diff --git a/eloss_calculations/Eloss.py b/eloss_calculations/Eloss.py index f4c3bda..6997948 100644 --- a/eloss_calculations/Eloss.py +++ b/eloss_calculations/Eloss.py @@ -81,10 +81,11 @@ def generate_lookup(z, mass_u, e_start_mev, label): projectile.T(e_u) # dedx returns MeV / (g/cm2) - if(mass_u >=10.0): - loss_mev = catima.dedx(projectile, gas_mix) * step_g_cm2 * DEDX_SCALE - else: - loss_mev = catima.dedx(projectile, gas_mix) * step_g_cm2 + loss_mev = catima.dedx(projectile, gas_mix) * step_g_cm2 * DEDX_SCALE + # if(mass_u >=10.0): + # loss_mev = catima.dedx(projectile, gas_mix) * step_g_cm2 * DEDX_SCALE + # else: + # loss_mev = catima.dedx(projectile, gas_mix) * step_g_cm2 current_e_total = max(0.0, current_e_total - loss_mev) current_thickness_g_cm2 += step_g_cm2 diff --git a/eloss_calculations/alpha_lookup_50MeV_250torr_3pc.dat b/eloss_calculations/alpha_lookup_50MeV_250torr_3pc.dat index fabeff8..fbb478b 100644 --- a/eloss_calculations/alpha_lookup_50MeV_250torr_3pc.dat +++ b/eloss_calculations/alpha_lookup_50MeV_250torr_3pc.dat @@ -1,15189 +1,21486 @@ # Energy(MeV) mg/cm2 cm # Starting Energy: 50 MeV 50.000000 0.000000 0.000000 -49.997606 0.015000 0.210854 -49.995212 0.030000 0.421708 -49.992818 0.045000 0.632562 -49.990424 0.060000 0.843416 -49.988030 0.075000 1.054270 -49.985635 0.090000 1.265124 -49.983241 0.105000 1.475978 -49.980846 0.120000 1.686832 -49.978452 0.135000 1.897686 -49.976057 0.150000 2.108540 -49.973662 0.165000 2.319394 -49.971267 0.180000 2.530248 -49.968872 0.195000 2.741102 -49.966477 0.210000 2.951956 -49.964082 0.225000 3.162810 -49.961686 0.240000 3.373664 -49.959291 0.255000 3.584518 -49.956895 0.270000 3.795372 -49.954500 0.285000 4.006226 -49.952104 0.300000 4.217080 -49.949708 0.315000 4.427934 -49.947312 0.330000 4.638788 -49.944916 0.345000 4.849642 -49.942520 0.360000 5.060496 -49.940124 0.375000 5.271350 -49.937727 0.390000 5.482204 -49.935331 0.405000 5.693058 -49.932934 0.420000 5.903912 -49.930537 0.435000 6.114766 -49.928141 0.450000 6.325620 -49.925744 0.465000 6.536474 -49.923347 0.480000 6.747328 -49.920950 0.495000 6.958182 -49.918553 0.510000 7.169036 -49.916155 0.525000 7.379890 -49.913758 0.540000 7.590744 -49.911361 0.555000 7.801598 -49.908963 0.570000 8.012452 -49.906565 0.585000 8.223306 -49.904168 0.600000 8.434160 -49.901770 0.615000 8.645014 -49.899372 0.630000 8.855868 -49.896974 0.645000 9.066722 -49.894575 0.660000 9.277576 -49.892177 0.675000 9.488430 -49.889779 0.690000 9.699284 -49.887380 0.705000 9.910138 -49.884982 0.720000 10.120992 -49.882583 0.735000 10.331846 -49.880184 0.750000 10.542700 -49.877785 0.765000 10.753554 -49.875386 0.780000 10.964408 -49.872987 0.795000 11.175262 -49.870588 0.810000 11.386116 -49.868189 0.825000 11.596970 -49.865790 0.840000 11.807825 -49.863390 0.855000 12.018679 -49.860990 0.870000 12.229533 -49.858591 0.885000 12.440387 -49.856191 0.900000 12.651241 -49.853791 0.915000 12.862095 -49.851391 0.930000 13.072949 -49.848991 0.945000 13.283803 -49.846591 0.960000 13.494657 -49.844191 0.975000 13.705511 -49.841790 0.990000 13.916365 -49.839390 1.005000 14.127219 -49.836989 1.020000 14.338073 -49.834588 1.035000 14.548927 -49.832188 1.050000 14.759781 -49.829787 1.065000 14.970635 -49.827386 1.080000 15.181489 -49.824985 1.095000 15.392343 -49.822583 1.110000 15.603197 -49.820182 1.125000 15.814051 -49.817781 1.140000 16.024905 -49.815379 1.155000 16.235759 -49.812978 1.170000 16.446613 -49.810576 1.185000 16.657467 -49.808174 1.200000 16.868321 -49.805772 1.215000 17.079175 -49.803370 1.230000 17.290029 -49.800968 1.245000 17.500883 -49.798566 1.260000 17.711737 -49.796164 1.275000 17.922591 -49.793761 1.290000 18.133445 -49.791359 1.305000 18.344299 -49.788956 1.320000 18.555153 -49.786553 1.335000 18.766007 -49.784151 1.350000 18.976861 -49.781748 1.365000 19.187715 -49.779345 1.380000 19.398569 -49.776941 1.395000 19.609423 -49.774538 1.410000 19.820277 -49.772135 1.425000 20.031131 -49.769732 1.440000 20.241985 -49.767328 1.455000 20.452839 -49.764924 1.470000 20.663693 -49.762521 1.485000 20.874547 -49.760117 1.500000 21.085401 -49.757713 1.515000 21.296255 -49.755309 1.530000 21.507109 -49.752905 1.545000 21.717963 -49.750500 1.560000 21.928817 -49.748096 1.575000 22.139671 -49.745692 1.590000 22.350525 -49.743287 1.605000 22.561379 -49.740883 1.620000 22.772233 -49.738478 1.635000 22.983087 -49.736073 1.650000 23.193941 -49.733668 1.665000 23.404795 -49.731263 1.680000 23.615649 -49.728858 1.695000 23.826503 -49.726453 1.710000 24.037357 -49.724047 1.725000 24.248211 -49.721642 1.740000 24.459065 -49.719236 1.755000 24.669919 -49.716831 1.770000 24.880773 -49.714425 1.785000 25.091627 -49.712019 1.800000 25.302481 -49.709613 1.815000 25.513335 -49.707207 1.830000 25.724189 -49.704801 1.845000 25.935043 -49.702394 1.860000 26.145897 -49.699988 1.875000 26.356751 -49.697582 1.890000 26.567605 -49.695175 1.905000 26.778459 -49.692768 1.920000 26.989313 -49.690362 1.935000 27.200167 -49.687955 1.950000 27.411021 -49.685548 1.965000 27.621875 -49.683141 1.980000 27.832729 -49.680734 1.995000 28.043583 -49.678326 2.010000 28.254437 -49.675919 2.025000 28.465291 -49.673511 2.040000 28.676145 -49.671104 2.055000 28.886999 -49.668696 2.070000 29.097853 -49.666288 2.085000 29.308707 -49.663880 2.100000 29.519561 -49.661472 2.115000 29.730415 -49.659064 2.130000 29.941269 -49.656656 2.145000 30.152123 -49.654248 2.160000 30.362977 -49.651839 2.175000 30.573831 -49.649431 2.190000 30.784685 -49.647022 2.205000 30.995539 -49.644614 2.220000 31.206393 -49.642205 2.235000 31.417247 -49.639796 2.250000 31.628101 -49.637387 2.265000 31.838955 -49.634978 2.280000 32.049809 -49.632569 2.295000 32.260663 -49.630159 2.310000 32.471517 -49.627750 2.325000 32.682371 -49.625340 2.340000 32.893225 -49.622931 2.355000 33.104079 -49.620521 2.370000 33.314933 -49.618111 2.385000 33.525787 -49.615701 2.400000 33.736641 -49.613291 2.415000 33.947495 -49.610881 2.430000 34.158349 -49.608471 2.445000 34.369203 -49.606060 2.460000 34.580057 -49.603650 2.475000 34.790911 -49.601239 2.490000 35.001765 -49.598829 2.505000 35.212619 -49.596418 2.520000 35.423474 -49.594007 2.535000 35.634328 -49.591596 2.550000 35.845182 -49.589185 2.565000 36.056036 -49.586774 2.580000 36.266890 -49.584363 2.595000 36.477744 -49.581951 2.610000 36.688598 -49.579540 2.625000 36.899452 -49.577128 2.640000 37.110306 -49.574717 2.655000 37.321160 -49.572305 2.670000 37.532014 -49.569893 2.685000 37.742868 -49.567481 2.700000 37.953722 -49.565069 2.715000 38.164576 -49.562657 2.730000 38.375430 -49.560244 2.745000 38.586284 -49.557832 2.760000 38.797138 -49.555419 2.775000 39.007992 -49.553007 2.790000 39.218846 -49.550594 2.805000 39.429700 -49.548181 2.820000 39.640554 -49.545768 2.835000 39.851408 -49.543355 2.850000 40.062262 -49.540942 2.865000 40.273116 -49.538529 2.880000 40.483970 -49.536116 2.895000 40.694824 -49.533702 2.910000 40.905678 -49.531289 2.925000 41.116532 -49.528875 2.940000 41.327386 -49.526462 2.955000 41.538240 -49.524048 2.970000 41.749094 -49.521634 2.985000 41.959948 -49.519220 3.000000 42.170802 -49.516806 3.015000 42.381656 -49.514391 3.030000 42.592510 -49.511977 3.045000 42.803364 -49.509563 3.060000 43.014218 -49.507148 3.075000 43.225072 -49.504733 3.090000 43.435926 -49.502319 3.105000 43.646780 -49.499904 3.120000 43.857634 -49.497489 3.135000 44.068488 -49.495074 3.150000 44.279342 -49.492659 3.165000 44.490196 -49.490243 3.180000 44.701050 -49.487828 3.195000 44.911904 -49.485412 3.210000 45.122758 -49.482997 3.225000 45.333612 -49.480581 3.240000 45.544466 -49.478165 3.255000 45.755320 -49.475750 3.270000 45.966174 -49.473334 3.285000 46.177028 -49.470917 3.300000 46.387882 -49.468501 3.315000 46.598736 -49.466085 3.330000 46.809590 -49.463669 3.345000 47.020444 -49.461252 3.360000 47.231298 -49.458835 3.375000 47.442152 -49.456419 3.390000 47.653006 -49.454002 3.405000 47.863860 -49.451585 3.420000 48.074714 -49.449168 3.435000 48.285568 -49.446751 3.450000 48.496422 -49.444334 3.465000 48.707276 -49.441916 3.480000 48.918130 -49.439499 3.495000 49.128984 -49.437081 3.510000 49.339838 -49.434664 3.525000 49.550692 -49.432246 3.540000 49.761546 -49.429828 3.555000 49.972400 -49.427410 3.570000 50.183254 -49.424992 3.585000 50.394108 -49.422574 3.600000 50.604962 -49.420156 3.615000 50.815816 -49.417737 3.630000 51.026670 -49.415319 3.645000 51.237524 -49.412900 3.660000 51.448378 -49.410482 3.675000 51.659232 -49.408063 3.690000 51.870086 -49.405644 3.705000 52.080940 -49.403225 3.720000 52.291794 -49.400806 3.735000 52.502648 -49.398387 3.750000 52.713502 -49.395967 3.765000 52.924356 -49.393548 3.780000 53.135210 -49.391129 3.795000 53.346064 -49.388709 3.810000 53.556918 -49.386289 3.825000 53.767772 -49.383869 3.840000 53.978626 -49.381450 3.855000 54.189480 -49.379030 3.870000 54.400334 -49.376609 3.885000 54.611188 -49.374189 3.900000 54.822042 -49.371769 3.915000 55.032896 -49.369348 3.930000 55.243750 -49.366928 3.945000 55.454604 -49.364507 3.960000 55.665458 -49.362086 3.975000 55.876312 -49.359666 3.990000 56.087166 -49.357245 4.005000 56.298020 -49.354824 4.020000 56.508874 -49.352402 4.035000 56.719728 -49.349981 4.050000 56.930582 -49.347560 4.065000 57.141436 -49.345138 4.080000 57.352290 -49.342717 4.095000 57.563144 -49.340295 4.110000 57.773998 -49.337873 4.125000 57.984852 -49.335451 4.140000 58.195706 -49.333029 4.155000 58.406560 -49.330607 4.170000 58.617414 -49.328185 4.185000 58.828269 -49.325763 4.200000 59.039123 -49.323341 4.215000 59.249977 -49.320918 4.230000 59.460831 -49.318495 4.245000 59.671685 -49.316073 4.260000 59.882539 -49.313650 4.275000 60.093393 -49.311227 4.290000 60.304247 -49.308804 4.305000 60.515101 -49.306381 4.320000 60.725955 -49.303958 4.335000 60.936809 -49.301534 4.350000 61.147663 -49.299111 4.365000 61.358517 -49.296687 4.380000 61.569371 -49.294264 4.395000 61.780225 -49.291840 4.410000 61.991079 -49.289416 4.425000 62.201933 -49.286992 4.440000 62.412787 -49.284568 4.455000 62.623641 -49.282144 4.470000 62.834495 -49.279719 4.485000 63.045349 -49.277295 4.500000 63.256203 -49.274871 4.515000 63.467057 -49.272446 4.530000 63.677911 -49.270021 4.545000 63.888765 -49.267597 4.560000 64.099619 -49.265172 4.575000 64.310473 -49.262747 4.590000 64.521327 -49.260322 4.605000 64.732181 -49.257896 4.620000 64.943035 -49.255471 4.635000 65.153889 -49.253046 4.650000 65.364743 -49.250620 4.665000 65.575597 -49.248194 4.680000 65.786451 -49.245769 4.695000 65.997305 -49.243343 4.710000 66.208159 -49.240917 4.725000 66.419013 -49.238491 4.740000 66.629867 -49.236065 4.755000 66.840721 -49.233638 4.770000 67.051575 -49.231212 4.785000 67.262429 -49.228786 4.800000 67.473283 -49.226359 4.815000 67.684137 -49.223932 4.830000 67.894991 -49.221506 4.845000 68.105845 -49.219079 4.860000 68.316699 -49.216652 4.875000 68.527553 -49.214225 4.890000 68.738407 -49.211797 4.905000 68.949261 -49.209370 4.920000 69.160115 -49.206943 4.935000 69.370969 -49.204515 4.950000 69.581823 -49.202088 4.965000 69.792677 -49.199660 4.980000 70.003531 -49.197232 4.995000 70.214385 -49.194804 5.010000 70.425239 -49.192376 5.025000 70.636093 -49.189948 5.040000 70.846947 -49.187520 5.055000 71.057801 -49.185091 5.070000 71.268655 -49.182663 5.085000 71.479509 -49.180234 5.100000 71.690363 -49.177806 5.115000 71.901217 -49.175377 5.130000 72.112071 -49.172948 5.145000 72.322925 -49.170519 5.160000 72.533779 -49.168090 5.175000 72.744633 -49.165661 5.190000 72.955487 -49.163232 5.205000 73.166341 -49.160802 5.220000 73.377195 -49.158373 5.235000 73.588049 -49.155943 5.250000 73.798903 -49.153513 5.265000 74.009757 -49.151084 5.280000 74.220611 -49.148654 5.295000 74.431465 -49.146224 5.310000 74.642319 -49.143793 5.325000 74.853173 -49.141363 5.340000 75.064027 -49.138933 5.355000 75.274881 -49.136502 5.370000 75.485735 -49.134072 5.385000 75.696589 -49.131641 5.400000 75.907443 -49.129211 5.415000 76.118297 -49.126780 5.430000 76.329151 -49.124349 5.445000 76.540005 -49.121918 5.460000 76.750859 -49.119486 5.475000 76.961713 -49.117055 5.490000 77.172567 -49.114624 5.505000 77.383421 -49.112192 5.520000 77.594275 -49.109761 5.535000 77.805129 -49.107329 5.550000 78.015983 -49.104897 5.565000 78.226837 -49.102465 5.580000 78.437691 -49.100033 5.595000 78.648545 -49.097601 5.610000 78.859399 -49.095169 5.625000 79.070253 -49.092737 5.640000 79.281107 -49.090304 5.655000 79.491961 -49.087872 5.670000 79.702815 -49.085439 5.685000 79.913669 -49.083006 5.700000 80.124523 -49.080573 5.715000 80.335377 -49.078140 5.730000 80.546231 -49.075707 5.745000 80.757085 -49.073274 5.760000 80.967939 -49.070841 5.775000 81.178793 -49.068407 5.790000 81.389647 -49.065974 5.805000 81.600501 -49.063540 5.820000 81.811355 -49.061107 5.835000 82.022209 -49.058673 5.850000 82.233064 -49.056239 5.865000 82.443918 -49.053805 5.880000 82.654772 -49.051371 5.895000 82.865626 -49.048936 5.910000 83.076480 -49.046502 5.925000 83.287334 -49.044068 5.940000 83.498188 -49.041633 5.955000 83.709042 -49.039198 5.970000 83.919896 -49.036764 5.985000 84.130750 -49.034329 6.000000 84.341604 -49.031894 6.015000 84.552458 -49.029459 6.030000 84.763312 -49.027024 6.045000 84.974166 -49.024588 6.060000 85.185020 -49.022153 6.075000 85.395874 -49.019717 6.090000 85.606728 -49.017282 6.105000 85.817582 -49.014846 6.120000 86.028436 -49.012410 6.135000 86.239290 -49.009974 6.150000 86.450144 -49.007538 6.165000 86.660998 -49.005102 6.180000 86.871852 -49.002666 6.195000 87.082706 -49.000230 6.210000 87.293560 -48.997793 6.225000 87.504414 -48.995357 6.240000 87.715268 -48.992920 6.255000 87.926122 -48.990483 6.270000 88.136976 -48.988046 6.285000 88.347830 -48.985609 6.300000 88.558684 -48.983172 6.315000 88.769538 -48.980735 6.330000 88.980392 -48.978298 6.345000 89.191246 -48.975860 6.360000 89.402100 -48.973423 6.375000 89.612954 -48.970985 6.390000 89.823808 -48.968548 6.405000 90.034662 -48.966110 6.420000 90.245516 -48.963672 6.435000 90.456370 -48.961234 6.450000 90.667224 -48.958796 6.465000 90.878078 -48.956357 6.480000 91.088932 -48.953919 6.495000 91.299786 -48.951481 6.510000 91.510640 -48.949042 6.525000 91.721494 -48.946603 6.540000 91.932348 -48.944165 6.555000 92.143202 -48.941726 6.570000 92.354056 -48.939287 6.585000 92.564910 -48.936848 6.600000 92.775764 -48.934408 6.615000 92.986618 -48.931969 6.630000 93.197472 -48.929530 6.645000 93.408326 -48.927090 6.660000 93.619180 -48.924650 6.675000 93.830034 -48.922211 6.690000 94.040888 -48.919771 6.705000 94.251742 -48.917331 6.720000 94.462596 -48.914891 6.735000 94.673450 -48.912451 6.750000 94.884304 -48.910010 6.765000 95.095158 -48.907570 6.780000 95.306012 -48.905130 6.795000 95.516866 -48.902689 6.810000 95.727720 -48.900248 6.825000 95.938574 -48.897807 6.840000 96.149428 -48.895367 6.855000 96.360282 -48.892926 6.870000 96.571136 -48.890484 6.885000 96.781990 -48.888043 6.900000 96.992844 -48.885602 6.915000 97.203698 -48.883160 6.930000 97.414552 -48.880719 6.945000 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2649.211940 +0.721537 188.466000 2649.254110 +0.714517 188.469000 2649.296281 +0.707499 188.472000 2649.338452 +0.700484 188.475000 2649.380623 +0.693472 188.478000 2649.422794 +0.686463 188.481000 2649.464964 +0.679458 188.484000 2649.507135 +0.672458 188.487000 2649.549306 +0.665463 188.490000 2649.591477 +0.658474 188.493000 2649.633648 +0.651490 188.496000 2649.675818 +0.644514 188.499000 2649.717989 +0.637544 188.502000 2649.760160 +0.630583 188.505000 2649.802331 +0.623630 188.508000 2649.844502 +0.616685 188.511000 2649.886672 +0.609751 188.514000 2649.928843 +0.602826 188.517000 2649.971014 +0.595913 188.520000 2650.013185 +0.589011 188.523000 2650.055356 +0.582121 188.526000 2650.097526 +0.575243 188.529000 2650.139697 +0.568379 188.532000 2650.181868 +0.561529 188.535000 2650.224039 +0.554694 188.538000 2650.266210 +0.547874 188.541000 2650.308380 +0.541070 188.544000 2650.350551 +0.534282 188.547000 2650.392722 +0.527512 188.550000 2650.434893 +0.520760 188.553000 2650.477064 +0.514026 188.556000 2650.519235 +0.507312 188.559000 2650.561405 +0.500618 188.562000 2650.603576 +0.493944 188.565000 2650.645747 +0.487292 188.568000 2650.687918 +0.480662 188.571000 2650.730089 +0.474055 188.574000 2650.772259 +0.467471 188.577000 2650.814430 +0.460911 188.580000 2650.856601 +0.454377 188.583000 2650.898772 +0.447867 188.586000 2650.940943 +0.441384 188.589000 2650.983113 +0.434928 188.592000 2651.025284 +0.428499 188.595000 2651.067455 +0.422099 188.598000 2651.109626 +0.415728 188.601000 2651.151797 +0.409386 188.604000 2651.193967 +0.403074 188.607000 2651.236138 +0.396794 188.610000 2651.278309 +0.390545 188.613000 2651.320480 +0.384328 188.616000 2651.362651 +0.378144 188.619000 2651.404821 +0.371993 188.622000 2651.446992 +0.365876 188.625000 2651.489163 +0.359794 188.628000 2651.531334 +0.353748 188.631000 2651.573505 +0.347737 188.634000 2651.615675 +0.341763 188.637000 2651.657846 +0.335826 188.640000 2651.700017 +0.329926 188.643000 2651.742188 +0.324065 188.646000 2651.784359 +0.318243 188.649000 2651.826529 +0.312459 188.652000 2651.868700 +0.306716 188.655000 2651.910871 +0.301013 188.658000 2651.953042 +0.295350 188.661000 2651.995213 +0.289729 188.664000 2652.037383 +0.284150 188.667000 2652.079554 +0.278613 188.670000 2652.121725 +0.273119 188.673000 2652.163896 +0.267668 188.676000 2652.206067 +0.262260 188.679000 2652.248237 +0.256897 188.682000 2652.290408 +0.251578 188.685000 2652.332579 +0.246304 188.688000 2652.374750 +0.241075 188.691000 2652.416921 +0.235892 188.694000 2652.459091 +0.230756 188.697000 2652.501262 +0.225665 188.700000 2652.543433 +0.220622 188.703000 2652.585604 +0.215625 188.706000 2652.627775 +0.210676 188.709000 2652.669945 +0.205776 188.712000 2652.712116 +0.200923 188.715000 2652.754287 +0.196119 188.718000 2652.796458 +0.191363 188.721000 2652.838629 +0.186657 188.724000 2652.880799 +0.182001 188.727000 2652.922970 +0.177394 188.730000 2652.965141 +0.172838 188.733000 2653.007312 +0.168332 188.736000 2653.049483 +0.163877 188.739000 2653.091653 +0.159473 188.742000 2653.133824 +0.155120 188.745000 2653.175995 +0.150819 188.748000 2653.218166 +0.146571 188.751000 2653.260337 +0.142374 188.754000 2653.302507 +0.138230 188.757000 2653.344678 +0.134140 188.760000 2653.386849 +0.130102 188.763000 2653.429020 +0.126118 188.766000 2653.471191 +0.122188 188.769000 2653.513361 +0.118313 188.772000 2653.555532 +0.114492 188.775000 2653.597703 +0.110726 188.778000 2653.639874 +0.107015 188.781000 2653.682045 +0.103360 188.784000 2653.724215 +0.099761 188.787000 2653.766386 +0.096215 188.790000 2653.808557 +0.092715 188.793000 2653.850728 +0.089263 188.796000 2653.892899 +0.085858 188.799000 2653.935069 +0.082502 188.802000 2653.977240 +0.079194 188.805000 2654.019411 +0.075936 188.808000 2654.061582 +0.072728 188.811000 2654.103753 +0.069571 188.814000 2654.145923 +0.066465 188.817000 2654.188094 +0.063411 188.820000 2654.230265 +0.060410 188.823000 2654.272436 +0.057464 188.826000 2654.314607 +0.054572 188.829000 2654.356777 +0.051736 188.832000 2654.398948 +0.048957 188.835000 2654.441119 +0.046236 188.838000 2654.483290 +0.043574 188.841000 2654.525461 +0.040973 188.844000 2654.567631 +0.038433 188.847000 2654.609802 +0.035956 188.850000 2654.651973 +0.033544 188.853000 2654.694144 +0.031198 188.856000 2654.736315 +0.028919 188.859000 2654.778485 +0.026708 188.862000 2654.820656 +0.024568 188.865000 2654.862827 +0.022500 188.868000 2654.904998 +0.020505 188.871000 2654.947169 +0.018584 188.874000 2654.989339 +0.016739 188.877000 2655.031510 +0.014970 188.880000 2655.073681 +0.013278 188.883000 2655.115852 +0.011664 188.886000 2655.158023 +0.010128 188.889000 2655.200194 +0.008670 188.892000 2655.242364 +0.007288 188.895000 2655.284535 +0.005979 188.898000 2655.326706 +0.004741 188.901000 2655.368877 +0.003568 188.904000 2655.411048 +0.002397 188.907000 2655.453218 +0.001176 188.910000 2655.495389 +0.000300 188.912000 2655.523503 diff --git a/eloss_calculations/aluminum_lookup_80MeV_250torr_3pc.dat b/eloss_calculations/aluminum_lookup_80MeV_250torr_3pc.dat index efad42a..60aa1e1 100644 --- a/eloss_calculations/aluminum_lookup_80MeV_250torr_3pc.dat +++ b/eloss_calculations/aluminum_lookup_80MeV_250torr_3pc.dat @@ -1,397 +1,560 @@ # Energy(MeV) mg/cm2 cm # Starting Energy: 80 MeV 80.000000 0.000000 0.000000 -79.766654 0.015000 0.210854 -79.532996 0.030000 0.421708 -79.299025 0.045000 0.632562 -79.064738 0.060000 0.843416 -78.830135 0.075000 1.054270 -78.595215 0.090000 1.265124 -78.359976 0.105000 1.475978 -78.124416 0.120000 1.686832 -77.888535 0.135000 1.897686 -77.652331 0.150000 2.108540 -77.415803 0.165000 2.319394 -77.178950 0.180000 2.530248 -76.941769 0.195000 2.741102 -76.704260 0.210000 2.951956 -76.466421 0.225000 3.162810 -76.228251 0.240000 3.373664 -75.989748 0.255000 3.584518 -75.750912 0.270000 3.795372 -75.511739 0.285000 4.006226 -75.272230 0.300000 4.217080 -75.032383 0.315000 4.427934 -74.792195 0.330000 4.638788 -74.551666 0.345000 4.849642 -74.310794 0.360000 5.060496 -74.069578 0.375000 5.271350 -73.828016 0.390000 5.482204 -73.586107 0.405000 5.693058 -73.343848 0.420000 5.903912 -73.101239 0.435000 6.114766 -72.858278 0.450000 6.325620 -72.614963 0.465000 6.536474 -72.371292 0.480000 6.747328 -72.127265 0.495000 6.958182 -71.882879 0.510000 7.169036 -71.638133 0.525000 7.379890 -71.393026 0.540000 7.590744 -71.147555 0.555000 7.801598 -70.901718 0.570000 8.012452 -70.655515 0.585000 8.223306 -70.408943 0.600000 8.434160 -70.162001 0.615000 8.645014 -69.914687 0.630000 8.855868 -69.666999 0.645000 9.066722 -69.418936 0.660000 9.277576 -69.170496 0.675000 9.488430 -68.921676 0.690000 9.699284 -68.672475 0.705000 9.910138 -68.422892 0.720000 10.120992 -68.172925 0.735000 10.331846 -67.922571 0.750000 10.542700 -67.671828 0.765000 10.753554 -67.420696 0.780000 10.964408 -67.169172 0.795000 11.175262 -66.917254 0.810000 11.386116 -66.664939 0.825000 11.596970 -66.412227 0.840000 11.807825 -66.159116 0.855000 12.018679 -65.905602 0.870000 12.229533 -65.651685 0.885000 12.440387 -65.397362 0.900000 12.651241 -65.142631 0.915000 12.862095 -64.887491 0.930000 13.072949 -64.631938 0.945000 13.283803 -64.375971 0.960000 13.494657 -64.119588 0.975000 13.705511 -63.862787 0.990000 13.916365 -63.605566 1.005000 14.127219 -63.347922 1.020000 14.338073 -63.089853 1.035000 14.548927 -62.831356 1.050000 14.759781 -62.572431 1.065000 14.970635 -62.313074 1.080000 15.181489 -62.053284 1.095000 15.392343 -61.793057 1.110000 15.603197 -61.532392 1.125000 15.814051 -61.271286 1.140000 16.024905 -61.009737 1.155000 16.235759 -60.747742 1.170000 16.446613 -60.485299 1.185000 16.657467 -60.222406 1.200000 16.868321 -59.959060 1.215000 17.079175 -59.695259 1.230000 17.290029 -59.431000 1.245000 17.500883 -59.166280 1.260000 17.711737 -58.901097 1.275000 17.922591 -58.635449 1.290000 18.133445 -58.369332 1.305000 18.344299 -58.102744 1.320000 18.555153 -57.835683 1.335000 18.766007 -57.568146 1.350000 18.976861 -57.300129 1.365000 19.187715 -57.031631 1.380000 19.398569 -56.762648 1.395000 19.609423 -56.493177 1.410000 19.820277 -56.223216 1.425000 20.031131 -55.952762 1.440000 20.241985 -55.681811 1.455000 20.452839 -55.410362 1.470000 20.663693 -55.138410 1.485000 20.874547 -54.865953 1.500000 21.085401 -54.592988 1.515000 21.296255 -54.319511 1.530000 21.507109 -54.045519 1.545000 21.717963 -53.771010 1.560000 21.928817 -53.495980 1.575000 22.139671 -53.220426 1.590000 22.350525 -52.944344 1.605000 22.561379 -52.667731 1.620000 22.772233 -52.390583 1.635000 22.983087 -52.112898 1.650000 23.193941 -51.834672 1.665000 23.404795 -51.555901 1.680000 23.615649 -51.276581 1.695000 23.826503 -50.996710 1.710000 24.037357 -50.716282 1.725000 24.248211 -50.435296 1.740000 24.459065 -50.153746 1.755000 24.669919 -49.871629 1.770000 24.880773 -49.588941 1.785000 25.091627 -49.305678 1.800000 25.302481 -49.021837 1.815000 25.513335 -48.737412 1.830000 25.724189 -48.452400 1.845000 25.935043 -48.166797 1.860000 26.145897 -47.880599 1.875000 26.356751 -47.593801 1.890000 26.567605 -47.306399 1.905000 26.778459 -47.018388 1.920000 26.989313 -46.729764 1.935000 27.200167 -46.440522 1.950000 27.411021 -46.150658 1.965000 27.621875 -45.860166 1.980000 27.832729 -45.569043 1.995000 28.043583 -45.277283 2.010000 28.254437 -44.984881 2.025000 28.465291 -44.691832 2.040000 28.676145 -44.398131 2.055000 28.886999 -44.103773 2.070000 29.097853 -43.808752 2.085000 29.308707 -43.513062 2.100000 29.519561 -43.216700 2.115000 29.730415 -42.919657 2.130000 29.941269 -42.621930 2.145000 30.152123 -42.323512 2.160000 30.362977 -42.024397 2.175000 30.573831 -41.724578 2.190000 30.784685 -41.424051 2.205000 30.995539 -41.122807 2.220000 31.206393 -40.820842 2.235000 31.417247 -40.518147 2.250000 31.628101 -40.214717 2.265000 31.838955 -39.910545 2.280000 32.049809 -39.605623 2.295000 32.260663 -39.299944 2.310000 32.471517 -38.993500 2.325000 32.682371 -38.686285 2.340000 32.893225 -38.378291 2.355000 33.104079 -38.069508 2.370000 33.314933 -37.759930 2.385000 33.525787 -37.449548 2.400000 33.736641 -37.138353 2.415000 33.947495 -36.826337 2.430000 34.158349 -36.513491 2.445000 34.369203 -36.199805 2.460000 34.580057 -35.885269 2.475000 34.790911 -35.569875 2.490000 35.001765 -35.253612 2.505000 35.212619 -34.936469 2.520000 35.423474 -34.618436 2.535000 35.634328 -34.299503 2.550000 35.845182 -33.979657 2.565000 36.056036 -33.658887 2.580000 36.266890 -33.337182 2.595000 36.477744 -33.014528 2.610000 36.688598 -32.690914 2.625000 36.899452 -32.366325 2.640000 37.110306 -32.040748 2.655000 37.321160 -31.714169 2.670000 37.532014 -31.386576 2.685000 37.742868 -31.058108 2.700000 37.953722 -30.728863 2.715000 38.164576 -30.398840 2.730000 38.375430 -30.068036 2.745000 38.586284 -29.736448 2.760000 38.797138 -29.404071 2.775000 39.007992 -29.070902 2.790000 39.218846 -28.736938 2.805000 39.429700 -28.402175 2.820000 39.640554 -28.066610 2.835000 39.851408 -27.730240 2.850000 40.062262 -27.393061 2.865000 40.273116 -27.055071 2.880000 40.483970 -26.716265 2.895000 40.694824 -26.376641 2.910000 40.905678 -26.036197 2.925000 41.116532 -25.694928 2.940000 41.327386 -25.352833 2.955000 41.538240 -25.009908 2.970000 41.749094 -24.666151 2.985000 41.959948 -24.321560 3.000000 42.170802 -23.976132 3.015000 42.381656 -23.629866 3.030000 42.592510 -23.282758 3.045000 42.803364 -22.934808 3.060000 43.014218 -22.586015 3.075000 43.225072 -22.236376 3.090000 43.435926 -21.885892 3.105000 43.646780 -21.534561 3.120000 43.857634 -21.182384 3.135000 44.068488 -20.829361 3.150000 44.279342 -20.475493 3.165000 44.490196 -20.120781 3.180000 44.701050 -19.765227 3.195000 44.911904 -19.408835 3.210000 45.122758 -19.051609 3.225000 45.333612 -18.693552 3.240000 45.544466 -18.334793 3.255000 45.755320 -17.975875 3.270000 45.966174 -17.616919 3.285000 46.177028 -17.257970 3.300000 46.387882 -16.899079 3.315000 46.598736 -16.540297 3.330000 46.809590 -16.181683 3.345000 47.020444 -15.823299 3.360000 47.231298 -15.465212 3.375000 47.442152 -15.107493 3.390000 47.653006 -14.750223 3.405000 47.863860 -14.393487 3.420000 48.074714 -14.037378 3.435000 48.285568 -13.681997 3.450000 48.496422 -13.327455 3.465000 48.707276 -12.973871 3.480000 48.918130 -12.621377 3.495000 49.128984 -12.270117 3.510000 49.339838 -11.920246 3.525000 49.550692 -11.571935 3.540000 49.761546 -11.225370 3.555000 49.972400 -10.880755 3.570000 50.183254 -10.538310 3.585000 50.394108 -10.198276 3.600000 50.604962 -9.860913 3.615000 50.815816 -9.526502 3.630000 51.026670 -9.194786 3.645000 51.237524 -8.864425 3.660000 51.448378 -8.535501 3.675000 51.659232 -8.208281 3.690000 51.870086 -7.883066 3.705000 52.080940 -7.560188 3.720000 52.291794 -7.240018 3.735000 52.502648 -6.922960 3.750000 52.713502 -6.609459 3.765000 52.924356 -6.299994 3.780000 53.135210 -5.995077 3.795000 53.346064 -5.695251 3.810000 53.556918 -5.401081 3.825000 53.767772 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62.581470 +2.448782 4.455000 62.623641 +2.416465 4.458000 62.665811 +2.384474 4.461000 62.707982 +2.352807 4.464000 62.750153 +2.321465 4.467000 62.792324 +2.290445 4.470000 62.834495 +2.259746 4.473000 62.876665 +2.229368 4.476000 62.918836 +2.199308 4.479000 62.961007 +2.169566 4.482000 63.003178 +2.140139 4.485000 63.045349 +2.111026 4.488000 63.087519 +2.082225 4.491000 63.129690 +2.053735 4.494000 63.171861 +2.025554 4.497000 63.214032 +1.997680 4.500000 63.256203 +1.970111 4.503000 63.298373 +1.942845 4.506000 63.340544 +1.915880 4.509000 63.382715 +1.889215 4.512000 63.424886 +1.862846 4.515000 63.467057 +1.836773 4.518000 63.509228 +1.810992 4.521000 63.551398 +1.785502 4.524000 63.593569 +1.760300 4.527000 63.635740 +1.735384 4.530000 63.677911 +1.710752 4.533000 63.720082 +1.686402 4.536000 63.762252 +1.662330 4.539000 63.804423 +1.638536 4.542000 63.846594 +1.615015 4.545000 63.888765 +1.591767 4.548000 63.930936 +1.568788 4.551000 63.973106 +1.546076 4.554000 64.015277 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4.659000 65.491255 +0.884808 4.662000 65.533426 +0.870192 4.665000 65.575597 +0.855748 4.668000 65.617768 +0.841474 4.671000 65.659938 +0.827368 4.674000 65.702109 +0.813426 4.677000 65.744280 +0.799648 4.680000 65.786451 +0.786030 4.683000 65.828622 +0.772571 4.686000 65.870792 +0.759269 4.689000 65.912963 +0.746120 4.692000 65.955134 +0.733123 4.695000 65.997305 +0.720276 4.698000 66.039476 +0.707577 4.701000 66.081646 +0.695023 4.704000 66.123817 +0.682613 4.707000 66.165988 +0.670345 4.710000 66.208159 +0.658198 4.713000 66.250330 +0.646139 4.716000 66.292500 +0.634165 4.719000 66.334671 +0.622275 4.722000 66.376842 +0.610468 4.725000 66.419013 +0.598746 4.728000 66.461184 +0.587106 4.731000 66.503354 +0.575550 4.734000 66.545525 +0.564076 4.737000 66.587696 +0.552684 4.740000 66.629867 +0.541365 4.743000 66.672038 +0.530122 4.746000 66.714208 +0.518960 4.749000 66.756379 +0.507878 4.752000 66.798550 +0.496877 4.755000 66.840721 +0.485954 4.758000 66.882892 +0.475111 4.761000 66.925062 +0.464347 4.764000 66.967233 +0.453660 4.767000 67.009404 +0.443051 4.770000 67.051575 +0.432519 4.773000 67.093746 +0.422064 4.776000 67.135916 +0.411684 4.779000 67.178087 +0.401380 4.782000 67.220258 +0.391150 4.785000 67.262429 +0.380992 4.788000 67.304600 +0.370905 4.791000 67.346770 +0.360889 4.794000 67.388941 +0.350942 4.797000 67.431112 +0.341064 4.800000 67.473283 +0.331254 4.803000 67.515454 +0.321510 4.806000 67.557624 +0.311833 4.809000 67.599795 +0.302220 4.812000 67.641966 +0.292672 4.815000 67.684137 +0.283186 4.818000 67.726308 +0.273763 4.821000 67.768478 +0.264401 4.824000 67.810649 +0.255099 4.827000 67.852820 +0.245855 4.830000 67.894991 +0.236668 4.833000 67.937162 +0.227536 4.836000 67.979332 +0.218458 4.839000 68.021503 +0.209430 4.842000 68.063674 +0.200452 4.845000 68.105845 +0.191521 4.848000 68.148016 +0.182634 4.851000 68.190187 +0.173788 4.854000 68.232357 +0.164979 4.857000 68.274528 +0.156204 4.860000 68.316699 +0.147458 4.863000 68.358870 +0.138737 4.866000 68.401041 +0.130033 4.869000 68.443211 +0.121341 4.872000 68.485382 +0.112652 4.875000 68.527553 +0.103957 4.878000 68.569724 +0.095245 4.881000 68.611895 +0.086501 4.884000 68.654065 +0.077709 4.887000 68.696236 +0.068846 4.890000 68.738407 +0.059887 4.893000 68.780578 +0.050794 4.896000 68.822749 +0.041522 4.899000 68.864919 +0.032004 4.902000 68.907090 +0.022153 4.905000 68.949261 +0.011872 4.908000 68.991432 +0.001362 4.911000 69.033603 diff --git a/eloss_calculations/deutron_lookup_30MeV_250torr_3pc.dat b/eloss_calculations/deutron_lookup_30MeV_250torr_3pc.dat index 1f1b487..7e9b4d4 100644 --- a/eloss_calculations/deutron_lookup_30MeV_250torr_3pc.dat +++ b/eloss_calculations/deutron_lookup_30MeV_250torr_3pc.dat @@ -1,42386 +1,59958 @@ # Energy(MeV) mg/cm2 cm # Starting Energy: 30 MeV 30.000000 0.000000 0.000000 -29.999487 0.015000 0.210854 -29.998973 0.030000 0.421708 -29.998460 0.045000 0.632562 -29.997947 0.060000 0.843416 -29.997434 0.075000 1.054270 -29.996920 0.090000 1.265124 -29.996407 0.105000 1.475978 -29.995894 0.120000 1.686832 -29.995380 0.135000 1.897686 -29.994867 0.150000 2.108540 -29.994354 0.165000 2.319394 -29.993840 0.180000 2.530248 -29.993327 0.195000 2.741102 -29.992813 0.210000 2.951956 -29.992300 0.225000 3.162810 -29.991787 0.240000 3.373664 -29.991273 0.255000 3.584518 -29.990760 0.270000 3.795372 -29.990246 0.285000 4.006226 -29.989733 0.300000 4.217080 -29.989220 0.315000 4.427934 -29.988706 0.330000 4.638788 -29.988193 0.345000 4.849642 -29.987679 0.360000 5.060496 -29.987166 0.375000 5.271350 -29.986652 0.390000 5.482204 -29.986139 0.405000 5.693058 -29.985625 0.420000 5.903912 -29.985112 0.435000 6.114766 -29.984598 0.450000 6.325620 -29.984085 0.465000 6.536474 -29.983571 0.480000 6.747328 -29.983058 0.495000 6.958182 -29.982544 0.510000 7.169036 -29.982031 0.525000 7.379890 -29.981517 0.540000 7.590744 -29.981004 0.555000 7.801598 -29.980490 0.570000 8.012452 -29.979976 0.585000 8.223306 -29.979463 0.600000 8.434160 -29.978949 0.615000 8.645014 -29.978436 0.630000 8.855868 -29.977922 0.645000 9.066722 -29.977409 0.660000 9.277576 -29.976895 0.675000 9.488430 -29.976381 0.690000 9.699284 -29.975868 0.705000 9.910138 -29.975354 0.720000 10.120992 -29.974840 0.735000 10.331846 -29.974327 0.750000 10.542700 -29.973813 0.765000 10.753554 -29.973299 0.780000 10.964408 -29.972786 0.795000 11.175262 -29.972272 0.810000 11.386116 -29.971758 0.825000 11.596970 -29.971245 0.840000 11.807825 -29.970731 0.855000 12.018679 -29.970217 0.870000 12.229533 -29.969704 0.885000 12.440387 -29.969190 0.900000 12.651241 -29.968676 0.915000 12.862095 -29.968162 0.930000 13.072949 -29.967649 0.945000 13.283803 -29.967135 0.960000 13.494657 -29.966621 0.975000 13.705511 -29.966107 0.990000 13.916365 -29.965593 1.005000 14.127219 -29.965080 1.020000 14.338073 -29.964566 1.035000 14.548927 -29.964052 1.050000 14.759781 -29.963538 1.065000 14.970635 -29.963024 1.080000 15.181489 -29.962511 1.095000 15.392343 -29.961997 1.110000 15.603197 -29.961483 1.125000 15.814051 -29.960969 1.140000 16.024905 -29.960455 1.155000 16.235759 -29.959941 1.170000 16.446613 -29.959428 1.185000 16.657467 -29.958914 1.200000 16.868321 -29.958400 1.215000 17.079175 -29.957886 1.230000 17.290029 -29.957372 1.245000 17.500883 -29.956858 1.260000 17.711737 -29.956344 1.275000 17.922591 -29.955830 1.290000 18.133445 -29.955316 1.305000 18.344299 -29.954802 1.320000 18.555153 -29.954288 1.335000 18.766007 -29.953774 1.350000 18.976861 -29.953260 1.365000 19.187715 -29.952746 1.380000 19.398569 -29.952232 1.395000 19.609423 -29.951719 1.410000 19.820277 -29.951205 1.425000 20.031131 -29.950691 1.440000 20.241985 -29.950176 1.455000 20.452839 -29.949662 1.470000 20.663693 -29.949148 1.485000 20.874547 -29.948634 1.500000 21.085401 -29.948120 1.515000 21.296255 -29.947606 1.530000 21.507109 -29.947092 1.545000 21.717963 -29.946578 1.560000 21.928817 -29.946064 1.575000 22.139671 -29.945550 1.590000 22.350525 -29.945036 1.605000 22.561379 -29.944522 1.620000 22.772233 -29.944008 1.635000 22.983087 -29.943494 1.650000 23.193941 -29.942980 1.665000 23.404795 -29.942465 1.680000 23.615649 -29.941951 1.695000 23.826503 -29.941437 1.710000 24.037357 -29.940923 1.725000 24.248211 -29.940409 1.740000 24.459065 -29.939895 1.755000 24.669919 -29.939381 1.770000 24.880773 -29.938866 1.785000 25.091627 -29.938352 1.800000 25.302481 -29.937838 1.815000 25.513335 -29.937324 1.830000 25.724189 -29.936810 1.845000 25.935043 -29.936295 1.860000 26.145897 -29.935781 1.875000 26.356751 -29.935267 1.890000 26.567605 -29.934753 1.905000 26.778459 -29.934238 1.920000 26.989313 -29.933724 1.935000 27.200167 -29.933210 1.950000 27.411021 -29.932696 1.965000 27.621875 -29.932181 1.980000 27.832729 -29.931667 1.995000 28.043583 -29.931153 2.010000 28.254437 -29.930638 2.025000 28.465291 -29.930124 2.040000 28.676145 -29.929610 2.055000 28.886999 -29.929095 2.070000 29.097853 -29.928581 2.085000 29.308707 -29.928067 2.100000 29.519561 -29.927552 2.115000 29.730415 -29.927038 2.130000 29.941269 -29.926524 2.145000 30.152123 -29.926009 2.160000 30.362977 -29.925495 2.175000 30.573831 -29.924981 2.190000 30.784685 -29.924466 2.205000 30.995539 -29.923952 2.220000 31.206393 -29.923437 2.235000 31.417247 -29.922923 2.250000 31.628101 -29.922409 2.265000 31.838955 -29.921894 2.280000 32.049809 -29.921380 2.295000 32.260663 -29.920865 2.310000 32.471517 -29.920351 2.325000 32.682371 -29.919836 2.340000 32.893225 -29.919322 2.355000 33.104079 -29.918807 2.370000 33.314933 -29.918293 2.385000 33.525787 -29.917778 2.400000 33.736641 -29.917264 2.415000 33.947495 -29.916749 2.430000 34.158349 -29.916235 2.445000 34.369203 -29.915720 2.460000 34.580057 -29.915206 2.475000 34.790911 -29.914691 2.490000 35.001765 -29.914177 2.505000 35.212619 -29.913662 2.520000 35.423474 -29.913148 2.535000 35.634328 -29.912633 2.550000 35.845182 -29.912118 2.565000 36.056036 -29.911604 2.580000 36.266890 -29.911089 2.595000 36.477744 -29.910575 2.610000 36.688598 -29.910060 2.625000 36.899452 -29.909545 2.640000 37.110306 -29.909031 2.655000 37.321160 -29.908516 2.670000 37.532014 -29.908002 2.685000 37.742868 -29.907487 2.700000 37.953722 -29.906972 2.715000 38.164576 -29.906458 2.730000 38.375430 -29.905943 2.745000 38.586284 -29.905428 2.760000 38.797138 -29.904914 2.775000 39.007992 -29.904399 2.790000 39.218846 -29.903884 2.805000 39.429700 -29.903370 2.820000 39.640554 -29.902855 2.835000 39.851408 -29.902340 2.850000 40.062262 -29.901825 2.865000 40.273116 -29.901311 2.880000 40.483970 -29.900796 2.895000 40.694824 -29.900281 2.910000 40.905678 -29.899766 2.925000 41.116532 -29.899252 2.940000 41.327386 -29.898737 2.955000 41.538240 -29.898222 2.970000 41.749094 -29.897707 2.985000 41.959948 -29.897192 3.000000 42.170802 -29.896678 3.015000 42.381656 -29.896163 3.030000 42.592510 -29.895648 3.045000 42.803364 -29.895133 3.060000 43.014218 -29.894618 3.075000 43.225072 -29.894103 3.090000 43.435926 -29.893589 3.105000 43.646780 -29.893074 3.120000 43.857634 -29.892559 3.135000 44.068488 -29.892044 3.150000 44.279342 -29.891529 3.165000 44.490196 -29.891014 3.180000 44.701050 -29.890499 3.195000 44.911904 -29.889984 3.210000 45.122758 -29.889470 3.225000 45.333612 -29.888955 3.240000 45.544466 -29.888440 3.255000 45.755320 -29.887925 3.270000 45.966174 -29.887410 3.285000 46.177028 -29.886895 3.300000 46.387882 -29.886380 3.315000 46.598736 -29.885865 3.330000 46.809590 -29.885350 3.345000 47.020444 -29.884835 3.360000 47.231298 -29.884320 3.375000 47.442152 -29.883805 3.390000 47.653006 -29.883290 3.405000 47.863860 -29.882775 3.420000 48.074714 -29.882260 3.435000 48.285568 -29.881745 3.450000 48.496422 -29.881230 3.465000 48.707276 -29.880715 3.480000 48.918130 -29.880200 3.495000 49.128984 -29.879685 3.510000 49.339838 -29.879170 3.525000 49.550692 -29.878655 3.540000 49.761546 -29.878139 3.555000 49.972400 -29.877624 3.570000 50.183254 -29.877109 3.585000 50.394108 -29.876594 3.600000 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7410.379804 +0.002473 527.172000 7410.421975 +0.001619 527.175000 7410.464146 +0.000811 527.178000 7410.506316 +0.000050 527.181000 7410.548487 diff --git a/eloss_calculations/fluorine_lookup_70MeV_250torr_3pc.dat b/eloss_calculations/fluorine_lookup_70MeV_250torr_3pc.dat index 0cb33e7..617f061 100644 --- a/eloss_calculations/fluorine_lookup_70MeV_250torr_3pc.dat +++ b/eloss_calculations/fluorine_lookup_70MeV_250torr_3pc.dat @@ -1,631 +1,891 @@ # Energy(MeV) mg/cm2 cm # Starting Energy: 70 MeV 70.000000 0.000000 0.000000 -69.893403 0.015000 0.210854 -69.786706 0.030000 0.421708 -69.679907 0.045000 0.632562 -69.573006 0.060000 0.843416 -69.466003 0.075000 1.054270 -69.358898 0.090000 1.265124 -69.251691 0.105000 1.475978 -69.144381 0.120000 1.686832 -69.036968 0.135000 1.897686 -68.929451 0.150000 2.108540 -68.821831 0.165000 2.319394 -68.714106 0.180000 2.530248 -68.606278 0.195000 2.741102 -68.498344 0.210000 2.951956 -68.390306 0.225000 3.162810 -68.282163 0.240000 3.373664 -68.173914 0.255000 3.584518 -68.065559 0.270000 3.795372 -67.957098 0.285000 4.006226 -67.848530 0.300000 4.217080 -67.739856 0.315000 4.427934 -67.631074 0.330000 4.638788 -67.522186 0.345000 4.849642 -67.413189 0.360000 5.060496 -67.304084 0.375000 5.271350 -67.194871 0.390000 5.482204 -67.085549 0.405000 5.693058 -66.976118 0.420000 5.903912 -66.866578 0.435000 6.114766 -66.756928 0.450000 6.325620 -66.647168 0.465000 6.536474 -66.537298 0.480000 6.747328 -66.427316 0.495000 6.958182 -66.317224 0.510000 7.169036 -66.207021 0.525000 7.379890 -66.096705 0.540000 7.590744 -65.986278 0.555000 7.801598 -65.875738 0.570000 8.012452 -65.765085 0.585000 8.223306 -65.654320 0.600000 8.434160 -65.543440 0.615000 8.645014 -65.432447 0.630000 8.855868 -65.321340 0.645000 9.066722 -65.210118 0.660000 9.277576 -65.098782 0.675000 9.488430 -64.987330 0.690000 9.699284 -64.875762 0.705000 9.910138 -64.764079 0.720000 10.120992 -64.652279 0.735000 10.331846 -64.540363 0.750000 10.542700 -64.428329 0.765000 10.753554 -64.316178 0.780000 10.964408 -64.203909 0.795000 11.175262 -64.091522 0.810000 11.386116 -63.979017 0.825000 11.596970 -63.866392 0.840000 11.807825 -63.753649 0.855000 12.018679 -63.640785 0.870000 12.229533 -63.527802 0.885000 12.440387 -63.414698 0.900000 12.651241 -63.301473 0.915000 12.862095 -63.188127 0.930000 13.072949 -63.074659 0.945000 13.283803 -62.961069 0.960000 13.494657 -62.847357 0.975000 13.705511 -62.733521 0.990000 13.916365 -62.619563 1.005000 14.127219 -62.505481 1.020000 14.338073 -62.391275 1.035000 14.548927 -62.276945 1.050000 14.759781 -62.162489 1.065000 14.970635 -62.047909 1.080000 15.181489 -61.933202 1.095000 15.392343 -61.818370 1.110000 15.603197 -61.703411 1.125000 15.814051 -61.588325 1.140000 16.024905 -61.473112 1.155000 16.235759 -61.357771 1.170000 16.446613 -61.242301 1.185000 16.657467 -61.126704 1.200000 16.868321 -61.010976 1.215000 17.079175 -60.895120 1.230000 17.290029 -60.779133 1.245000 17.500883 -60.663016 1.260000 17.711737 -60.546769 1.275000 17.922591 -60.430389 1.290000 18.133445 -60.313879 1.305000 18.344299 -60.197236 1.320000 18.555153 -60.080460 1.335000 18.766007 -59.963551 1.350000 18.976861 -59.846509 1.365000 19.187715 -59.729332 1.380000 19.398569 -59.612021 1.395000 19.609423 -59.494576 1.410000 19.820277 -59.376994 1.425000 20.031131 -59.259277 1.440000 20.241985 -59.141424 1.455000 20.452839 -59.023433 1.470000 20.663693 -58.905305 1.485000 20.874547 -58.787040 1.500000 21.085401 -58.668636 1.515000 21.296255 -58.550093 1.530000 21.507109 -58.431411 1.545000 21.717963 -58.312590 1.560000 21.928817 -58.193627 1.575000 22.139671 -58.074525 1.590000 22.350525 -57.955281 1.605000 22.561379 -57.835895 1.620000 22.772233 -57.716366 1.635000 22.983087 -57.596695 1.650000 23.193941 -57.476881 1.665000 23.404795 -57.356923 1.680000 23.615649 -57.236820 1.695000 23.826503 -57.116573 1.710000 24.037357 -56.996180 1.725000 24.248211 -56.875641 1.740000 24.459065 -56.754956 1.755000 24.669919 -56.634123 1.770000 24.880773 -56.513143 1.785000 25.091627 -56.392015 1.800000 25.302481 -56.270738 1.815000 25.513335 -56.149312 1.830000 25.724189 -56.027737 1.845000 25.935043 -55.906010 1.860000 26.145897 -55.784133 1.875000 26.356751 -55.662105 1.890000 26.567605 -55.539924 1.905000 26.778459 -55.417591 1.920000 26.989313 -55.295105 1.935000 27.200167 -55.172465 1.950000 27.411021 -55.049670 1.965000 27.621875 -54.926721 1.980000 27.832729 -54.803616 1.995000 28.043583 -54.680355 2.010000 28.254437 -54.556937 2.025000 28.465291 -54.433362 2.040000 28.676145 -54.309629 2.055000 28.886999 -54.185737 2.070000 29.097853 -54.061686 2.085000 29.308707 -53.937475 2.100000 29.519561 -53.813104 2.115000 29.730415 -53.688572 2.130000 29.941269 -53.563879 2.145000 30.152123 -53.439022 2.160000 30.362977 -53.314003 2.175000 30.573831 -53.188821 2.190000 30.784685 -53.063474 2.205000 30.995539 -52.937962 2.220000 31.206393 -52.812285 2.235000 31.417247 -52.686441 2.250000 31.628101 -52.560431 2.265000 31.838955 -52.434253 2.280000 32.049809 -52.307907 2.295000 32.260663 -52.181392 2.310000 32.471517 -52.054707 2.325000 32.682371 -51.927852 2.340000 32.893225 -51.800826 2.355000 33.104079 -51.673629 2.370000 33.314933 -51.546259 2.385000 33.525787 -51.418716 2.400000 33.736641 -51.290999 2.415000 33.947495 -51.163108 2.430000 34.158349 -51.035041 2.445000 34.369203 -50.906799 2.460000 34.580057 -50.778379 2.475000 34.790911 -50.649783 2.490000 35.001765 -50.521008 2.505000 35.212619 -50.392054 2.520000 35.423474 -50.262921 2.535000 35.634328 -50.133607 2.550000 35.845182 -50.004111 2.565000 36.056036 -49.874434 2.580000 36.266890 -49.744574 2.595000 36.477744 -49.614531 2.610000 36.688598 -49.484303 2.625000 36.899452 -49.353890 2.640000 37.110306 -49.223292 2.655000 37.321160 -49.092506 2.670000 37.532014 -48.961533 2.685000 37.742868 -48.830372 2.700000 37.953722 -48.699021 2.715000 38.164576 -48.567481 2.730000 38.375430 -48.435749 2.745000 38.586284 -48.303826 2.760000 38.797138 -48.171711 2.775000 39.007992 -48.039402 2.790000 39.218846 -47.906899 2.805000 39.429700 -47.774200 2.820000 39.640554 -47.641306 2.835000 39.851408 -47.508215 2.850000 40.062262 -47.374926 2.865000 40.273116 -47.241438 2.880000 40.483970 -47.107751 2.895000 40.694824 -46.973864 2.910000 40.905678 -46.839775 2.925000 41.116532 -46.705484 2.940000 41.327386 -46.570989 2.955000 41.538240 -46.436291 2.970000 41.749094 -46.301387 2.985000 41.959948 -46.166277 3.000000 42.170802 -46.030961 3.015000 42.381656 -45.895436 3.030000 42.592510 -45.759702 3.045000 42.803364 -45.623759 3.060000 43.014218 -45.487605 3.075000 43.225072 -45.351238 3.090000 43.435926 -45.214659 3.105000 43.646780 -45.077866 3.120000 43.857634 -44.940858 3.135000 44.068488 -44.803634 3.150000 44.279342 -44.666192 3.165000 44.490196 -44.528533 3.180000 44.701050 -44.390655 3.195000 44.911904 -44.252556 3.210000 45.122758 -44.114237 3.225000 45.333612 -43.975694 3.240000 45.544466 -43.836929 3.255000 45.755320 -43.697939 3.270000 45.966174 -43.558723 3.285000 46.177028 -43.419280 3.300000 46.387882 -43.279610 3.315000 46.598736 -43.139711 3.330000 46.809590 -42.999581 3.345000 47.020444 -42.859220 3.360000 47.231298 -42.718626 3.375000 47.442152 -42.577799 3.390000 47.653006 -42.436737 3.405000 47.863860 -42.295439 3.420000 48.074714 -42.153904 3.435000 48.285568 -42.012130 3.450000 48.496422 -41.870116 3.465000 48.707276 -41.727861 3.480000 48.918130 -41.585364 3.495000 49.128984 -41.442624 3.510000 49.339838 -41.299638 3.525000 49.550692 -41.156407 3.540000 49.761546 -41.012928 3.555000 49.972400 -40.869201 3.570000 50.183254 -40.725223 3.585000 50.394108 -40.580994 3.600000 50.604962 -40.436513 3.615000 50.815816 -40.291777 3.630000 51.026670 -40.146786 3.645000 51.237524 -40.001538 3.660000 51.448378 -39.856032 3.675000 51.659232 -39.710266 3.690000 51.870086 -39.564240 3.705000 52.080940 -39.417950 3.720000 52.291794 -39.271397 3.735000 52.502648 -39.124578 3.750000 52.713502 -38.977492 3.765000 52.924356 -38.830138 3.780000 53.135210 -38.682514 3.795000 53.346064 -38.534618 3.810000 53.556918 -38.386449 3.825000 53.767772 -38.238006 3.840000 53.978626 -38.089286 3.855000 54.189480 -37.940289 3.870000 54.400334 -37.791012 3.885000 54.611188 -37.641454 3.900000 54.822042 -37.491614 3.915000 55.032896 -37.341489 3.930000 55.243750 -37.191079 3.945000 55.454604 -37.040380 3.960000 55.665458 -36.889393 3.975000 55.876312 -36.738114 3.990000 56.087166 -36.586542 4.005000 56.298020 -36.434675 4.020000 56.508874 -36.282512 4.035000 56.719728 -36.130051 4.050000 56.930582 -35.977290 4.065000 57.141436 -35.824227 4.080000 57.352290 -35.670860 4.095000 57.563144 -35.517187 4.110000 57.773998 -35.363206 4.125000 57.984852 -35.208916 4.140000 58.195706 -35.054315 4.155000 58.406560 -34.899400 4.170000 58.617414 -34.744170 4.185000 58.828269 -34.588622 4.200000 59.039123 -34.432754 4.215000 59.249977 -34.276565 4.230000 59.460831 -34.120052 4.245000 59.671685 -33.963213 4.260000 59.882539 -33.806046 4.275000 60.093393 -33.648549 4.290000 60.304247 -33.490719 4.305000 60.515101 -33.332555 4.320000 60.725955 -33.174054 4.335000 60.936809 -33.015214 4.350000 61.147663 -32.856032 4.365000 61.358517 -32.696507 4.380000 61.569371 -32.536635 4.395000 61.780225 -32.376414 4.410000 61.991079 -32.215843 4.425000 62.201933 -32.054917 4.440000 62.412787 -31.893636 4.455000 62.623641 -31.731996 4.470000 62.834495 -31.569995 4.485000 63.045349 -31.407630 4.500000 63.256203 -31.244899 4.515000 63.467057 -31.081798 4.530000 63.677911 -30.918326 4.545000 63.888765 -30.754479 4.560000 64.099619 -30.590255 4.575000 64.310473 -30.425650 4.590000 64.521327 -30.260662 4.605000 64.732181 -30.095289 4.620000 64.943035 -29.929526 4.635000 65.153889 -29.763371 4.650000 65.364743 -29.596821 4.665000 65.575597 -29.429873 4.680000 65.786451 -29.262523 4.695000 65.997305 -29.094769 4.710000 66.208159 -28.926607 4.725000 66.419013 -28.758033 4.740000 66.629867 -28.589046 4.755000 66.840721 -28.419640 4.770000 67.051575 -28.249813 4.785000 67.262429 -28.079561 4.800000 67.473283 -27.908880 4.815000 67.684137 -27.737767 4.830000 67.894991 -27.566218 4.845000 68.105845 -27.394230 4.860000 68.316699 -27.221798 4.875000 68.527553 -27.048918 4.890000 68.738407 -26.875587 4.905000 68.949261 -26.701801 4.920000 69.160115 -26.527555 4.935000 69.370969 -26.352844 4.950000 69.581823 -26.177666 4.965000 69.792677 -26.002015 4.980000 70.003531 -25.825887 4.995000 70.214385 -25.649277 5.010000 70.425239 -25.472181 5.025000 70.636093 -25.294594 5.040000 70.846947 -25.116511 5.055000 71.057801 -24.937927 5.070000 71.268655 -24.758837 5.085000 71.479509 -24.579236 5.100000 71.690363 -24.399118 5.115000 71.901217 -24.218479 5.130000 72.112071 -24.037312 5.145000 72.322925 -23.855612 5.160000 72.533779 -23.673374 5.175000 72.744633 -23.490591 5.190000 72.955487 -23.307257 5.205000 73.166341 -23.123366 5.220000 73.377195 -22.938911 5.235000 73.588049 -22.753887 5.250000 73.798903 -22.568286 5.265000 74.009757 -22.382101 5.280000 74.220611 -22.195326 5.295000 74.431465 -22.007953 5.310000 74.642319 -21.819974 5.325000 74.853173 -21.631383 5.340000 75.064027 -21.442171 5.355000 75.274881 -21.252366 5.370000 75.485735 -21.062008 5.385000 75.696589 -20.871094 5.400000 75.907443 -20.679620 5.415000 76.118297 -20.487580 5.430000 76.329151 -20.294971 5.445000 76.540005 -20.101788 5.460000 76.750859 -19.908025 5.475000 76.961713 -19.713678 5.490000 77.172567 -19.518742 5.505000 77.383421 -19.323211 5.520000 77.594275 -19.127081 5.535000 77.805129 -18.930347 5.550000 78.015983 -18.733002 5.565000 78.226837 -18.535043 5.580000 78.437691 -18.336463 5.595000 78.648545 -18.137257 5.610000 78.859399 -17.937419 5.625000 79.070253 -17.736943 5.640000 79.281107 -17.535825 5.655000 79.491961 -17.334058 5.670000 79.702815 -17.131635 5.685000 79.913669 -16.928552 5.700000 80.124523 -16.724802 5.715000 80.335377 -16.520379 5.730000 80.546231 -16.315276 5.745000 80.757085 -16.109488 5.760000 80.967939 -15.903007 5.775000 81.178793 -15.695828 5.790000 81.389647 -15.487943 5.805000 81.600501 -15.279346 5.820000 81.811355 -15.070030 5.835000 82.022209 -14.859989 5.850000 82.233064 -14.649214 5.865000 82.443918 -14.437700 5.880000 82.654772 -14.225439 5.895000 82.865626 -14.012424 5.910000 83.076480 -13.798647 5.925000 83.287334 -13.584102 5.940000 83.498188 -13.368782 5.955000 83.709042 -13.152678 5.970000 83.919896 -12.935784 5.985000 84.130750 -12.718093 6.000000 84.341604 -12.499598 6.015000 84.552458 -12.280291 6.030000 84.763312 -12.060173 6.045000 84.974166 -11.839358 6.060000 85.185020 -11.617896 6.075000 85.395874 -11.395794 6.090000 85.606728 -11.173059 6.105000 85.817582 -10.949697 6.120000 86.028436 -10.725718 6.135000 86.239290 -10.501133 6.150000 86.450144 -10.275954 6.165000 86.660998 -10.050198 6.180000 86.871852 -9.823881 6.195000 87.082706 -9.597025 6.210000 87.293560 -9.369653 6.225000 87.504414 -9.141794 6.240000 87.715268 -8.913480 6.255000 87.926122 -8.684749 6.270000 88.136976 -8.455644 6.285000 88.347830 -8.226217 6.300000 88.558684 -7.996524 6.315000 88.769538 -7.766634 6.330000 88.980392 -7.536623 6.345000 89.191246 -7.306580 6.360000 89.402100 -7.076608 6.375000 89.612954 -6.846448 6.390000 89.823808 -6.615659 6.405000 90.034662 -6.384289 6.420000 90.245516 -6.152420 6.435000 90.456370 -6.105994 6.438000 90.498541 -6.059553 6.441000 90.540711 -6.013098 6.444000 90.582882 -5.966629 6.447000 90.625053 -5.920148 6.450000 90.667224 -5.873656 6.453000 90.709395 -5.827153 6.456000 90.751565 -5.780642 6.459000 90.793736 -5.734122 6.462000 90.835907 -5.687596 6.465000 90.878078 -5.641064 6.468000 90.920249 -5.594528 6.471000 90.962419 -5.547989 6.474000 91.004590 -5.501448 6.477000 91.046761 -5.454908 6.480000 91.088932 -5.408369 6.483000 91.131103 -5.361833 6.486000 91.173273 -5.315301 6.489000 91.215444 -5.268776 6.492000 91.257615 -5.222260 6.495000 91.299786 -5.175752 6.498000 91.341957 -5.129257 6.501000 91.384127 -5.082775 6.504000 91.426298 -5.036309 6.507000 91.468469 -4.989861 6.510000 91.510640 -4.943432 6.513000 91.552811 -4.897025 6.516000 91.594982 -4.850643 6.519000 91.637152 -4.804287 6.522000 91.679323 -4.757959 6.525000 91.721494 -4.711664 6.528000 91.763665 -4.665402 6.531000 91.805836 -4.619177 6.534000 91.848006 -4.572991 6.537000 91.890177 -4.526847 6.540000 91.932348 -4.480748 6.543000 91.974519 -4.434698 6.546000 92.016690 -4.388698 6.549000 92.058860 -4.342752 6.552000 92.101031 -4.296864 6.555000 92.143202 -4.251036 6.558000 92.185373 -4.205272 6.561000 92.227544 -4.159576 6.564000 92.269714 -4.113951 6.567000 92.311885 -4.068401 6.570000 92.354056 -4.022929 6.573000 92.396227 -3.977540 6.576000 92.438398 -3.932236 6.579000 92.480568 -3.887024 6.582000 92.522739 -3.841905 6.585000 92.564910 -3.796886 6.588000 92.607081 -3.751969 6.591000 92.649252 -3.707159 6.594000 92.691422 -3.662462 6.597000 92.733593 -3.617880 6.600000 92.775764 -3.573420 6.603000 92.817935 -3.529085 6.606000 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7.746000 108.885010 +0.163472 7.749000 108.927181 +0.154388 7.752000 108.969352 +0.145465 7.755000 109.011523 +0.136700 7.758000 109.053693 +0.128093 7.761000 109.095864 +0.119641 7.764000 109.138035 +0.111342 7.767000 109.180206 +0.103193 7.770000 109.222377 +0.095190 7.773000 109.264547 +0.087330 7.776000 109.306718 +0.079607 7.779000 109.348889 +0.072016 7.782000 109.391060 +0.064549 7.785000 109.433231 +0.057198 7.788000 109.475401 +0.049949 7.791000 109.517572 +0.042788 7.794000 109.559743 +0.035692 7.797000 109.601914 +0.028631 7.800000 109.644085 +0.021559 7.803000 109.686255 +0.014407 7.806000 109.728426 +0.007067 7.809000 109.770597 +0.000000 7.812000 109.812768 diff --git a/eloss_calculations/oxygen_lookup_70MeV_250torr_3pc.dat b/eloss_calculations/oxygen_lookup_70MeV_250torr_3pc.dat index 02db455..5a0daa6 100644 --- a/eloss_calculations/oxygen_lookup_70MeV_250torr_3pc.dat +++ b/eloss_calculations/oxygen_lookup_70MeV_250torr_3pc.dat @@ -1,774 +1,1095 @@ # Energy(MeV) mg/cm2 cm # Starting Energy: 70 MeV 70.000000 0.000000 0.000000 -69.916730 0.015000 0.210854 -69.833395 0.030000 0.421708 -69.749993 0.045000 0.632562 -69.666527 0.060000 0.843416 -69.582994 0.075000 1.054270 -69.499395 0.090000 1.265124 -69.415729 0.105000 1.475978 -69.331997 0.120000 1.686832 -69.248199 0.135000 1.897686 -69.164334 0.150000 2.108540 -69.080402 0.165000 2.319394 -68.996402 0.180000 2.530248 -68.912336 0.195000 2.741102 -68.828202 0.210000 2.951956 -68.744001 0.225000 3.162810 -68.659731 0.240000 3.373664 -68.575394 0.255000 3.584518 -68.490989 0.270000 3.795372 -68.406515 0.285000 4.006226 -68.321974 0.300000 4.217080 -68.237363 0.315000 4.427934 -68.152684 0.330000 4.638788 -68.067936 0.345000 4.849642 -67.983119 0.360000 5.060496 -67.898232 0.375000 5.271350 -67.813276 0.390000 5.482204 -67.728251 0.405000 5.693058 -67.643156 0.420000 5.903912 -67.557990 0.435000 6.114766 -67.472755 0.450000 6.325620 -67.387449 0.465000 6.536474 -67.302073 0.480000 6.747328 -67.216627 0.495000 6.958182 -67.131109 0.510000 7.169036 -67.045520 0.525000 7.379890 -66.959861 0.540000 7.590744 -66.874130 0.555000 7.801598 -66.788327 0.570000 8.012452 -66.702453 0.585000 8.223306 -66.616507 0.600000 8.434160 -66.530488 0.615000 8.645014 -66.444398 0.630000 8.855868 -66.358235 0.645000 9.066722 -66.271999 0.660000 9.277576 -66.185691 0.675000 9.488430 -66.099309 0.690000 9.699284 -66.012855 0.705000 9.910138 -65.926327 0.720000 10.120992 -65.839725 0.735000 10.331846 -65.753050 0.750000 10.542700 -65.666301 0.765000 10.753554 -65.579477 0.780000 10.964408 -65.492580 0.795000 11.175262 -65.405607 0.810000 11.386116 -65.318560 0.825000 11.596970 -65.231439 0.840000 11.807825 -65.144242 0.855000 12.018679 -65.056970 0.870000 12.229533 -64.969622 0.885000 12.440387 -64.882198 0.900000 12.651241 -64.794699 0.915000 12.862095 -64.707124 0.930000 13.072949 -64.619472 0.945000 13.283803 -64.531744 0.960000 13.494657 -64.443939 0.975000 13.705511 -64.356058 0.990000 13.916365 -64.268099 1.005000 14.127219 -64.180063 1.020000 14.338073 -64.091949 1.035000 14.548927 -64.003758 1.050000 14.759781 -63.915489 1.065000 14.970635 -63.827142 1.080000 15.181489 -63.738716 1.095000 15.392343 -63.650212 1.110000 15.603197 -63.561629 1.125000 15.814051 -63.472967 1.140000 16.024905 -63.384226 1.155000 16.235759 -63.295406 1.170000 16.446613 -63.206506 1.185000 16.657467 -63.117526 1.200000 16.868321 -63.028466 1.215000 17.079175 -62.939326 1.230000 17.290029 -62.850105 1.245000 17.500883 -62.760804 1.260000 17.711737 -62.671422 1.275000 17.922591 -62.581958 1.290000 18.133445 -62.492414 1.305000 18.344299 -62.402787 1.320000 18.555153 -62.313079 1.335000 18.766007 -62.223289 1.350000 18.976861 -62.133417 1.365000 19.187715 -62.043462 1.380000 19.398569 -61.953424 1.395000 19.609423 -61.863304 1.410000 19.820277 -61.773100 1.425000 20.031131 -61.682813 1.440000 20.241985 -61.592442 1.455000 20.452839 -61.501988 1.470000 20.663693 -61.411449 1.485000 20.874547 -61.320826 1.500000 21.085401 -61.230119 1.515000 21.296255 -61.139326 1.530000 21.507109 -61.048449 1.545000 21.717963 -60.957486 1.560000 21.928817 -60.866438 1.575000 22.139671 -60.775304 1.590000 22.350525 -60.684083 1.605000 22.561379 -60.592777 1.620000 22.772233 -60.501384 1.635000 22.983087 -60.409905 1.650000 23.193941 -60.318338 1.665000 23.404795 -60.226684 1.680000 23.615649 -60.134942 1.695000 23.826503 -60.043113 1.710000 24.037357 -59.951196 1.725000 24.248211 -59.859190 1.740000 24.459065 -59.767096 1.755000 24.669919 -59.674914 1.770000 24.880773 -59.582642 1.785000 25.091627 -59.490281 1.800000 25.302481 -59.397830 1.815000 25.513335 -59.305289 1.830000 25.724189 -59.212659 1.845000 25.935043 -59.119937 1.860000 26.145897 -59.027126 1.875000 26.356751 -58.934223 1.890000 26.567605 -58.841230 1.905000 26.778459 -58.748144 1.920000 26.989313 -58.654968 1.935000 27.200167 -58.561699 1.950000 27.411021 -58.468338 1.965000 27.621875 -58.374884 1.980000 27.832729 -58.281338 1.995000 28.043583 -58.187698 2.010000 28.254437 -58.093965 2.025000 28.465291 -58.000139 2.040000 28.676145 -57.906219 2.055000 28.886999 -57.812204 2.070000 29.097853 -57.718095 2.085000 29.308707 -57.623891 2.100000 29.519561 -57.529592 2.115000 29.730415 -57.435198 2.130000 29.941269 -57.340708 2.145000 30.152123 -57.246122 2.160000 30.362977 -57.151440 2.175000 30.573831 -57.056661 2.190000 30.784685 -56.961786 2.205000 30.995539 -56.866813 2.220000 31.206393 -56.771743 2.235000 31.417247 -56.676575 2.250000 31.628101 -56.581310 2.265000 31.838955 -56.485945 2.280000 32.049809 -56.390483 2.295000 32.260663 -56.294921 2.310000 32.471517 -56.199260 2.325000 32.682371 -56.103499 2.340000 32.893225 -56.007639 2.355000 33.104079 -55.911678 2.370000 33.314933 -55.815617 2.385000 33.525787 -55.719455 2.400000 33.736641 -55.623192 2.415000 33.947495 -55.526828 2.430000 34.158349 -55.430361 2.445000 34.369203 -55.333793 2.460000 34.580057 -55.237122 2.475000 34.790911 -55.140348 2.490000 35.001765 -55.043471 2.505000 35.212619 -54.946491 2.520000 35.423474 -54.849407 2.535000 35.634328 -54.752219 2.550000 35.845182 -54.654926 2.565000 36.056036 -54.557529 2.580000 36.266890 -54.460026 2.595000 36.477744 -54.362418 2.610000 36.688598 -54.264705 2.625000 36.899452 -54.166885 2.640000 37.110306 -54.068958 2.655000 37.321160 -53.970925 2.670000 37.532014 -53.872785 2.685000 37.742868 -53.774537 2.700000 37.953722 -53.676181 2.715000 38.164576 -53.577717 2.730000 38.375430 -53.479144 2.745000 38.586284 -53.380462 2.760000 38.797138 -53.281671 2.775000 39.007992 -53.182770 2.790000 39.218846 -53.083759 2.805000 39.429700 -52.984637 2.820000 39.640554 -52.885405 2.835000 39.851408 -52.786062 2.850000 40.062262 -52.686607 2.865000 40.273116 -52.587040 2.880000 40.483970 -52.487360 2.895000 40.694824 -52.387568 2.910000 40.905678 -52.287663 2.925000 41.116532 -52.187644 2.940000 41.327386 -52.087512 2.955000 41.538240 -51.987265 2.970000 41.749094 -51.886903 2.985000 41.959948 -51.786427 3.000000 42.170802 -51.685835 3.015000 42.381656 -51.585127 3.030000 42.592510 -51.484302 3.045000 42.803364 -51.383362 3.060000 43.014218 -51.282304 3.075000 43.225072 -51.181128 3.090000 43.435926 -51.079835 3.105000 43.646780 -50.978423 3.120000 43.857634 -50.876893 3.135000 44.068488 -50.775243 3.150000 44.279342 -50.673474 3.165000 44.490196 -50.571585 3.180000 44.701050 -50.469576 3.195000 44.911904 -50.367445 3.210000 45.122758 -50.265194 3.225000 45.333612 -50.162820 3.240000 45.544466 -50.060325 3.255000 45.755320 -49.957706 3.270000 45.966174 -49.854965 3.285000 46.177028 -49.752100 3.300000 46.387882 -49.649112 3.315000 46.598736 -49.545999 3.330000 46.809590 -49.442761 3.345000 47.020444 -49.339398 3.360000 47.231298 -49.235909 3.375000 47.442152 -49.132294 3.390000 47.653006 -49.028552 3.405000 47.863860 -48.924683 3.420000 48.074714 -48.820686 3.435000 48.285568 -48.716561 3.450000 48.496422 -48.612308 3.465000 48.707276 -48.507926 3.480000 48.918130 -48.403414 3.495000 49.128984 -48.298772 3.510000 49.339838 -48.194000 3.525000 49.550692 -48.089096 3.540000 49.761546 -47.984061 3.555000 49.972400 -47.878894 3.570000 50.183254 -47.773595 3.585000 50.394108 -47.668162 3.600000 50.604962 -47.562597 3.615000 50.815816 -47.456897 3.630000 51.026670 -47.351062 3.645000 51.237524 -47.245093 3.660000 51.448378 -47.138988 3.675000 51.659232 -47.032746 3.690000 51.870086 -46.926369 3.705000 52.080940 -46.819854 3.720000 52.291794 -46.713201 3.735000 52.502648 -46.606410 3.750000 52.713502 -46.499480 3.765000 52.924356 -46.392411 3.780000 53.135210 -46.285203 3.795000 53.346064 -46.177853 3.810000 53.556918 -46.070363 3.825000 53.767772 -45.962731 3.840000 53.978626 -45.854958 3.855000 54.189480 -45.747041 3.870000 54.400334 -45.638981 3.885000 54.611188 -45.530778 3.900000 54.822042 -45.422430 3.915000 55.032896 -45.313937 3.930000 55.243750 -45.205299 3.945000 55.454604 -45.096514 3.960000 55.665458 -44.987583 3.975000 55.876312 -44.878504 3.990000 56.087166 -44.769278 4.005000 56.298020 -44.659903 4.020000 56.508874 -44.550378 4.035000 56.719728 -44.440704 4.050000 56.930582 -44.330880 4.065000 57.141436 -44.220904 4.080000 57.352290 -44.110777 4.095000 57.563144 -44.000498 4.110000 57.773998 -43.890066 4.125000 57.984852 -43.779480 4.140000 58.195706 -43.668740 4.155000 58.406560 -43.557845 4.170000 58.617414 -43.446794 4.185000 58.828269 -43.335588 4.200000 59.039123 -43.224224 4.215000 59.249977 -43.112703 4.230000 59.460831 -43.001024 4.245000 59.671685 -42.889186 4.260000 59.882539 -42.777189 4.275000 60.093393 -42.665031 4.290000 60.304247 -42.552712 4.305000 60.515101 -42.440232 4.320000 60.725955 -42.327589 4.335000 60.936809 -42.214784 4.350000 61.147663 -42.101814 4.365000 61.358517 -41.988680 4.380000 61.569371 -41.875381 4.395000 61.780225 -41.761916 4.410000 61.991079 -41.648284 4.425000 62.201933 -41.534485 4.440000 62.412787 -41.420518 4.455000 62.623641 -41.306382 4.470000 62.834495 -41.192076 4.485000 63.045349 -41.077599 4.500000 63.256203 -40.962952 4.515000 63.467057 -40.848132 4.530000 63.677911 -40.733140 4.545000 63.888765 -40.617974 4.560000 64.099619 -40.502633 4.575000 64.310473 -40.387118 4.590000 64.521327 -40.271426 4.605000 64.732181 -40.155558 4.620000 64.943035 -40.039512 4.635000 65.153889 -39.923288 4.650000 65.364743 -39.806884 4.665000 65.575597 -39.690301 4.680000 65.786451 -39.573536 4.695000 65.997305 -39.456589 4.710000 66.208159 -39.339460 4.725000 66.419013 -39.222148 4.740000 66.629867 -39.104650 4.755000 66.840721 -38.986968 4.770000 67.051575 -38.869099 4.785000 67.262429 -38.751044 4.800000 67.473283 -38.632800 4.815000 67.684137 -38.514367 4.830000 67.894991 -38.395745 4.845000 68.105845 -38.276931 4.860000 68.316699 -38.157926 4.875000 68.527553 -38.038729 4.890000 68.738407 -37.919338 4.905000 68.949261 -37.799752 4.920000 69.160115 -37.679971 4.935000 69.370969 -37.559993 4.950000 69.581823 -37.439818 4.965000 69.792677 -37.319444 4.980000 70.003531 -37.198871 4.995000 70.214385 -37.078097 5.010000 70.425239 -36.957122 5.025000 70.636093 -36.835944 5.040000 70.846947 -36.714563 5.055000 71.057801 -36.592977 5.070000 71.268655 -36.471185 5.085000 71.479509 -36.349187 5.100000 71.690363 -36.226981 5.115000 71.901217 -36.104566 5.130000 72.112071 -35.981940 5.145000 72.322925 -35.859104 5.160000 72.533779 -35.736056 5.175000 72.744633 -35.612794 5.190000 72.955487 -35.489318 5.205000 73.166341 -35.365626 5.220000 73.377195 -35.241717 5.235000 73.588049 -35.117590 5.250000 73.798903 -34.993245 5.265000 74.009757 -34.868678 5.280000 74.220611 -34.743891 5.295000 74.431465 -34.618880 5.310000 74.642319 -34.493646 5.325000 74.853173 -34.368186 5.340000 75.064027 -34.242500 5.355000 75.274881 -34.116586 5.370000 75.485735 -33.990443 5.385000 75.696589 -33.864070 5.400000 75.907443 -33.737465 5.415000 76.118297 -33.610628 5.430000 76.329151 -33.483556 5.445000 76.540005 -33.356248 5.460000 76.750859 -33.228704 5.475000 76.961713 -33.100921 5.490000 77.172567 -32.972898 5.505000 77.383421 -32.844635 5.520000 77.594275 -32.716129 5.535000 77.805129 -32.587379 5.550000 78.015983 -32.458384 5.565000 78.226837 -32.329141 5.580000 78.437691 -32.199651 5.595000 78.648545 -32.069911 5.610000 78.859399 -31.939919 5.625000 79.070253 -31.809675 5.640000 79.281107 -31.679176 5.655000 79.491961 -31.548422 5.670000 79.702815 -31.417410 5.685000 79.913669 -31.286138 5.700000 80.124523 -31.154607 5.715000 80.335377 -31.022812 5.730000 80.546231 -30.890754 5.745000 80.757085 -30.758431 5.760000 80.967939 -30.625840 5.775000 81.178793 -30.492980 5.790000 81.389647 -30.359849 5.805000 81.600501 -30.226446 5.820000 81.811355 -30.092768 5.835000 82.022209 -29.958815 5.850000 82.233064 -29.824583 5.865000 82.443918 -29.690072 5.880000 82.654772 -29.555280 5.895000 82.865626 -29.420204 5.910000 83.076480 -29.284843 5.925000 83.287334 -29.149194 5.940000 83.498188 -29.013257 5.955000 83.709042 -28.877028 5.970000 83.919896 -28.740506 5.985000 84.130750 -28.603689 6.000000 84.341604 -28.466575 6.015000 84.552458 -28.329161 6.030000 84.763312 -28.191447 6.045000 84.974166 -28.053428 6.060000 85.185020 -27.915104 6.075000 85.395874 -27.776472 6.090000 85.606728 -27.637530 6.105000 85.817582 -27.498275 6.120000 86.028436 -27.358706 6.135000 86.239290 -27.218820 6.150000 86.450144 -27.078615 6.165000 86.660998 -26.938088 6.180000 86.871852 -26.797237 6.195000 87.082706 -26.656059 6.210000 87.293560 -26.514552 6.225000 87.504414 -26.372713 6.240000 87.715268 -26.230541 6.255000 87.926122 -26.088031 6.270000 88.136976 -25.945183 6.285000 88.347830 -25.801992 6.300000 88.558684 -25.658456 6.315000 88.769538 -25.514572 6.330000 88.980392 -25.370338 6.345000 89.191246 -25.225751 6.360000 89.402100 -25.080808 6.375000 89.612954 -24.935505 6.390000 89.823808 -24.789840 6.405000 90.034662 -24.643810 6.420000 90.245516 -24.497412 6.435000 90.456370 -24.350642 6.450000 90.667224 -24.203497 6.465000 90.878078 -24.055974 6.480000 91.088932 -23.908070 6.495000 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134.946566 +0.044262 9.603000 134.988737 +0.037600 9.606000 135.030907 +0.031031 9.609000 135.073078 +0.024526 9.612000 135.115249 +0.018043 9.615000 135.157420 +0.011510 9.618000 135.199591 +0.004824 9.621000 135.241761 +0.000323 9.623000 135.269875 diff --git a/eloss_calculations/proton_lookup_30MeV_250torr_3pc.dat b/eloss_calculations/proton_lookup_30MeV_250torr_3pc.dat index e9ec9ad..7babc58 100644 --- a/eloss_calculations/proton_lookup_30MeV_250torr_3pc.dat +++ b/eloss_calculations/proton_lookup_30MeV_250torr_3pc.dat @@ -1,76086 +1,107629 @@ # Energy(MeV) mg/cm2 cm # Starting Energy: 30 MeV 30.000000 0.000000 0.000000 -29.999711 0.015000 0.210854 -29.999421 0.030000 0.421708 -29.999132 0.045000 0.632562 -29.998842 0.060000 0.843416 -29.998553 0.075000 1.054270 -29.998263 0.090000 1.265124 -29.997974 0.105000 1.475978 -29.997684 0.120000 1.686832 -29.997394 0.135000 1.897686 -29.997105 0.150000 2.108540 -29.996815 0.165000 2.319394 -29.996526 0.180000 2.530248 -29.996236 0.195000 2.741102 -29.995947 0.210000 2.951956 -29.995657 0.225000 3.162810 -29.995368 0.240000 3.373664 -29.995078 0.255000 3.584518 -29.994789 0.270000 3.795372 -29.994499 0.285000 4.006226 -29.994210 0.300000 4.217080 -29.993920 0.315000 4.427934 -29.993631 0.330000 4.638788 -29.993341 0.345000 4.849642 -29.993052 0.360000 5.060496 -29.992762 0.375000 5.271350 -29.992473 0.390000 5.482204 -29.992183 0.405000 5.693058 -29.991893 0.420000 5.903912 -29.991604 0.435000 6.114766 -29.991314 0.450000 6.325620 -29.991025 0.465000 6.536474 -29.990735 0.480000 6.747328 -29.990446 0.495000 6.958182 -29.990156 0.510000 7.169036 -29.989867 0.525000 7.379890 -29.989577 0.540000 7.590744 -29.989287 0.555000 7.801598 -29.988998 0.570000 8.012452 -29.988708 0.585000 8.223306 -29.988419 0.600000 8.434160 -29.988129 0.615000 8.645014 -29.987840 0.630000 8.855868 -29.987550 0.645000 9.066722 -29.987260 0.660000 9.277576 -29.986971 0.675000 9.488430 -29.986681 0.690000 9.699284 -29.986392 0.705000 9.910138 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diff --git a/scratch/CompareElasticLocus.C b/scratch/CompareElasticLocus.C new file mode 100644 index 0000000..219979d --- /dev/null +++ b/scratch/CompareElasticLocus.C @@ -0,0 +1,428 @@ +/*************************************************** + * + * CompareElasticLocus.C + * + * DEDX_SCALE calibration check that sidesteps the excitation-energy + * peak-fitting degeneracy entirely (see ScanDedxScalePosition.C's + * pinning/boundary problems for why that approach got compromised). + * + * The idea: overlay a THEORETICAL kinematic curve on top of a + * MEASURED locus. + * + * MEASURED : m27Alax_Ef_vs_theta_p_sx3 -- proton angle (purely + * geometric) vs Efix (built from the UNSCALED proton + * tables, per Eloss.py's mass_u>=10 condition). Neither + * ingredient depends on DEDX_SCALE, so this locus + * should be essentially identical across every scale + * folder -- this macro cross-checks that directly. + * + * THEORETICAL: for each trial DEDX_SCALE, pull that scale's own + * reconstructed beam_energy_at_vertex from + * m27Alax_BeamEnergy_vs_VertexZ_sx3 (this DOES depend + * on DEDX_SCALE, via the aluminum/beam table), build a + * Kinematics object with it, and root-find the Ex=0 + * (elastic/ground-state) locus across angle using + * predictElasticEnergy() -- copied verbatim from + * TrackRecon.C so the physics matches exactly. + * + * The DEDX_SCALE whose theoretical curve best tracks the measured + * (DEDX_SCALE-independent) locus is your best calibration -- a + * direct kinematic comparison, no spectral fitting involved. + * + * Only load THIS file. Requires Armory/Kinematics.h to be reachable + * from wherever you compile this -- adjust the #include path below + * if your directory layout differs from TrackRecon.C's. + * + * Usage: + * + * .L CompareElasticLocus.C+ + * + * std::vector scales = {0.70, 0.75, 0.80, 0.85, 0.87, 0.88, 0.89, 0.90, 0.91, 0.92, 0.95, 1.00, 1.05, 1.10, 1.15}; + * + * ScoreElasticLocusEdge(scales, -1, "Output_27Al_", "output_27Al.root","_m27Alax+misc_sx3_p/m27Alax_Ef_vs_theta_p_sx3", "_m27Alax+misc_sx3/m27Alax_BeamEnergy_vs_VertexZ_sx3", 15, 50, 5); + * + * CompareElasticLocus(scales); + * + ***************************************************/ + +#ifndef CompareElasticLocus_C +#define CompareElasticLocus_C + +#include "Armory/Kinematics.h" + +#include +#include +#include +#include +#include +#include +#include +#include + +// ---- mass constants, copied from TrackRecon.C to match exactly ---- +static const double mass_27Al = 26.981538; +static const double mass_4He = 4.002603254; +static const double mass_1H = 1.007825032; +static const double mass_30Si = 29.973770; + +// ---- predictElasticEnergy, copied verbatim from TrackRecon.C ---- +// Root-finds the ejectile kinetic energy t3 at a given angle such +// that Kinematics::getExc(t3, angle) == 0 (the elastic/ground-state +// locus). Returns -1 if no single root exists in [t3_lo, t3_hi] +// (kinematically forbidden angle, or an ambiguous multi-valued locus). +inline double predictElasticEnergy(Kinematics &kin, double angle3_deg, double t3_lo = 0.001, double t3_hi = 60.0, int iters = 60) +{ + const int N = 200; + double dt = (t3_hi - t3_lo) / N; + int n_sign_changes = 0; + double seg_lo = t3_lo, seg_hi = t3_hi; + double prev = kin.getExc(t3_lo, angle3_deg); + for (int k = 1; k <= N; ++k) + { + double t = t3_lo + k * dt; + double cur = kin.getExc(t, angle3_deg); + if (std::isfinite(prev) && std::isfinite(cur) && prev * cur < 0.0) + { + ++n_sign_changes; + seg_lo = t - dt; + seg_hi = t; + } + if (std::isfinite(cur)) + prev = cur; + } + if (n_sign_changes == 0) + return -1.0; // no root in range (e.g. kinematically forbidden angle) + if (n_sign_changes > 1) + return -1.0; // ambiguous (multi-valued) locus -> reject + double f_lo = kin.getExc(seg_lo, angle3_deg); + for (int i = 0; i < iters; ++i) + { + double t3_mid = 0.5 * (seg_lo + seg_hi); + double f_mid = kin.getExc(t3_mid, angle3_deg); + if (!std::isfinite(f_mid)) + return -1.0; + if (f_mid * f_lo <= 0.0) + seg_hi = t3_mid; + else + { + seg_lo = t3_mid; + f_lo = f_mid; + } + } + return 0.5 * (seg_lo + seg_hi); +} + +// ---- shared helper: pull a scale's representative beam_energy_at_vertex ---- +// Returns -1 on any failure (file/histogram missing, invalid profile bin). +inline double GetBeamEnergyAtVertex(TString folder, TString fileName, TString beamHist, double &repZ_out) { + TFile *f = TFile::Open(folder + "/" + fileName, "READ"); + if (!f || f->IsZombie()) return -1; + TH2 *hBeam = (TH2*) f->Get(beamHist); + if (!hBeam) { f->ls(); return -1; } + TProfile *prof = hBeam->ProfileX(Form("beamProf_%s", folder.Data())); + double repZ = prof->GetMean(); + int zBin = prof->FindBin(repZ); + double beamE = prof->GetBinContent(zBin); + repZ_out = repZ; + return beamE; +} + +// ============================================================ +// scales : DEDX_SCALE values to overlay theoretical curves for +// referenceScale : which scale's folder to pull the MEASURED locus +// from -- shouldn't matter which, since the locus is +// independent of DEDX_SCALE (this is cross-checked +// automatically against a second folder, see below) +// folderPrefix, fileName : same convention as the other scan macros +// lociHist : the measured (theta, Ef) 2D histogram +// beamHist : the (vertex_z, beam_energy_at_vertex) 2D histogram +// used to read off each scale's beam_energy_at_vertex +// thetaMin,thetaMax : angle range (degrees) to draw theoretical curves over +// ============================================================ +void CompareElasticLocus( + std::vector scales, + double referenceScale = -1, // -1 = use scales[0] + TString folderPrefix = "Output_27Al_", + TString fileName = "output_27Al.root", + TString lociHist = "_m27Alax+misc_sx3_p/m27Alax_Ef_vs_theta_p_sx3", + TString beamHist = "_m27Alax+misc_sx3/m27Alax_BeamEnergy_vs_VertexZ_sx3", + double thetaMin = 20, + double thetaMax = 160 +){ + if (scales.empty()) { printf("CompareElasticLocus: no scale values given.\n"); return; } + if (referenceScale < 0) referenceScale = scales[0]; + + // ---------- 1) measured locus from the reference folder ---------- + TString refFolder = Form("%s%.2f", folderPrefix.Data(), referenceScale); + TFile *fref = TFile::Open(refFolder + "/" + fileName, "READ"); + if (!fref || fref->IsZombie()) { + printf("ERROR: could not open reference folder file: %s\n", (refFolder + "/" + fileName).Data()); + return; + } + TH2 *hLocus = (TH2*) fref->Get(lociHist); + if (!hLocus) { + printf("ERROR: '%s' not found in reference folder\n", lociHist.Data()); + fref->ls(); + return; + } + hLocus->SetDirectory(0); + + // ---------- cross-check: does the locus actually look the same in + // a different scale's folder? (validates the core + // assumption this whole approach rests on) ---------- + if (scales.size() > 1) { + double otherScale = (scales[0] == referenceScale && scales.size() > 1) ? scales[1] : scales[0]; + TString otherFolder = Form("%s%.2f", folderPrefix.Data(), otherScale); + TFile *fother = TFile::Open(otherFolder + "/" + fileName, "READ"); + if (fother && !fother->IsZombie()) { + TH2 *hOther = (TH2*) fother->Get(lociHist); + if (hOther) { + double n1 = hLocus->GetEntries(), n2 = hOther->GetEntries(); + double m1x = hLocus->GetMean(1), m2x = hOther->GetMean(1); + double m1y = hLocus->GetMean(2), m2y = hOther->GetMean(2); + printf("Cross-check: locus entries/means at scale %.2f vs %.2f:\n", referenceScale, otherScale); + printf(" entries: %.0f vs %.0f\n", n1, n2); + printf(" : %.3f vs %.3f\n", m1x, m2x); + printf(" : %.3f vs %.3f\n", m1y, m2y); + if (n1 > 0 && std::abs(n1 - n2) / n1 > 0.05) + printf(" NOTE: entry counts differ by >5%% -- something upstream of this\n" + " histogram (a cut, a gate) may depend on DEDX_SCALE after all;\n" + " worth investigating before trusting the overlay below.\n"); + } + fother->Close(); + } + } + + // ---------- 2) draw the measured locus ---------- + TCanvas *c = new TCanvas("cElasticLocus", "Measured Ef vs theta with theoretical DEDX_SCALE curves", 1000, 700); + hLocus->SetStats(0); + hLocus->Draw("colz"); + + int colors[] = {kRed, kOrange+7, kSpring+4, kGreen+2, kCyan+2, kAzure+1, kBlue, kViolet, kMagenta+1, kPink+1, kGray+2, kBlack}; + int nColors = 12; + + TLegend *leg = new TLegend(0.15, 0.60, 0.4, 0.90); + leg->SetBorderSize(0); + leg->SetFillStyle(0); + leg->SetHeader("DEDX_SCALE"); + + // ---------- 3) for each scale: get beam_energy_at_vertex, build the + // theoretical curve, overlay it ---------- + printf("\n%-10s %10s %16s\n", "scale", "rep. Z", "beamE@vertex"); + int idx = 0; + for (double scale : scales) { + TString folder = Form("%s%.2f", folderPrefix.Data(), scale); + TFile *f = TFile::Open(folder + "/" + fileName, "READ"); + if (!f || f->IsZombie()) { + printf("%-10.2f ERROR: could not open folder\n", scale); + continue; + } + TH2 *hBeam = (TH2*) f->Get(beamHist); + if (!hBeam) { + printf("%-10.2f ERROR: '%s' not found\n", scale, beamHist.Data()); + f->ls(); + continue; + } + + TProfile *prof = hBeam->ProfileX(Form("beamProf_%.2f", scale)); + double repZ = prof->GetMean(); // entries-weighted mean vertex_z + int zBin = prof->FindBin(repZ); + double beamE = prof->GetBinContent(zBin); + f->Close(); + + if (beamE <= 0) { + printf("%-10.2f ERROR: invalid beam energy at representative Z=%.1f\n", scale, repZ); + continue; + } + printf("%-10.2f %10.1f %16.4f\n", scale, repZ, beamE); + + Kinematics kin(mass_27Al, mass_4He, mass_1H, mass_30Si, beamE / mass_27Al); + + TGraph *g = new TGraph(); + for (double th = thetaMin; th <= thetaMax; th += 1.0) { + double Ef = predictElasticEnergy(kin, th); + if (Ef > 0) g->SetPoint(g->GetN(), th, Ef); + } + if (g->GetN() < 2) { + printf("%-10.2f WARNING: theoretical curve has <2 valid points over [%.0f,%.0f] deg\n", + scale, thetaMin, thetaMax); + } + g->SetLineColor(colors[idx % nColors]); + g->SetLineWidth(2); + g->Draw("L SAME"); + leg->AddEntry(g, Form("%.2f", scale), "l"); + idx++; + } + leg->Draw(); + + printf("\nThe DEDX_SCALE whose colored curve best tracks the underlying measured\n" + "(colz) density band is your best calibration candidate -- this comparison\n" + "doesn't involve fitting the excitation-energy spectrum at all, so it's\n" + "immune to the mean/sigma degeneracies we ran into scanning peak positions.\n\n"); +} + +// ============================================================ +// ScoreElasticLocusEdge +// +// Quantifies what CompareElasticLocus's plot asks you to eyeball: in +// narrow angle slices across the DISCRIMINATING region (where +// theoretical curves for different DEDX_SCALE actually separate -- +// typically low angle; check your CompareElasticLocus plot to see +// where curves diverge vs collapse together before trusting the +// default range here), extract the measured edge (a high percentile +// of Ef, since the Ex=0 locus is a boundary/edge feature, not the +// bulk of the statistics) and compare it against each scale's +// theoretical curve at the same angles. Reports summed squared +// residual vs DEDX_SCALE -- the minimum is your best candidate, +// as an actual number instead of a judgment call. +// +// thetaMin,thetaMax,thetaStep : angle slices to score at -- restrict +// to wherever CompareElasticLocus showed real +// separation between curves +// edgePercentile : the measured "edge" in each angle slice is defined +// as the Ef below which this fraction of that slice's +// counts lie (0.98 default -- near the top of the +// distribution without being thrown off by single +// stray high-Ef outlier bins) +// minEntriesPerSlice : angle slices with fewer total counts than this +// are skipped (too little data to define an edge) +// ============================================================ +void ScoreElasticLocusEdge( + std::vector scales, + double referenceScale = -1, + TString folderPrefix = "Output_27Al_", + TString fileName = "output_27Al.root", + TString lociHist = "m27Alax_Ef_vs_theta_p_sx3", + TString beamHist = "m27Alax_BeamEnergy_vs_VertexZ_sx3", + double thetaMin = 15, + double thetaMax = 50, + double thetaStep = 5, + double edgePercentile = 0.98, + int minEntriesPerSlice = 50 +){ + if (scales.empty()) { printf("ScoreElasticLocusEdge: no scale values given.\n"); return; } + if (referenceScale < 0) referenceScale = scales[0]; + + TString refFolder = Form("%s%.2f", folderPrefix.Data(), referenceScale); + TFile *fref = TFile::Open(refFolder + "/" + fileName, "READ"); + if (!fref || fref->IsZombie()) { + printf("ERROR: could not open reference folder file: %s\n", (refFolder + "/" + fileName).Data()); + return; + } + TH2 *hLocus = (TH2*) fref->Get(lociHist); + if (!hLocus) { + printf("ERROR: '%s' not found in reference folder\n", lociHist.Data()); + fref->ls(); + return; + } + hLocus->SetDirectory(0); + + // ---------- 1) extract the measured edge in each angle slice ---------- + std::vector thetaSlices, measuredEdge; + TAxis *xax = hLocus->GetXaxis(); + for (double th = thetaMin; th <= thetaMax; th += thetaStep) { + int b1 = xax->FindBin(th - thetaStep/2.0); + int b2 = xax->FindBin(th + thetaStep/2.0); + TH1D *slice = hLocus->ProjectionY(Form("slice_%.1f", th), b1, b2); + + double total = slice->Integral(); + if (total < minEntriesPerSlice) { + printf("theta=%.1f: skipped (only %.0f entries, need >= %d)\n", th, total, minEntriesPerSlice); + delete slice; + continue; + } + + double cum = 0, edge = -1; + int nb = slice->GetNbinsX(); + for (int b = 1; b <= nb; b++) { + cum += slice->GetBinContent(b); + if (cum / total >= edgePercentile) { edge = slice->GetBinCenter(b); break; } + } + delete slice; + + if (edge <= 0) continue; + thetaSlices.push_back(th); + measuredEdge.push_back(edge); + printf("theta=%.1f: measured edge (p%.0f) = %.3f MeV\n", th, edgePercentile*100, edge); + } + + if (thetaSlices.empty()) { + printf("ERROR: no usable angle slices -- widen [thetaMin,thetaMax], lower minEntriesPerSlice,\n" + "or lower edgePercentile.\n"); + return; + } + + // ---------- 2) score each scale against the measured edge ---------- + TGraph *gScore = new TGraph(); + gScore->SetTitle("Sum-squared edge residual vs DEDX_SCALE;DEDX_SCALE;#Sigma(theory - measured edge)^{2} [MeV^{2}]"); + gScore->SetMarkerStyle(20); + + printf("\n%-10s %16s\n", "scale", "sum sq. resid."); + double bestScale = -1, bestScore = 1e18; + for (double scale : scales) { + TString folder = Form("%s%.2f", folderPrefix.Data(), scale); + double repZ; + double beamE = GetBeamEnergyAtVertex(folder, fileName, beamHist, repZ); + if (beamE <= 0) { + printf("%-10.2f ERROR: invalid/missing beam energy\n", scale); + continue; + } + + Kinematics kin(mass_27Al, mass_4He, mass_1H, mass_30Si, beamE / mass_27Al); + + double sumSq = 0; + int nUsed = 0; + for (size_t i = 0; i < thetaSlices.size(); i++) { + double theory = predictElasticEnergy(kin, thetaSlices[i]); + if (theory <= 0) continue; // kinematically forbidden / ambiguous at this angle + double resid = theory - measuredEdge[i]; + sumSq += resid * resid; + nUsed++; + } + + if (nUsed == 0) { + printf("%-10.2f ERROR: theoretical curve invalid at every scored angle\n", scale); + continue; + } + + printf("%-10.2f %16.4f (%d/%d angles used)\n", scale, sumSq, nUsed, (int)thetaSlices.size()); + gScore->SetPoint(gScore->GetN(), scale, sumSq); + if (sumSq < bestScore) { bestScore = sumSq; bestScale = scale; } + } + + TCanvas *c = new TCanvas("cScoreElasticLocusEdge", "DEDX_SCALE via elastic-locus edge matching", 900, 650); + gScore->Draw("APL"); + + if (bestScale > 0) { + printf("\nBest-matching DEDX_SCALE among tested values (minimum summed residual): %.2f\n", bestScale); + + // ---------- parabolic refinement near the minimum ---------- + // Fit only the points close to the discrete minimum, rather than + // the whole curve, since the score isn't parabolic far from the + // minimum (see the steep rise at the edges of your scan) -- a + // global parabola fit would be pulled around by those points. + double fitWindow = 3 * (scales.size() > 1 ? std::abs(scales[1]-scales[0]) : 0.1); + // widen the window a bit so at least a handful of points are + // typically included even with uneven scale spacing + fitWindow = std::max(fitWindow, 0.08); + + TF1 *parab = new TF1("parab", "pol2", bestScale - fitWindow, bestScale + fitWindow); + TFitResultPtr fr = gScore->Fit(parab, "RSQ"); // R: restrict to window, S: get result, Q: quiet + parab->SetLineColor(kRed); + parab->SetLineStyle(2); + parab->Draw("SAME"); + + double a = parab->GetParameter(2), b = parab->GetParameter(1); + if (a > 0) { // sanity: should open upward near a true minimum + double vertexScale = -b / (2*a); + printf("Parabolic refinement (fit window: scale in [%.3f, %.3f]):\n", bestScale-fitWindow, bestScale+fitWindow); + printf(" analytic minimum at DEDX_SCALE = %.4f\n\n", vertexScale); + } else { + printf("Parabolic fit near the minimum did not open upward (a=%.3g) -- the\n" + "points there may be too flat/noisy for a reliable sub-grid estimate;\n" + "trust the discrete best value (%.2f) instead.\n\n", a, bestScale); + } + } +} + +#endif \ No newline at end of file diff --git a/scratch/PlotDedxScan.C b/scratch/PlotDedxScan.C new file mode 100644 index 0000000..22d0859 --- /dev/null +++ b/scratch/PlotDedxScan.C @@ -0,0 +1,107 @@ +/*************************************************** + * + * PlotDedxScan.C + * + * Builds the comma-separated file/label lists make_pretty.C's + * multi-file overlay function expects, straight from your + * DEDX_SCALE scan -- so you can superimpose every scale's histogram + * for a given gate (a1c2fix, a1c1c2, etc.) in one call, without + * typing out each file path and label by hand. + * + * Only load THIS file -- it already #includes make_pretty.C. + * + * Usage: + * + * .L PlotDedxScan.C + ** std::vector scales = {0.70, 0.75, 0.80, 0.85, 0.87, 0.90, 0.92, 0.95, 1.00, 1.05, 1.10, 1.15}; + * PlotDedxScan(scales, + * "_m27Alax+misc_sx3_p/m27Alax_Ex_from_p_a1c1c2_sx3"); + * + * // or for the a1c2fix gate: + * PlotDedxScan(scales, + * "_m27Alax+misc_sx3_p/m27Alax_Ex_from_p_a1c2fix_sx3"); + * + ***************************************************/ + +#ifndef PlotDedxScan_C +#define PlotDedxScan_C + +#include "scratch/make_prettyplots.C" +#include + +// ============================================================ +// scales : the DEDX_SCALE values from your bash scan, e.g. +// {0.70, 0.75, ..., 1.20} -- MUST match your folder +// names exactly (same decimal formatting), since each +// path is built as folderPrefix + scale + "/" + fileName +// histPath : histogram path inside each file (same for every +// scale), e.g. "_m27Alax+misc_sx3_p/m27Alax_Ex_from_p_a1c1c2_sx3" +// folderPrefix : e.g. "Output_27Al_" +// fileName : ROOT file name inside each folder, e.g. "output_27Al.root" +// xlabel,ylabel: axis titles for the overlay plot +// xMin,xMax : x-axis zoom range -- set these to the region where your +// peaks actually live (e.g. -3, 9) to cut out the flat, +// empty tails and make the overlaid curves easier to read. +// Leave at -9999 for the full auto range. +// yMin,yMax : optional y-axis range; leave at -9999 for auto +// canvasW,canvasH : output image size in pixels. Defaults here (3000x2100) +// are larger than make_pretty.C's own defaults (2100x1575) +// since a busy multi-curve overlay benefits from the extra +// resolution -- especially once zoomed in with xMin/xMax. +// maxOverlay : if scales.size() exceeds this, evenly subsample down to +// maxOverlay curves (always keeping the first and last) +// rather than plotting everything -- past ~5-6 overlapping +// histograms in the same narrow x-range, more curves stops +// helping and just makes the plot harder to read regardless +// of resolution. Set to 0 to disable subsampling entirely. +// ============================================================ +void PlotDedxScan( + std::vector scales, + TString histPath, + TString folderPrefix = "Output_27Al_", + TString fileName = "output_27Al.root", + TString xlabel = "Excitation Energy [MeV]", + TString ylabel = "Counts", + double xMin = -4.0, + double xMax = 8.0, + double yMin = -9999.0, + double yMax = -9999.0, + int canvasW = 3000, + int canvasH = 2100, + int maxOverlay = 6 +){ + if (maxOverlay > 0 && (int)scales.size() > maxOverlay) { + std::vector subset; + int n = (int) scales.size(); + for (int k = 0; k < maxOverlay; k++) { + int idx = (maxOverlay == 1) ? 0 : (int) std::round(k * (n - 1) / double(maxOverlay - 1)); + subset.push_back(scales[idx]); + } + printf("PlotDedxScan: %d scales given, subsampling to %d for readability: ", n, maxOverlay); + for (double s : subset) printf("%.2f ", s); + printf("\n(pass maxOverlay=0, or maxOverlay >= %d, to plot all of them)\n", n); + scales = subset; + } + if (scales.empty()) { + printf("PlotDedxScan: no scale values given.\n"); + return; + } + + TString filesCSV, labelsCSV; + for (size_t i = 0; i < scales.size(); i++) { + TString folder = Form("%s%.2f", folderPrefix.Data(), scales[i]); + TString path = folder + "/" + fileName; + + if (i > 0) { filesCSV += ","; labelsCSV += ","; } + filesCSV += path; + labelsCSV += Form("%.2f", scales[i]); + } + + printf("Overlaying %d scale value(s) for histogram: %s\n", (int) scales.size(), histPath.Data()); + + // matches make_pretty.C's multi-file overlay overload exactly: + // (filesCSV, labelsCSV, histName, xAxisLabel, yAxisLabel, yMin, yMax, xMin, xMax, canvasW, canvasH) + make_prettyplots(filesCSV, labelsCSV, histPath, xlabel, ylabel, yMin, yMax, xMin, xMax, canvasW, canvasH); +} + +#endif \ No newline at end of file diff --git a/scratch/RunMultiFit.C b/scratch/RunMultiFit.C new file mode 100644 index 0000000..ac2dc7a --- /dev/null +++ b/scratch/RunMultiFit.C @@ -0,0 +1,548 @@ +/*************************************************** + * + * RunMultiFit.C + * + * Two fitting functions for multi-Gaussian excitation-energy spectra: + * + * RunMultiFit(...) -- wrapper around AutoFit.C's fitNGaussPol(): + * 1) opens a ROOT file living anywhere on disk + * 2) pulls out a histogram, including ones nested inside + * TDirectories within the file (e.g. "subdir/histname") + * 3) auto-generates the AutoFit-style parameter text file + * from a plain list of peak positions + * 4) runs the n-Gauss + polynomial-background fit + * 5) prints peak-amplitude correlations (via PrintCorrelations) + * + * RunMultiFitWithTail(...) -- same idea, but builds its own TF1 + * directly (bypassing fitNGaussPol) to add an extra background + * term -- an exponential or Fermi/sigmoid tail -- for modeling a + * fusion-evaporation-like continuum on the low-Ex side, which + * fitNGaussPol's gaus(i)+pol(deg)-only parameter file has no way + * to express. + * + * Only load THIS file -- it already #includes AutoFit.C, + * so don't separately .L AutoFit.C or you'll double-load it. + * + * Usage (from the ROOT prompt, with both files in the same dir): + * + * .L RunMultiFit.C+ + * + * std::vector peaks = {0, 2.2, 3.4, 4.8, 5.6, 6.55}; + * + * RunMultiFit( + * "/full/path/to/your/folder/yourfile.root", + * "_m27Alax+misc_sx3_p/m27Alax_EX_from_p_a2c0_sx3", + * peaks + * ); + * + * // or, with a fusion-evaporation tail on the low-Ex background: + * RunMultiFitWithTail( + * "/full/path/to/your/folder/yourfile.root", + * "_m27Alax+misc_sx3_p/m27Alax_EX_from_p_a2c0_sx3", + * peaks + * ); + * + ***************************************************/ + +#ifndef RunMultiFit_C +#define RunMultiFit_C + +// AutoFit.C uses TH1F*, ifstream, TCanvas, gROOT, gStyle, TLatex, and TList +// throughout but only gets forward declarations (or nothing at all) for +// several of them via its own includes -- fine for cling's interpreter, +// not enough for ACLiC's real compiler. Pull in full definitions here, +// before AutoFit.C is included, so they're available everywhere in this +// translation unit. +#include +#include +#include +#include +#include +#include +#include +#include + +#include "AutoFit.C" + +#include +#include +#include +#include + +// ============================================================ +// PrintCorrelations: prints the correlation coefficient between every +// pair of peak amplitudes from the most recently run fit. Deliberately +// uses TVirtualFitter rather than the TFitResultPtr returned by +// h->Fit(f,"S") -- on some ROOT/cling builds, holding a TFitResultPtr +// at the interactive prompt crashes with a +// "cling::runtime::internal::LifetimeHandler" linker error. Reading +// straight from TVirtualFitter's covariance matrix gets the same +// numbers without touching that code path. +// +// f : the fit TF1 (e.g. from h->GetFunction("fit")) +// nPeaks : number of Gaussian peaks in the fit (not counting the +// background parameters) +// warnThreshold: |correlation| at or above this gets flagged -- pairs +// this correlated shouldn't be trusted individually; +// treat their combined area as the meaningful number +// stride : parameters per peak before the shared/background block +// -- 3 (default) for independent amp/mean/sigma per peak, +// 2 for RunMultiFitWithTail's sharedSigma=true mode +// (amp/mean per peak, sigma shared separately) +// ============================================================ +void PrintCorrelations(TF1 *f, int nPeaks, double warnThreshold = 0.8, int stride = 3) { + if (!f) { + printf("PrintCorrelations: no fit function given (was the fit successful?).\n"); + return; + } + + TVirtualFitter *fitter = TVirtualFitter::GetFitter(); + if (!fitter) { + printf("PrintCorrelations: no active fitter found -- run the fit first.\n"); + return; + } + + printf("\n================ Peak-amplitude correlations ================\n"); + printf("%-8s %-8s %10s\n", "peakA", "peakB", "corr"); + + std::vector flagged; + for (int i = 0; i < nPeaks; i++) { + for (int j = i + 1; j < nPeaks; j++) { + int pi = stride * i, pj = stride * j; // amplitude is the first of each peak's params + double covij = fitter->GetCovarianceMatrixElement(pi, pj); + double si = f->GetParError(pi); + double sj = f->GetParError(pj); + double corr = (si > 0 && sj > 0) ? covij / (si * sj) : 0; + + bool isHigh = TMath::Abs(corr) >= warnThreshold; + printf("%-8d %-8d %10.3f%s\n", i, j, corr, isHigh ? " <-- high" : ""); + if (isHigh) flagged.push_back(Form("peak %d <-> peak %d (corr = %.3f)", i, j, corr)); + } + } + + if (!flagged.empty()) { + printf("\n %d pair(s) at |corr| >= %.2f -- their individual areas are not\n" + " reliably separable; treat the combined area as the trustworthy number:\n", + (int) flagged.size(), warnThreshold); + for (auto &s : flagged) printf(" %s\n", s.Data()); + } + printf("===============================================================\n\n"); +} + +// ============================================================ +// fileName : full path to the .root file (the "folder" part +// of the path is just the directory it lives in -- +// TFile::Open handles that directly, see below) +// histPath : name of the histogram inside the file. If the +// histogram lives inside a TDirectory, include the +// directory the same way you would in TBrowser, +// e.g. "dirName/histName" (works for nested dirs too: +// "dir1/dir2/histName") +// peakEnergies : your peak positions, e.g. {0,2.2,3.4,4.8,5.6,6.55} +// sigmaGuess : default initial sigma (same units as x-axis) used +// for every peak unless overridden per-peak below +// meanWindow : half-width allowed around each mean during the fit +// (used only for peaks not covered by meanWindowOverride). +// 0 -> auto: half the distance to the nearest +// neighboring peak on each side (tighter +// windows automatically appear for closely +// spaced peaks, e.g. two peaks 0.8 apart +// each get +/-0.4 max) +// >0 -> fixed +/- meanWindow +// degPol : degree of the polynomial background (0=flat, +// 1=linear, 2=quadratic, ...) +// xMin, xMax : fit range; leave both at 0 to use the full +// histogram range +// fixMeans : true locks every mean at its input value instead +// of letting it float within its window +// fixSigmas : true locks every sigma at its guess instead of +// letting it float up to that value +// paraFile : where the auto-generated parameter file is written +// (plain text, human-readable/editable afterward) +// sigmaOverride : optional per-peak sigma guesses; if given, overrides +// sigmaGuess for peaks with a matching index +// printCorr : if true (default), automatically prints the peak- +// amplitude correlation matrix after fitting, flagging +// any pair whose areas aren't reliably separable +// corrWarnThreshold : |correlation| at/above this gets flagged in the +// printout (see PrintCorrelations above) +// ============================================================ +void RunMultiFit( + TString fileName, + TString histPath, + std::vector peakEnergies, + double sigmaGuess = 0.15, + double meanWindow = 0, + int degPol = 1, + double xMin = 0, + double xMax = 0, + bool fixMeans = false, + bool fixSigmas = false, + TString paraFile = "AutoFit_para_auto.txt", + std::vector sigmaOverride = {}, + bool printCorr = true, + double corrWarnThreshold = 0.8, + std::vector meanWindowOverride = {} +){ + // ---------- 1) open the file ---------- + // TFile::Open takes the full path, folder included, e.g. + // "/home/user/data/run074/analysis.root" -- no separate step + // needed to "open the folder" first. + TFile *f = TFile::Open(fileName, "READ"); + if (!f || f->IsZombie()) { + printf("ERROR: could not open file: %s\n", fileName.Data()); + return; + } + + // ---------- 2) get the histogram ---------- + TH1F *h = (TH1F*) f->Get(histPath); + if (!h) { + printf("ERROR: histogram not found at path: %s\n", histPath.Data()); + printf("---- top-level contents of the file, for reference ----\n"); + f->ls(); + return; + } + h->SetDirectory(0); // detach from file so it's safe even after f closes + + // ---------- 3) build the AutoFit parameter file ---------- + int n = (int) peakEnergies.size(); + if (n == 0) { + printf("ERROR: no peak energies given.\n"); + return; + } + + std::ofstream out(paraFile.Data()); + out << "# energy lowE highE eFlag sigma sFlag height\n"; + + for (int i = 0; i < n; i++) { + double e = peakEnergies[i]; + + double lo, hi; + double thisWindow = (i < (int)meanWindowOverride.size()) ? meanWindowOverride[i] : meanWindow; + if (thisWindow > 0) { + lo = e - thisWindow; + hi = e + thisWindow; + } else { + // half the gap to each neighbor; edge peaks reuse their + // only neighbor's gap on both sides + double dLeft = (i == 0) ? (peakEnergies[i+1] - e) : (e - peakEnergies[i-1]); + double dRight = (i == n - 1) ? (e - peakEnergies[i-1]) : (peakEnergies[i+1] - e); + lo = e - dLeft / 2.0; + hi = e + dRight / 2.0; + } + + double sig = (i < (int)sigmaOverride.size()) ? sigmaOverride[i] : sigmaGuess; + + double guess = h->GetBinContent(h->FindBin(e)); + if (guess <= 0) guess = h->GetMaximum() * 0.05; // avoid a zero starting amplitude + + out << e << " " + << lo << " " + << hi << " " + << (fixMeans ? 1 : 0) << " " + << sig << " " + << (fixSigmas ? 1 : 0) << " " + << guess << "\n"; + } + out.close(); + + printf("Wrote %d-peak parameter file: %s\n", n, paraFile.Data()); + for (int i = 0; i < n; i++) { + printf(" peak %d : E = %.4f\n", i, peakEnergies[i]); + } + + // ---------- 4) run the fit ---------- + fitNGaussPol(h, degPol, paraFile, xMin, xMax); + + // ---------- 5) report peak-amplitude correlations ---------- + // fitNGaussPol names its internal TF1 "fit" and fits directly on h, + // so ROOT attaches it to h's list of functions -- retrieve it from + // there rather than needing fitNGaussPol to return anything. + if (printCorr) { + TF1 *fit = h->GetFunction("fit"); + PrintCorrelations(fit, n, corrWarnThreshold); + } +} + +// ============================================================ +// RunMultiFitWithTail +// +// Fits N Gaussians + a polynomial background + an extra background +// term representing a fusion-evaporation-like continuum tail on the +// low-Ex side of the spectrum. +// +// AutoFit.C's fitNGaussPol has no way to express this extra term -- +// its parameter file only knows gaus(i) + pol(deg) -- so this builds +// and fits its own TF1 directly instead of routing through it, then +// reuses PrintCorrelations above (which works with any TF1*, not +// tied to fitNGaussPol internals). +// +// tailShape: +// "fermi" (default) : A / (1 + exp((x - x0)/d)) +// Smooth sigmoid: ~flat at A for low x, turns off toward 0 +// above x0. BOUNDED for all x -- numerically safe regardless +// of fit range. x0 is interpretable as roughly where the +// continuum "turns off"; d is the turn-off width. +// "exp" : A * exp(-x / tau) +// Simpler, more directly matches "evaporation spectrum" +// language, but can blow up for x well below 0 if tau is +// small (e.g. tau=0.1 at x=-3 gives exp(30)). Only use this +// if your fit range doesn't extend far below the peaks, or if +// you've confirmed tau stays large enough to behave. +// +// fileName, histPath : same as RunMultiFit +// peakEnergies : peak means (fixed by default -- see fixMeans) +// sigmaGuess : default initial sigma used for every peak, +// unless overridden per-peak by sigmaOverride +// degPol : background polynomial degree +// xMin, xMax : fit range (required here -- no "full range" +// default, since the tail shape depends on +// where the range actually starts) +// tailAmpGuess : initial tail amplitude; -1 = auto (0.5x hist max) +// tailScaleGuess : tau (exp) or d/width (fermi) +// tailX0Guess : only used for "fermi" -- initial turn-off location +// fixMeans : true (default) locks peak means at peakEnergies, +// consistent with how you've been running RunMultiFit +// fixSigmas : true locks every sigma at its guess/override +// instead of letting it float (default false) +// sigmaOverride : optional per-peak sigma guesses, e.g. +// {1.2, 1.0, 0.3, 0.3, 0.4, 0.4, 0.4} -- overrides +// sigmaGuess for peaks with a matching index. Use +// this the same way you've been using it in +// RunMultiFit to give wide peaks (like your 0 and +// 2.2 MeV ones) more room without loosening +// everyone else's ceiling too. IGNORED if +// sharedSigma=true (see below). +// sharedSigma : if true, every peak shares ONE sigma parameter +// instead of getting its own -- tests the +// hypothesis that peak width is genuinely +// constant across the spectrum, rather than +// assuming it. sigmaOverride is ignored in this +// mode (there's only one sigma to set, from +// sigmaGuess); fixSigmas still works to lock +// that single shared value. Compare chi2/ndf and +// the residuals against a free-sigma run: if +// shared-sigma fits comparably well, your +// instinct that width shouldn't vary was right; +// if it fits noticeably worse -- especially +// around peaks you know are blended multi-level +// clusters (4.8, 5.6, 6.55) -- that's evidence +// the width differences are physically real, +// not fit noise. +// ============================================================ +void RunMultiFitWithTail( + TString fileName, + TString histPath, + std::vector peakEnergies, + double sigmaGuess = 0.5, + int degPol = 1, + double xMin = -3, + double xMax = 9, + TString tailShape = "fermi", + double tailAmpGuess = -1, + double tailScaleGuess = 1.0, + double tailX0Guess = 0.0, + bool fixMeans = true, + bool fixSigmas = false, + std::vector sigmaOverride = {}, + bool sharedSigma = false +){ + // ---------- open file + histogram ---------- + TFile *f = TFile::Open(fileName, "READ"); + if (!f || f->IsZombie()) { + printf("ERROR: could not open file: %s\n", fileName.Data()); + return; + } + + TH1 *h = (TH1*) f->Get(histPath); + if (!h) { + printf("ERROR: histogram not found at path: %s\n", histPath.Data()); + printf("---- top-level contents of the file, for reference ----\n"); + f->ls(); + return; + } + h->SetDirectory(0); + + int nPeaks = (int) peakEnergies.size(); + if (nPeaks == 0) { printf("ERROR: no peak energies given.\n"); return; } + if (tailShape != "fermi" && tailShape != "exp") { + printf("ERROR: tailShape must be \"fermi\" or \"exp\", got \"%s\"\n", tailShape.Data()); + return; + } + + // ---------- index layout ---------- + // Normal mode: each peak gets 3 params [amp, mean, sigma] at 3*i. + // Shared-sigma mode: each peak gets 2 params [amp, mean] at 2*i, and + // ALL peaks reference the same single sigma parameter index, placed + // right after the last peak's amp/mean pair. + int stride = sharedSigma ? 2 : 3; + auto ampIdx = [&](int i){ return stride*i; }; + auto meanIdx = [&](int i){ return stride*i + 1; }; + int sharedSigmaIdx = stride*nPeaks; // only meaningful if sharedSigma + auto sigIdx = [&](int i){ return sharedSigma ? sharedSigmaIdx : (stride*i + 2); }; + + if (sharedSigma && !sigmaOverride.empty()) + printf("NOTE: sharedSigma=true -- sigmaOverride is ignored; using sigmaGuess (%.3f) for the single shared sigma.\n", sigmaGuess); + + // ---------- build the formula: gaussians + poly + tail ---------- + TString formula; + for (int i = 0; i < nPeaks; i++) { + if (i > 0) formula += "+"; + formula += Form("[%d]*exp(-0.5*((x-[%d])/[%d])*((x-[%d])/[%d]))", + ampIdx(i), meanIdx(i), sigIdx(i), meanIdx(i), sigIdx(i)); + } + int polOffset = sharedSigma ? (stride*nPeaks + 1) : (stride*nPeaks); + formula += Form("+pol%d(%d)", degPol, polOffset); + + int tailOffset = polOffset + (degPol + 1); + int nTailPar = (tailShape == "exp") ? 2 : 3; + if (tailShape == "exp") + formula += Form("+[%d]*exp(-x/[%d])", tailOffset, tailOffset+1); + else + formula += Form("+[%d]/(1+exp((x-[%d])/[%d]))", tailOffset, tailOffset+1, tailOffset+2); + + TF1 *fitT = new TF1("fitWithTail", formula, xMin, xMax); + + // ---------- initial guesses: peaks ---------- + for (int i = 0; i < nPeaks; i++) { + double e = peakEnergies[i]; + double guess = h->GetBinContent(h->FindBin(e)); + if (guess <= 0) guess = h->GetMaximum() * 0.3; + + fitT->SetParameter(ampIdx(i), guess); + fitT->SetParLimits(ampIdx(i), 0, h->GetMaximum() * 2); + + fitT->SetParameter(meanIdx(i), e); + if (fixMeans) fitT->FixParameter(meanIdx(i), e); + else fitT->SetParLimits(meanIdx(i), e - 0.2, e + 0.2); + + if (!sharedSigma) { + double sig = (i < (int)sigmaOverride.size()) ? sigmaOverride[i] : sigmaGuess; + fitT->SetParameter(sigIdx(i), sig); + if (fixSigmas) fitT->FixParameter(sigIdx(i), sig); + else fitT->SetParLimits(sigIdx(i), 0.02, 3.0); + } + } + + if (sharedSigma) { + fitT->SetParameter(sharedSigmaIdx, sigmaGuess); + if (fixSigmas) fitT->FixParameter(sharedSigmaIdx, sigmaGuess); + else fitT->SetParLimits(sharedSigmaIdx, 0.02, 3.0); + } + + // ---------- initial guesses: polynomial ---------- + for (int i = 0; i <= degPol; i++) + fitT->SetParameter(polOffset + i, (i == 0) ? 1.0 : 0.0); + + // ---------- initial guesses: tail ---------- + double ampGuess = (tailAmpGuess > 0) ? tailAmpGuess : h->GetMaximum() * 0.5; + fitT->SetParameter(tailOffset, ampGuess); + fitT->SetParLimits(tailOffset, 0, h->GetMaximum() * 3); + + if (tailShape == "exp") { + fitT->SetParameter(tailOffset+1, tailScaleGuess); + fitT->SetParLimits(tailOffset+1, 0.3, 10); // kept away from very small tau -- see header caution + } else { + fitT->SetParameter(tailOffset+1, tailX0Guess); + fitT->SetParLimits(tailOffset+1, xMin, xMax); + fitT->SetParameter(tailOffset+2, tailScaleGuess); + fitT->SetParLimits(tailOffset+2, 0.02, 5); + } + + // ---------- fit ---------- + // "R0": R restricts to the given range; 0 suppresses TH1::Fit's default + // behavior of auto-drawing the fit function (in red) onto whatever pad + // is currently active -- without this, that auto-draw can land on a + // leftover pad from a previous call (e.g. if you're comparing a + // free-sigma run against a sharedSigma run back-to-back) and show up + // as a stray extra curve wherever gPad happened to be pointing. + h->Fit(fitT, "R0"); + + // unique run tag so re-running with different settings (e.g. comparing + // sharedSigma true/false) gets its own canvas instead of colliding by + // name with a previous run's + TString runTag = Form("%s_%s", tailShape.Data(), sharedSigma ? "shared" : "free"); + + // ---------- draw: two-pad canvas (fit + residual), matching the + // fitNGaussPol look you've been using throughout ---------- + TCanvas *c = new TCanvas("cFitWithTail_" + runTag, "Fit with fusion-evap tail: " + runTag, 900, 900); + c->Divide(1, 2); + + // ---- top pad: histogram + total fit + individual peaks + background ---- + c->cd(1); + gPad->SetPad(0, 0.3, 1, 1); + h->SetStats(0); + h->Draw(); + + int colors[] = {kRed, kGreen+2, kBlue, kMagenta+1, kOrange+7, kCyan+2, kViolet, kSpring+4, kPink+1, kAzure+1}; + int nColors = 10; + + std::vector peakCurves(nPeaks); + for (int i = 0; i < nPeaks; i++) { + peakCurves[i] = new TF1(Form("peak%d_%s", i, runTag.Data()), "gaus", xMin, xMax); + peakCurves[i]->SetParameter(0, fitT->GetParameter(ampIdx(i))); + peakCurves[i]->SetParameter(1, fitT->GetParameter(meanIdx(i))); + peakCurves[i]->SetParameter(2, fitT->GetParameter(sigIdx(i))); + peakCurves[i]->SetLineColor(colors[i % nColors]); + peakCurves[i]->SetLineWidth(2); + peakCurves[i]->Draw("SAME"); + } + + // combined background (polynomial + tail), so its shape under the peaks is visible + TString bgFormula = Form("pol%d(0)", degPol); + int bgTailOffset = degPol + 1; + if (tailShape == "exp") + bgFormula += Form("+[%d]*exp(-x/[%d])", bgTailOffset, bgTailOffset+1); + else + bgFormula += Form("+[%d]/(1+exp((x-[%d])/[%d]))", bgTailOffset, bgTailOffset+1, bgTailOffset+2); + TF1 *bgCurve = new TF1("bgCurve_" + runTag, bgFormula, xMin, xMax); + for (int i = 0; i <= degPol; i++) bgCurve->SetParameter(i, fitT->GetParameter(polOffset+i)); + for (int i = 0; i < nTailPar; i++) bgCurve->SetParameter(bgTailOffset+i, fitT->GetParameter(tailOffset+i)); + bgCurve->SetLineColor(kGray+2); + bgCurve->SetLineStyle(2); + bgCurve->SetLineWidth(2); + bgCurve->Draw("SAME"); + + fitT->SetLineColor(kBlack); + fitT->SetLineWidth(3); + fitT->Draw("SAME"); + + double chi2 = fitT->GetChisquare(); + int ndf = fitT->GetNDF(); + TLatex latex; + latex.SetNDC(); + latex.SetTextSize(0.06); + latex.DrawLatex(0.15, 0.85, Form("#bar{#chi}^{2} : %.3f", ndf > 0 ? chi2/ndf : chi2)); + + // ---- bottom pad: residual (Hist - fit), same convention as fitNGaussPol ---- + c->cd(2); + gPad->SetPad(0, 0, 1, 0.3); + TH1 *hRes = (TH1*) h->Clone("hRes_" + runTag); + hRes->Add(fitT, -1); + hRes->SetTitle("Residual"); + hRes->GetYaxis()->SetTitle("Hist - fit"); + hRes->SetStats(0); + hRes->Draw(); + + // ---------- report ---------- + printf("\n---- tail parameters (%s) ----\n", tailShape.Data()); + if (tailShape == "exp") { + printf(" amplitude = %.4f +/- %.4f\n", fitT->GetParameter(tailOffset), fitT->GetParError(tailOffset)); + printf(" tau = %.4f +/- %.4f\n", fitT->GetParameter(tailOffset+1), fitT->GetParError(tailOffset+1)); + } else { + printf(" amplitude = %.4f +/- %.4f\n", fitT->GetParameter(tailOffset), fitT->GetParError(tailOffset)); + printf(" x0 (turn-off) = %.4f +/- %.4f\n", fitT->GetParameter(tailOffset+1), fitT->GetParError(tailOffset+1)); + printf(" d (width) = %.4f +/- %.4f\n", fitT->GetParameter(tailOffset+2), fitT->GetParError(tailOffset+2)); + } + printf("chi2/ndf = %.3f / %d = %.3f\n\n", + fitT->GetChisquare(), fitT->GetNDF(), fitT->GetChisquare()/fitT->GetNDF()); + + if (sharedSigma) { + printf("shared sigma (all peaks) = %.4f +/- %.4f\n\n", + fitT->GetParameter(sharedSigmaIdx), fitT->GetParError(sharedSigmaIdx)); + } + + PrintCorrelations(fitT, nPeaks, 0.8, stride); +} + +#endif \ No newline at end of file diff --git a/scratch/ScanDedxScale.C b/scratch/ScanDedxScale.C new file mode 100644 index 0000000..355c77e --- /dev/null +++ b/scratch/ScanDedxScale.C @@ -0,0 +1,183 @@ +/*************************************************** + * + * ScanDedxGasCalib.C + * + * Direct first-principles DEDX_SCALE calibration check, using + * TrackRecon.C's "BeamEnergy_ETrack_vs_EKin" plot -- NOT + * dEgasPred_vs_dEgasCalib (an earlier dead end: that histogram is + * built entirely from the UNSCALED proton tables, so it's blind to + * DEDX_SCALE and would look identical at every scale). + * + * From TrackRecon.C: + * double snapped_level = snapToNearestLevel(Ex, levels_30Si_MeV, level_residual); + * double ebeam_kin_MeV = invertBeamEnergyMeV(m_beam, mass_4He, m3, m4, + * Efix, theta * 180/M_PI, snapped_level); + * Fill2D(..., beam_energy_at_vertex, ebeam_kin_MeV, ...); + * + * x = beam_energy_at_vertex : built from the ALUMINUM table -- + * DEPENDS on DEDX_SCALE + * y = ebeam_kin_MeV : the beam energy at the vertex REQUIRED + * for this event's measured (Efix, theta) + * to exactly match a known literature + * level, solved purely from Efix + * (unscaled proton tables) and theta + * (geometry) -- INDEPENDENT of DEDX_SCALE + * + * If DEDX_SCALE is correct, x should equal y for every event -- a + * clean y=x diagonal. This covers FIVE literature levels at once + * (levels_30Si_MeV = {0.0, 2.235, 3.498, 6.550, 6.870}), not just the + * ground state the way CompareElasticLocus.C did, giving more + * statistics and letting you check whether the y=x offset is + * constant (a flat DEDX_SCALE correction is the right model) or + * drifts with beam energy (it isn't -- see the QQQ/SX3 discussion). + * + * Usage: + * + * .L ScanDedxScale.C+ + * + * std::vector scales = {0.70,0.75,0.80,0.85,0.87,0.88,0.89,0.90,0.91,0.92,0.95,1.00,1.05,1.10,1.15}; + * + * ScanDedxScale(scales); // SX3 + * ScanDedxScale(scales, "Output_27Al_", "output_27Al.root", "_m27Alax+misc_qqq_p/m27Alax_BeamEnergy_ETrack_vs_EKin_p_a2c0_qqq"); // QQQ + * + ***************************************************/ + +#ifndef ScanDedxScale_C +#define ScanDedxScale_C + +#include +#include +#include +#include +#include +#include + +// ============================================================ +// scales : the DEDX_SCALE values from your bash scan -- MUST +// match your folder names exactly (same decimal +// formatting) +// folderPrefix : e.g. "Output_27Al_" +// fileName : ROOT file name inside each folder, e.g. "output_27Al.root" +// histName : the BeamEnergy_ETrack_vs_EKin histogram. Swap "sx3" +// for "qqq" (and adjust the gate tag if needed) to run +// the QQQ side with the exact same macro. +// fitMin,fitMax: x-range (beam_energy_at_vertex, in MeV) to fit the +// profile over. Histogram range is 0 to beamE0*1.5 +// (~84 MeV) with 400 bins, but real events cluster in +// a much narrower band -- check your printed +// "beamE@vertex" values from earlier scans (roughly +// 6-27 MeV across DEDX_SCALE 0.70-1.15) before +// trusting these defaults; widen/narrow as needed. +// minEntriesPerBin : profile bins with fewer raw entries than this +// are dropped from the line fit (noisy tails can +// otherwise pull the slope around) +// ============================================================ +void ScanDedxScale( + std::vector scales, + TString folderPrefix = "Output_27Al_", + TString fileName = "output_27Al.root", + TString histName = "_m27Alax+misc_sx3_p/m27Alax_BeamEnergy_ETrack_vs_EKin_p_a2c0_sx3", + double fitMin = 5.0, + double fitMax = 25.0, + int minEntriesPerBin = 20 +){ + int nScales = (int) scales.size(); + if (nScales == 0) { printf("ScanDedxGasCalib: no scale values given.\n"); return; } + + TGraphErrors *gSlope = new TGraphErrors(); + gSlope->SetTitle("Slope (ebeam_kin/beam_energy_at_vertex) vs DEDX_SCALE;DEDX_SCALE;slope"); + gSlope->SetMarkerStyle(20); + + TGraphErrors *gIntercept = new TGraphErrors(); + gIntercept->SetTitle("Intercept vs DEDX_SCALE;DEDX_SCALE;intercept [MeV]"); + gIntercept->SetMarkerStyle(20); + gIntercept->SetMarkerColor(kRed+1); + gIntercept->SetLineColor(kRed+1); + + printf("\n%-8s %12s %12s %12s %10s\n", "scale", "slope", "+/-", "intercept", "chi2/ndf"); + + for (int s = 0; s < nScales; s++) { + TString folder = Form("%s%.2f", folderPrefix.Data(), scales[s]); + TString path = folder + "/" + fileName; + + TFile *f = TFile::Open(path, "READ"); + if (!f || f->IsZombie()) { + printf("%-8.2f ERROR: could not open %s\n", scales[s], path.Data()); + continue; + } + + TH2 *h2 = (TH2*) f->Get(histName); + if (!h2) { + printf("%-8.2f ERROR: histogram '%s' not found\n", scales[s], histName.Data()); + f->ls(); + continue; + } + + // Profile: mean ebeam_kin_MeV (y) in bins of beam_energy_at_vertex (x) + TProfile *profile = h2->ProfileX(Form("profile_%.2f", scales[s])); + + // Build a filtered graph: only bins inside [fitMin,fitMax] with at + // least minEntriesPerBin raw entries, so sparsely populated bins + // (noisy tails) don't pull the line fit around. + TGraphErrors *gFit = new TGraphErrors(); + int nb = profile->GetNbinsX(); + for (int b = 1; b <= nb; b++) { + double xc = profile->GetBinCenter(b); + if (xc < fitMin || xc > fitMax) continue; + if (profile->GetBinEntries(b) < minEntriesPerBin) continue; + int gi = gFit->GetN(); + gFit->SetPoint(gi, xc, profile->GetBinContent(b)); + gFit->SetPointError(gi, 0, profile->GetBinError(b)); + } + + if (gFit->GetN() < 2) { + printf("%-8.2f ERROR: fewer than 2 usable bins after entry-count filtering " + "(try lowering minEntriesPerBin or widening [fitMin,fitMax])\n", scales[s]); + continue; + } + + TF1 *line = new TF1(Form("line_%.2f", scales[s]), "pol1", fitMin, fitMax); + gFit->Fit(line, "RQ"); // Q: quiet, don't spam per-scale fit output + + double slope = line->GetParameter(1); + double slopeErr = line->GetParError(1); + double icept = line->GetParameter(0); + double icptErr = line->GetParError(0); + int ndf = line->GetNDF(); + double chi2 = line->GetChisquare(); + + printf("%-8.2f %12.4f %12.4f %12.4f %10.3f\n", + scales[s], slope, slopeErr, icept, ndf > 0 ? chi2/ndf : -1.0); + + int n = gSlope->GetN(); + gSlope->SetPoint(n, scales[s], slope); + gSlope->SetPointError(n, 0, slopeErr); + gIntercept->SetPoint(n, scales[s], icept); + gIntercept->SetPointError(n, 0, icptErr); + } + + TCanvas *c = new TCanvas("ScanDedxScale", "DEDX_SCALE via BeamEnergy_ETrack_vs_EKin", 1000, 700); + c->Divide(1, 2); + + c->cd(1); + gSlope->Draw("APL"); + TF1 *targetSlope = new TF1("targetSlope", "1", scales.front(), scales.back()); + targetSlope->SetLineColor(kGray+1); + targetSlope->SetLineStyle(2); + targetSlope->Draw("SAME"); + + c->cd(2); + gIntercept->Draw("APL"); + TF1 *targetIcept = new TF1("targetIcept", "0", scales.front(), scales.back()); + targetIcept->SetLineColor(kGray+1); + targetIcept->SetLineStyle(2); + targetIcept->Draw("SAME"); + + printf("\nLook for where the slope curve (top) crosses the dashed slope=1\n" + "line AND the intercept curve (bottom) crosses dashed intercept=0 --\n" + "ideally near the same DEDX_SCALE. If they cross at different scales,\n" + "a single multiplicative DEDX_SCALE may not fully capture the real\n" + "correction (e.g. an additive offset might also be needed).\n\n"); +} + +#endif \ No newline at end of file diff --git a/scratch/overlay_2d.C b/scratch/overlay_2d.C new file mode 100644 index 0000000..e636097 --- /dev/null +++ b/scratch/overlay_2d.C @@ -0,0 +1,82 @@ +#include "TFile.h" +#include "TH2.h" +#include "TCanvas.h" +#include "TStyle.h" +#include "TLegend.h" +#include "TObjArray.h" +#include "TObjString.h" +#include "TF1.h" +#include +#include + +void overlay_2d(TString rootFile, TString histsCSV, TString labelsCSV, TString xAxisLabel, TString yAxisLabel) { + gROOT->SetStyle("Plain"); + gStyle->SetOptStat(0); + + TObjArray* histArr = histsCSV.Tokenize(","); + TObjArray* labelArr = labelsCSV.Tokenize(","); + + // Standard ANASEN color sequence + int colors[] = {kBlack, kRed+1, kAzure+2, kGreen+2, kMagenta+1}; + std::vector hists; + + TFile *f = TFile::Open(rootFile, "READ"); + if (!f || f->IsZombie()) return; + + for (int i = 0; i < histArr->GetEntriesFast(); i++) { + TString hName = ((TObjString*)histArr->At(i))->GetString(); + TH2 *h = (TH2 *)f->Get(hName); + if (h) { + TH2 *clone = (TH2 *)h->Clone(Form("h_%d", i)); + clone->SetDirectory(0); // Detach from file + hists.push_back(clone); + } else { + std::cerr << "Warning: Could not find " << hName << "\n"; + } + } + f->Close(); + + if (hists.empty()) return; + + TCanvas *c = new TCanvas("c", "", 1800, 1800); + c->SetLeftMargin(0.12); + c->SetBottomMargin(0.12); + + // Turn on the X and Y grid lines + c->SetGridx(1); + c->SetGridy(1); + + TLegend *leg = new TLegend(0.65, 0.75, 0.9, 0.9); + leg->SetBorderSize(1); + leg->SetFillStyle(1001); // Solid background so grid doesn't bleed through + leg->SetFillColor(kWhite); + leg->SetTextSize(0.03); + + for (size_t i = 0; i < hists.size(); i++) { + hists[i]->SetMarkerColor(colors[i % 5]); + hists[i]->SetMarkerStyle(6); // Small dot for scatter + + if (i == 0) { + hists[i]->GetXaxis()->SetTitle(xAxisLabel); + hists[i]->GetYaxis()->SetTitle(yAxisLabel); + hists[i]->GetXaxis()->CenterTitle(); + hists[i]->GetYaxis()->CenterTitle(); + hists[i]->Draw("scat"); + + // Draw the y = x diagonal dashed line + TF1 *diag = new TF1("diag", "x", -1000, 1000); + diag->SetLineStyle(2); + diag->SetLineColor(kGray+2); + diag->Draw("same"); + } else { + hists[i]->Draw("scat same"); + } + + TString label = ((TObjString*)labelArr->At(i))->GetString(); + leg->AddEntry(hists[i], label.Data(), "p"); + } + leg->Draw(); + + c->SaveAs("kinematic_states_overlay.png"); + std::cout << "Saved: kinematic_states_overlay.png\n"; +} \ No newline at end of file