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authorGravatar Neïl Zaim <49716072+NeilZaim@users.noreply.github.com> 2022-07-12 15:24:37 +0200
committerGravatar GitHub <noreply@github.com> 2022-07-12 06:24:37 -0700
commit32a5989d1765853a9bdac38d93c1c863790c65cc (patch)
treeaf4f8d16a0e992232321d88f03632a9392e8cf4b /Examples/Modules/nuclear_fusion/analysis_proton_boron_fusion.py
parent26a804634c26cb5082663a2b7793e7e9e59c8647 (diff)
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Add 2D tests for proton boron fusion (#2540)
* Add 2D tests for proton boron fusion * Apply suggestions from review * Fix WarpX-tests.ini * Update benchmarks
Diffstat (limited to 'Examples/Modules/nuclear_fusion/analysis_proton_boron_fusion.py')
-rwxr-xr-xExamples/Modules/nuclear_fusion/analysis_proton_boron_fusion.py25
1 files changed, 20 insertions, 5 deletions
diff --git a/Examples/Modules/nuclear_fusion/analysis_proton_boron_fusion.py b/Examples/Modules/nuclear_fusion/analysis_proton_boron_fusion.py
index 37b680dee..dfd47fe9b 100755
--- a/Examples/Modules/nuclear_fusion/analysis_proton_boron_fusion.py
+++ b/Examples/Modules/nuclear_fusion/analysis_proton_boron_fusion.py
@@ -79,15 +79,30 @@ E_fusion = 8.59009*MeV_to_Joule # Energy released during p + B -> alpha + Be
E_decay = 0.0918984*MeV_to_Joule # Energy released during Be -> 2*alpha
E_fusion_total = E_fusion + E_decay # Energy released during p + B -> 3*alpha
+## Checks whether this is the 2D or the 3D test
+is_2D = "2D" in sys.argv[1]
+
## Some numerical parameters for this test
size_x = 8
-size_y = 8
+if is_2D:
+ size_y = 1
+else:
+ size_y = 8
size_z = 16
dV_total = size_x*size_y*size_z # Total simulation volume
# Volume of a slice corresponding to a single cell in the z direction. In tests 1 and 2, all the
# particles of a given species in the same slice have the exact same momentum
dV_slice = size_x*size_y
-dt = 1./(scc.c*np.sqrt(3.))
+if is_2D:
+ dt = 1./(scc.c*np.sqrt(2.))
+ yt_z_string = "particle_position_y"
+ nppcell_1 = 10000*8
+ nppcell_2 = 900*8
+else:
+ dt = 1./(scc.c*np.sqrt(3.))
+ yt_z_string = "particle_position_z"
+ nppcell_1 = 10000
+ nppcell_2 = 900
# In test 1 and 2, the energy in cells number i (in z direction) is typically Energy_step * i**2
Energy_step = 22.*keV_to_Joule
@@ -102,7 +117,7 @@ def add_existing_species_to_dict(yt_ad, data_dict, species_name, prefix, suffix)
data_dict[prefix+"_w_"+suffix] = yt_ad[species_name, "particle_weight"].v
data_dict[prefix+"_id_"+suffix] = yt_ad[species_name, "particle_id"].v
data_dict[prefix+"_cpu_"+suffix] = yt_ad[species_name, "particle_cpu"].v
- data_dict[prefix+"_z_"+suffix] = yt_ad[species_name, "particle_position_z"].v
+ data_dict[prefix+"_z_"+suffix] = yt_ad[species_name, yt_z_string].v
def add_empty_species_to_dict(data_dict, species_name, prefix, suffix):
data_dict[prefix+"_px_"+suffix] = np.empty(0)
@@ -643,7 +658,7 @@ def specific_check1(data):
check_isotropy(data, relative_tolerance = 3.e-2)
expected_fusion_number = check_macroparticle_number(data,
fusion_probability_target_value = 0.002,
- num_pair_per_cell = 10000)
+ num_pair_per_cell = nppcell_1)
E_com = compute_E_com1(data)
check_alpha_yield(data, expected_fusion_number, E_com, proton_density = 1.,
boron_density = 1.)
@@ -654,7 +669,7 @@ def specific_check2(data):
## Only 900 particles pairs per cell here because we ignore the 10% of protons that are at rest
expected_fusion_number = check_macroparticle_number(data,
fusion_probability_target_value = 0.02,
- num_pair_per_cell = 900)
+ num_pair_per_cell = nppcell_2)
E_com = compute_E_com2(data)
check_alpha_yield(data, expected_fusion_number, E_com, proton_density = 1.e20,
boron_density = 1.e26)