim = 2, nbody = 4
geodim = 2, nbody = 5
geodim = 3, nbody = 2
geodim = 3, nbody = 3
geodim = 3, nbody = 4
geodim = 3, nbody = 5
Testing acceptable values of TimeShift numerator.
geodim = 2, nbody = 2
geodim = 2, nbody = 3
geodim = 2, nbody = 4
geodim = 2, nbody = 5
geodim = 3, nbody = 2
geodim = 3, nbody = 3
geodim = 3, nbody = 4
geodim = 3, nbody = 5
Testing acceptable values of TimeShift numerator.
geodim = 2, nbody = 2
geodim = 2, nbody = 3
geodim = 2, nbody = 4
geodim = 2, nbody = 5
geodim = 3, nbody = 2
geodim = 3, nbody = 3
geodim = 3, nbody = 4
geodim = 3, nbody = 5
Testing acceptable values of TimeShift numerator.
geodim = 2, nbody = 2
geodim = 2, nbody = 3
geodim = 2, nbody = 4
geodim = 2, nbody = 5
geodim = 3, nbody = 2
geodim = 3, nbody = 3
geodim = 3, nbody = 4
geodim = 3, nbody = 5
Testing acceptable values of TimeShift numerator.
geodim = 2, nbody = 2
geodim = 2, nbody = 3
geodim = 2, nbody = 4
geodim = 2, nbody = 5
geodim = 3, nbody = 2
geodim = 3, nbody = 3
geodim = 3, nbody = 4
geodim = 3, nbody = 5
Testing acceptable values of TimeShift numerator.
geodim = 2, nbody = 2
geodim = 2, nbody = 3
geodim = 2, nbody = 4
geodim = 2, nbody = 5
geodim = 3, nbody = 2
geodim = 3, nbody = 3
geodim = 3, nbody = 4
geodim = 3, nbody = 5
Testing acceptable values of TimeShift numerator.
geodim = 2, nbody = 2
geodim = 2, nbody = 3
geodim = 2, nbody = 4
geodim = 2, nbody = 5
geodim = 3, nbody = 2
geodim = 3, nbody = 3
geodim = 3, nbody = 4
geodim = 3, nbody = 5
|
System-out: --------------------------------- Captured Out ---------------------------------
Making sure that the symmetry-symplecticity default is small enough
nsteps = 2
method_pair = ('Radau_IA', 'Radau_IIA')
1.1102230246251565e-16
nsteps = 3
method_pair = ('Radau_IA', 'Radau_IIA')
5.551115123125783e-17
nsteps = 4
method_pair = ('Radau_IA', 'Radau_IIA')
5.551115123125783e-17
nsteps = 5
method_pair = ('Radau_IA', 'Radau_IIA')
2.7755575615628914e-17
nsteps = 6
method_pair = ('Radau_IA', 'Radau_IIA')
5.551115123125783e-17
nsteps = 7
method_pair = ('Radau_IA', 'Radau_IIA')
1.1102230246251565e-16
nsteps = 8
method_pair = ('Radau_IA', 'Radau_IIA')
1.1102230246251565e-16
nsteps = 9
method_pair = ('Radau_IA', 'Radau_IIA')
1.1102230246251565e-16
nsteps = 10
method_pair = ('Radau_IA', 'Radau_IIA')
4.163336342344337e-17
|
System-out: --------------------------------- Captured Out ---------------------------------
Making sure that the symplecticity default is small enough
nsteps = 2
method_pair = ('Gauss', 'Gauss')
6.938893903907228e-18
method_pair = ('Radau_IB', 'Radau_IB')
1.3877787807814457e-17
method_pair = ('Radau_IIB', 'Radau_IIB')
1.3877787807814457e-17
method_pair = ('Lobatto_IIID', 'Lobatto_IIID')
0.0
method_pair = ('Lobatto_IIIS', 'Lobatto_IIIS')
1.9446922743316068e-62
method_pair = ('Lobatto_IIIA', 'Lobatto_IIIB')
3.8893845486632136e-62
method_pair = ('Lobatto_IIIC', 'Lobatto_IIIC*')
0.0
nsteps = 3
method_pair = ('Gauss', 'Gauss')
1.770923943792997e-17
method_pair = ('Radau_IB', 'Radau_IB')
2.6416669070551443e-17
method_pair = ('Radau_IIB', 'Radau_IIB')
1.982235505018573e-17
method_pair = ('Lobatto_IIID', 'Lobatto_IIID')
2.6213599192538418e-17
method_pair = ('Lobatto_IIIS', 'Lobatto_IIIS')
1.2335811384723961e-17
method_pair = ('Lobatto_IIIA', 'Lobatto_IIIB')
2.6213599192538418e-17
method_pair = ('Lobatto_IIIC', 'Lobatto_IIIC*')
3.700743415417188e-17
nsteps = 4
method_pair = ('Gauss', 'Gauss')
8.57209966499118e-18
method_pair = ('Radau_IB', 'Radau_IB')
1.514955164620489e-17
method_pair = ('Radau_IIB', 'Radau_IIB')
7.963304920264826e-18
method_pair = ('Lobatto_IIID', 'Lobatto_IIID')
9.297359945486888e-18
method_pair = ('Lobatto_IIIS', 'Lobatto_IIIS')
1.2963223659249744e-17
method_pair = ('Lobatto_IIIA', 'Lobatto_IIIB')
1.2963223659249744e-17
method_pair = ('Lobatto_IIIC', 'Lobatto_IIIC*')
3.7208654627325653e-17
nsteps = 5
method_pair = ('Gauss', 'Gauss')
1.302041578024374e-17
method_pair = ('Radau_IB', 'Radau_IB')
1.0229642107734232e-17
method_pair = ('Radau_IIB', 'Radau_IIB')
4.343158527610883e-18
method_pair = ('Lobatto_IIID', 'Lobatto_IIID')
8.612605880166451e-18
method_pair = ('Lobatto_IIIS', 'Lobatto_IIIS')
1.2454513940707162e-17
method_pair = ('Lobatto_IIIA', 'Lobatto_IIIB')
2.5187918751982686e-17
method_pair = ('Lobatto_IIIC', 'Lobatto_IIIC*')
1.470965199454213e-17
nsteps = 6
method_pair = ('Gauss', 'Gauss')
6.460348512557283e-18
method_pair = ('Radau_IB', 'Radau_IB')
1.2909405285757684e-17
method_pair = ('Radau_IIB', 'Radau_IIB')
7.391462148212351e-18
method_pair = ('Lobatto_IIID', 'Lobatto_IIID')
5.456724267844652e-18
method_pair = ('Lobatto_IIIS', 'Lobatto_IIIS')
1.2058131082804095e-17
method_pair = ('Lobatto_IIIA', 'Lobatto_IIIB')
6.184430310668012e-18
method_pair = ('Lobatto_IIIC', 'Lobatto_IIIC*')
5.365527491883716e-18
nsteps = 7
method_pair = ('Gauss', 'Gauss')
7.93628851173588e-18
method_pair = ('Radau_IB', 'Radau_IB')
4.4570696572586706e-18
method_pair = ('Radau_IIB', 'Radau_IIB')
5.9937871424453684e-18
method_pair = ('Lobatto_IIID', 'Lobatto_IIID')
4.7158014324689945e-18
method_pair = ('Lobatto_IIIS', 'Lobatto_IIIS')
8.294241291172452e-18
method_pair = ('Lobatto_IIIA', 'Lobatto_IIIB')
8.294241291172452e-18
method_pair = ('Lobatto_IIIC', 'Lobatto_IIIC*')
8.462994872144355e-18
nsteps = 8
method_pair = ('Gauss', 'Gauss')
4.592553669661122e-18
method_pair = ('Radau_IB', 'Radau_IB')
5.1130095137515755e-18
method_pair = ('Radau_IIB', 'Radau_IIB')
4.75792841672356e-18
method_pair = ('Lobatto_IIID', 'Lobatto_IIID')
5.2336011773401785e-18
method_pair = ('Lobatto_IIIS', 'Lobatto_IIIS')
6.725885434976752e-18
method_pair = ('Lobatto_IIIA', 'Lobatto_IIIB')
2.780776859324109e-18
method_pair = ('Lobatto_IIIC', 'Lobatto_IIIC*')
3.57391607007858e-18
nsteps = 9
method_pair = ('Gauss', 'Gauss')
4.1920279576393796e-18
method_pair = ('Radau_IB', 'Radau_IB')
4.325376339560606e-18
method_pair = ('Radau_IIB', 'Radau_IIB')
3.596761377283e-18
method_pair = ('Lobatto_IIID', 'Lobatto_IIID')
5.341292323891135e-18
method_pair = ('Lobatto_IIIS', 'Lobatto_IIIS')
3.726530281461155e-18
method_pair = ('Lobatto_IIIA', 'Lobatto_IIIB')
4.830697043213724e-18
method_pair = ('Lobatto_IIIC', 'Lobatto_IIIC*')
3.743733030254051e-18
nsteps = 10
method_pair = ('Gauss', 'Gauss')
3.2797969349242396e-18
method_pair = ('Radau_IB', 'Radau_IB')
5.390163760012726e-18
method_pair = ('Radau_IIB', 'Radau_IIB')
4.0754336875861864e-18
method_pair = ('Lobatto_IIID', 'Lobatto_IIID')
5.646686992442228e-18
method_pair = ('Lobatto_IIIS', 'Lobatto_IIIS')
3.809648758188132e-18
method_pair = ('Lobatto_IIIA', 'Lobatto_IIIB')
3.809648758188132e-18
method_pair = ('Lobatto_IIIC', 'Lobatto_IIIC*')
3.608026734986367e-18
|