Catima data source and new Eloss table generator
This commit is contained in:
parent
36f9958562
commit
f0f5b57afc
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@ -7,6 +7,7 @@
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#include "TObjArray.h"
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#include "TBranch.h"
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#include <iostream>
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#include <fstream>
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void aarootscript(int argument = 0) {
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std::cout << "\n\n\n";
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@ -89,8 +90,6 @@ void aarootscript(int argument = 0) {
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}
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std::cout << "x length: " << x.size() << ", y length: " << y.size() << std::endl;
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#include <fstream>
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std::ofstream outfile("Tb_dEb_data.txt");
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if (!outfile.is_open()) {
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@ -35,13 +35,15 @@ int main(int argc, char **argv){
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if( argc >= 2 ) numEvent = atoi(argv[1]);
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//double density = (2.1525e-7) * 1000; // example for aluminum target, adjust as needed (400 torr is 0.0000861)
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//char command[256];
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//snprintf(command, sizeof(command), "python3 ../ELoss/EvXconverter.py %f", density);
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//snprintf(command, sizeof(command), "python3 /home/jamesszalkie/.venv/EvXconverter.py %f", density);
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//printf("Command: %s\n", command);
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//system(command); // run the conversion script to generate energy loss tables with correct density
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// load energy loss tables (assume units: E in MeV, dE/dx in MeV/(mg/cm^2), density in mg/cm^3)
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TGraph* elossLight = LoadELoss("../ELoss/E_vs_x_light"); // for light particle (alpha)
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TGraph* elossHeavy = LoadELoss("../ELoss/Eloss_p"); // for heavy particle (proton)
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TGraph* elossLight = LoadELoss("../ELoss/E_vs_x_alpha.dat"); // for light particle (alpha)
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TGraph* elossHeavy = LoadELoss("../ELoss/E_vs_x_proton.dat"); // for heavy particle (proton)
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TGraph* elossRecoil = LoadELoss("../ELoss/E_vs_x_recoil.dat"); // for recoil particle (if needed)
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TGraph *invgLight = new TGraph(elossLight->GetN(), elossLight->GetY(), elossLight->GetX());
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TGraph *invgHeavy = new TGraph(elossHeavy->GetN(), elossHeavy->GetY(), elossHeavy->GetX());
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auto c1 = new TCanvas("c1", "Graph Example", 800, 600);
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auto g = elossLight;
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g->SetTitle("Energy Loss Table;cm;Kinetic Energy (MeV)");
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@ -52,17 +54,18 @@ int main(int argc, char **argv){
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c1->Print("eloss_light.png");
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int ELossTotal = 0;
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auto c2 = new TCanvas("c2", "Graph Example", 800, 600);
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auto g2 = elossHeavy;
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g2->SetTitle("Energy Loss Table;Kinetic Energy (MeV);dE/dx (MeV/(mg/cm^{2}))");
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g2->SetTitle("Energy Loss Table;cm;Kinetic Energy (MeV)");
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g2->Draw("ALP");
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g2->SetLineColor(kBlue);
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c1->Print("eloss_heavy.png");
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c2->Print("eloss_heavy.png");
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// Reaction setup: projectile + target configuration, energy, and product IDs
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TransferReaction transfer;
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transfer.SetA(24,12, 0); // e.g., 24Mg (Z=12) with 0 excitation
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transfer.SetIncidentEnergyAngle(5.46, 0, 0); // 5.46 MeV beam, 0 polar and azimuthal angle
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transfer.SetA(17,13, 0); // e.g., 24Mg (Z=12) with 0 excitation
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transfer.SetIncidentEnergyAngle(72, 0, 0); // 5.46 MeV beam for alpha source, 0 polar and azimuthal angle
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transfer.Seta( 4, 2); // identify reaction product a in internal indexing e.g., 4He (alpha)
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transfer.Setb( 1, 1); // identify reaction product b e.g., 1H (proton)
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@ -136,13 +139,15 @@ int main(int argc, char **argv){
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double thetab, phib, Tb;
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double thetaB, phiB, TB;
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double dEb;
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double dEB; // placeholder for heavy particle energy loss, currently set equal to light particle loss for simplicity
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tree->Branch("thetab", &thetab, "thetab/D");
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tree->Branch("phib", &phib, "phib/D");
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tree->Branch("Tb", &Tb, "Tb/D");
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tree->Branch("Tb", &Tb, "Tb/D"); // kinetic energy of light particle at vertex (before energy loss)
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tree->Branch("thetaB", &thetaB, "thetaB/D");
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tree->Branch("phiB", &phiB, "phiB/D");
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tree->Branch("TB", &TB, "TB/D");
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tree->Branch("TB", &TB, "TB/D"); // kinetic energy of heavy particle at vertex (before energy loss)
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tree->Branch("dEb", &dEb, "dEb/D");
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tree->Branch("dEB", &dEB, "dEB/D"); // placeholder for heavy particle energy loss, currently set equal to light particle loss for simplicity
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// excitation state identifiers
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int ExAID;
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@ -306,49 +311,38 @@ int main(int argc, char **argv){
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z0 = pw->GetZ0();
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dEb = 0;
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dEB = 0;
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tree->Fill();
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//Energy loss
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double dl = (hitPos - vertex).Mag() / 10; // path length in cm (positions in mm)
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double dl = (hitPos - vertex).Mag(); // path length in units of cm
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if (numEvent <= 10){
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printf("Event %d: Ekin before loss = %f MeV, distance = %f cm\n", i, Tb, dl);
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}
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double tb_temp = Tb;
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//double dx = 0;
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//double counter = 0;
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//energy loss loop
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/*while(dx < dl){
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double step = 0.1; // cm, step size for energy loss calculation
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if(dx + step > dl) step = dl - dx; // adjust last step to end at hit position
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double EkinStep = Tb; // kinetic energy at current step
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double dedxStep = elossLight->Eval(EkinStep); // dE/dx at current energy
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double dE_step = dedxStep * step * density; // energy loss for this step
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if (numEvent <= 10 && fmod(counter, 10) == 0){
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printf("Event %d: step = %f, Ekin = %f MeV, dE/dx = %f MeV/(g/cm^2), dE_step = %f MeV\n", i, counter, EkinStep, dedxStep, dE_step);
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}
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Pb.SetE(Pb.E() - dE_step); // update energy after loss for this step
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dx += step;
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counter++;
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Tb = Tb - dE_step; // update kinetic energy for tree storage
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if (Tb < 0) {
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Tb = 0; // prevent negative kinetic energy
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break;
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}
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}
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dEb = tb_temp - Tb; // total energy loss*/
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TGraph *invg = new TGraph(elossLight->GetN(), elossLight->GetY(), elossLight->GetX());
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double x0 = invg->Eval(Tb);
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//double x0 = elossLight->GetX(Tb); // range corresponding to final kinetic energy
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x0 = x0 + dl;
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Tb = elossLight->Eval(x0); // kinetic energy corresponding to range at hit position
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double tB_temp = TB;
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dEb = tb_temp - Tb; // total energy loss
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dEB = tB_temp - TB; // total energy loss for heavy particle, currently set equal to light particle loss for simplicity
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double x0light = invgLight->Eval(Tb);
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double x0heavy = invgHeavy->Eval(TB);
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x0light = x0light + dl;
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x0heavy = x0heavy + dl;
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Tb = elossLight->Eval(x0light); // kinetic energy corresponding to range at hit position
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TB = elossHeavy->Eval(x0heavy); // kinetic energy for heavy particle, currently set equal to light particle loss for simplicity
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dEb = tb_temp - Tb; // total energy loss
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dEB = tB_temp - TB; // total energy loss for heavy particle, currently set equal to light particle loss for simplicity
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// fill tree2 with energy loss adjusted data
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if (Tb != 0) {
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tree2->Fill();
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}
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if (numEvent <= 10){
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printf("Event %d: Tb after energy loss = %f MeV, energy loss = %f MeV\n", i, Tb, tb_temp - Tb);
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}
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ELossTotal += (tb_temp - Tb);
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} //to give in scientific notation, use %e instead of %f in the printf format string. For example: printf("Event %d: Tb after energy loss = %e MeV, energy loss = %e MeV\n", i, Tb, tb_temp - Tb);
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ELossTotal += (tb_temp - Tb) + (tB_temp - TB);
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}else{
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// no valid SX3 hit: mark clearly invalid
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@ -367,6 +361,7 @@ int main(int argc, char **argv){
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rePhi1 = TMath::QuietNaN();
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z0 = TMath::QuietNaN();
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dEb = TMath::QuietNaN();
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dEB = TMath::QuietNaN();
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//Tb = -12354567; // mark kinetic energy as invalid for no hit case
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// fill tree with original data (no energy loss for these events)
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//tree->Fill();
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@ -402,7 +397,8 @@ int main(int argc, char **argv){
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saveFile->Close();
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printf("=============== done. saved as %s. tree entries: %d, tree2 entries: %d\n", saveFileName.Data(), count, count2);
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printf("Average energy loss for light particle: %f MeV\n", (double)ELossTotal / count);
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printf("Total energy loss across all events: %e MeV\n", (double)ELossTotal);
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printf("Average energy loss across events: %e MeV\n", (double)ELossTotal / count);
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if(enableVis){
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printf("Displaying geometry with %zu tracks from simulation\n", visTrackVertex.size());
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@ -34,10 +34,10 @@ void histcomp() {
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// Temporary draw to get range
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tree1->Draw(name, "", "goff");
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double min = fmax(tree1->GetMinimum(name), tree2->GetMinimum(name));
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double max = fmin(tree1->GetMaximum(name), tree2->GetMaximum(name));
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double min = fmin(tree1->GetMinimum(name), tree2->GetMinimum(name));
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double max = fmax(tree1->GetMaximum(name), tree2->GetMaximum(name));
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//if (min == max) continue; // skip constant branches
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if (min == max) continue; // skip constant branches
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// Expand range slightly
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double margin = 0.1 * (max - min);
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131
ELoss/EXtable.py
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131
ELoss/EXtable.py
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@ -0,0 +1,131 @@
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import pycatima as catima
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import numpy as np
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import pandas as pd
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from scipy.interpolate import interp1d
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from scipy.integrate import cumulative_trapezoid
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import matplotlib.pyplot as plt
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# GAS SETUP
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P_TORR = 400
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TEMP_K = 293.15
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R = 8.3144
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# Gas density
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p_pa = P_TORR * 133.322
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molar_density = p_pa / (R * TEMP_K)
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m_he = 4.0026
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m_c = 12.0000
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m_o = 15.9949
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m_mix_avg = (0.96 * m_he) + (0.04 * (m_c + 2*m_o))
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rho_g_cm3 = (molar_density * m_mix_avg) / 1e6
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print(f"Gas density = {rho_g_cm3:.6e} g/cm^3")
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# MATERIAL
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material_def = [
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(m_he, 2, 0.96),
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(m_c, 6, 0.04),
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(m_o, 8, 0.08)
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]
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gas_mix = catima.Material(material_def)
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gas_mix.density(rho_g_cm3)
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# FUNCTION
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def make_E_vs_x(
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z,
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mass_u,
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emax_mev,
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label,
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npoints=500
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):
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projectile = catima.Projectile(mass_u, z)
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# Energy grid
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E = np.linspace(0.01, emax_mev, npoints)
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# Stopping power array
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S_mass = np.zeros_like(E)
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for i, energy in enumerate(E):
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projectile.T(energy / mass_u)
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# MeV / (g/cm^2)
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S_mass[i] = catima.dedx(projectile, gas_mix)
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# Convert to MeV/cm
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S_linear = S_mass * rho_g_cm3
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# Sort descending energy
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sort_idx = np.argsort(E)[::-1]
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E = E[sort_idx]
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S_linear = S_linear[sort_idx]
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# Integrate dx/dE = 1/S(E)
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invS = 1.0 / S_linear
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x = cumulative_trapezoid(
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invS,
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E,
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initial=0
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)
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x = -x
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# Output table
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output = pd.DataFrame({
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"Distance_cm": x,
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"Energy_MeV": E
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})
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outfile = f"E_vs_x_{label}.dat"
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output.to_csv(
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outfile,
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sep='\t',
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index=False
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)
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print(f"Saved: {outfile}")
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return x, E
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# RUN
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#proton parameters: z=1, mass_u=1.0078, emax_mev=20
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#alpha parameters: z=2, mass_u=4.0026, emax_mev=40
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x, E = make_E_vs_x(
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z=1,
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mass_u=1.0078,
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emax_mev=20,
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label="proton"
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)
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x, E = make_E_vs_x(
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z=2,
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mass_u=4.0026,
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emax_mev=40,
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label="alpha"
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)
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# PLOT
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plt.figure(figsize=(8,6))
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plt.plot(x, E)
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plt.xlabel("Distance in Gas (cm)")
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plt.ylabel("Energy (MeV)")
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plt.title("Energy Loss Curve")
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plt.grid(True)
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plt.show()
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#gives data in units of Energy (MeV) and Distance (cm). To convert to E(x), you can use the cumulative energy
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501
ELoss/E_vs_x_alpha.dat
Normal file
501
ELoss/E_vs_x_alpha.dat
Normal file
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@ -0,0 +1,501 @@
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Distance_cm Energy_MeV
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-0.0 40.0
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3.3168136638228574 39.91985971943888
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6.627897879905463 39.83971943887776
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9.933251562889753 39.75957915831663
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13.232873624423497 39.679438877755516
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16.526762973147783 39.59929859719439
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19.8149185146818 39.519158316633266
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23.09733915161019 39.43901803607215
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26.374023783470314 39.358877755511024
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29.644971306736817 39.2787374749499
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32.910180614808766 39.19859719438878
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36.169650597996686 39.11845691382766
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39.42338014350692 39.03831663326653
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42.67136813542852 38.958176352705415
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45.9136134547201 38.87803607214429
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49.15011497919392 38.797895791583166
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52.38087158350261 38.71775551102205
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55.60588213912573 38.63761523046092
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58.8251455143537 38.5574749498998
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62.03866057427424 38.47733466933868
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65.2464261807587 38.39719438877756
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68.44844119244583 38.31705410821643
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71.64470446472787 38.236913827655314
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74.83521484973677 38.15677354709419
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78.01997119632735 38.07663326653307
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81.19897235006462 37.99649298597195
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84.37221715320692 37.91635270541082
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87.53970444469165 37.836212424849705
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90.701433060121 37.75607214428858
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93.85740183174507 37.675931863727456
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97.00760958844737 37.59579158316634
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100.15205515573032 37.515651302605214
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103.29073735569816 37.43551102204409
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106.42365500704213 37.35537074148297
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109.55080692502582 37.27523046092185
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112.67219192146771 37.19509018036072
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115.78780880472625 37.114949899799605
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118.89765637968482 37.03480961923848
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122.00173344773411 36.954669338677355
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125.10003880675694 36.87452905811624
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128.19257125111295 36.79438877755511
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131.27932957162074 36.71424849699399
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134.36031255554238 36.63410821643287
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137.43551898656793 36.553967935871746
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140.50494764479728 36.47382765531062
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143.56859730672446 36.393687374749504
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146.62646674522176 36.31354709418838
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149.67855472952147 36.233406813627255
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152.7248600251998 36.15326653306614
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155.76538139416087 36.07312625250501
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158.80011759461806 35.99298597194389
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161.82906738107778 35.91284569138277
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164.8522295043231 35.832705410821646
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167.86960271139492 35.75256513026052
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170.88118574557538 35.672424849699404
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173.88697734637125 35.59228456913828
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176.88697624949492 35.512144288577154
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179.8811811868474 35.43200400801604
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182.86959088650167 35.35186372745491
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185.852204072683 35.27172344689379
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188.82901946575214 35.19158316633267
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191.80003578218796 35.111442885771545
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194.76525173456793 35.03130260521042
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197.72466603155064 34.9511623246493
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200.67827737785848 34.87102204408818
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203.62608447425757 34.790881763527054
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206.56808601754025 34.710741482965936
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209.50428070050725 34.63060120240481
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212.43466721194756 34.55046092184369
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215.3592442366204 34.47032064128257
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218.2780104552374 34.390180360721445
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221.19096454444184 34.31004008016032
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224.0981051767907 34.2298997995992
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226.99943102073627 34.14975951903808
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229.89494074060525 34.06961923847695
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855.0266979095848 7.783607214428859
|
||||
855.8973317155845 7.703466933867736
|
||||
856.7612446420812 7.623326653306614
|
||||
857.618428642189 7.543186372745492
|
||||
858.4688754751639 7.46304609218437
|
||||
859.3125766980149 7.382905811623247
|
||||
860.149523656735 7.302765531062125
|
||||
860.9797074771382 7.222625250501003
|
||||
861.803119055286 7.14248496993988
|
||||
862.6197490474872 7.062344689378758
|
||||
863.4295878598543 6.982204408817636
|
||||
864.2326256373995 6.902064128256514
|
||||
865.028852252653 6.821923847695391
|
||||
865.8182572937881 6.741783567134269
|
||||
866.6008300522332 6.661643286573147
|
||||
867.3765595097566 6.581503006012024
|
||||
868.1454343250053 6.501362725450902
|
||||
868.9074428194826 6.42122244488978
|
||||
869.6625729629483 6.3410821643286575
|
||||
870.4108123582267 6.2609418837675355
|
||||
871.1521482254104 6.1808016032064135
|
||||
871.8865673854444 6.1006613226452915
|
||||
872.6140562430837 6.020521042084169
|
||||
873.3346007692144 5.940380761523047
|
||||
874.0481864825335 5.860240480961925
|
||||
874.7547984305863 5.780100200400802
|
||||
875.4544211701624 5.69995991983968
|
||||
876.1470387470584 5.619819639278558
|
||||
876.832634675221 5.539679358717435
|
||||
877.5111919152888 5.459539078156313
|
||||
878.1826928525622 5.379398797595191
|
||||
878.8471192744391 5.299258517034069
|
||||
879.5044523473654 5.219118236472946
|
||||
880.1546725933622 5.138977955911824
|
||||
880.79775986621 5.058837675350702
|
||||
881.4336933273827 4.978697394789579
|
||||
882.0624514218533 4.898557114228457
|
||||
882.6840118539104 4.818416833667335
|
||||
883.2983515631593 4.738276553106213
|
||||
883.9054467009124 4.65813627254509
|
||||
884.5052726072154 4.577995991983968
|
||||
885.0978037887983 4.497855711422846
|
||||
885.6830138982988 4.4177154308617235
|
||||
886.2608757151638 4.3375751503006015
|
||||
886.8313611287117 4.2574348697394795
|
||||
887.3944411239196 4.177294589178357
|
||||
887.9500857706033 4.097154308617235
|
||||
888.4982642167707 4.017014028056113
|
||||
889.0389446870676 3.93687374749499
|
||||
889.5720944873926 3.8567334669338678
|
||||
890.0976800169467 3.7765931863727458
|
||||
890.6156667891962 3.6964529058116233
|
||||
891.1260194634918 3.6163126252505013
|
||||
891.6287018893812 3.536172344689379
|
||||
892.1236771660092 3.456032064128257
|
||||
892.6109077194183 3.3758917835671345
|
||||
893.0903554010513 3.295751503006012
|
||||
893.5619816113408 3.21561122244489
|
||||
894.0257474529553 3.1354709418837676
|
||||
894.4816139190865 3.0553306613226456
|
||||
894.9295421231245 2.975190380761523
|
||||
895.3694935772153 2.8950501002004008
|
||||
895.8014305285548 2.8149098196392788
|
||||
896.225316363901 2.7347695390781563
|
||||
896.6411160947243 2.6546292585170344
|
||||
897.0487969377401 2.574488977955912
|
||||
897.4483290083564 2.4943486973947895
|
||||
897.8396861479281 2.4142084168336675
|
||||
898.2228469097687 2.334068136272545
|
||||
898.5977957337949 2.253927855711423
|
||||
898.9645243456974 2.1737875751503006
|
||||
899.3230334239131 2.093647294589178
|
||||
899.6733345868216 2.013507014028056
|
||||
900.015452764022 1.933366733466934
|
||||
900.3494290299925 1.8532264529058118
|
||||
900.6753239969484 1.7730861723446896
|
||||
900.9932218877797 1.6929458917835674
|
||||
901.3032354417734 1.6128056112224451
|
||||
901.6055118486687 1.532665330661323
|
||||
901.9002399653972 1.4525250501002005
|
||||
902.1876591521553 1.3723847695390783
|
||||
902.4680701819481 1.292244488977956
|
||||
902.7418488488331 1.2121042084168339
|
||||
903.0094631542546 1.1319639278557116
|
||||
903.2714953361993 1.0518236472945892
|
||||
903.5286706029773 0.971683366733467
|
||||
903.781895381209 0.8915430861723448
|
||||
904.032309435413 0.8114028056112226
|
||||
904.2813588341609 0.7312625250501003
|
||||
904.5309013671109 0.651122244488978
|
||||
904.7833647033009 0.5709819639278558
|
||||
905.0419952299258 0.4908416833667335
|
||||
905.3112754590231 0.4107014028056113
|
||||
905.5976925055561 0.330561122244489
|
||||
905.9113738277266 0.25042084168336676
|
||||
906.2705145196951 0.17028056112224452
|
||||
906.7180616804087 0.09014028056112225
|
||||
907.5636766533732 0.01
|
||||
133
ELoss/E_vs_x_heavy
Normal file
133
ELoss/E_vs_x_heavy
Normal file
|
|
@ -0,0 +1,133 @@
|
|||
Distance_cm Energy_MeV
|
||||
-0.0 10000.0
|
||||
5389774.75443511 9000.0
|
||||
10855647.976939568 8000.0
|
||||
16399799.429078534 7000.0
|
||||
22024503.893759202 6000.0
|
||||
27746439.525929503 5000.0
|
||||
33568523.97924803 4000.0
|
||||
39479505.49998565 3000.0
|
||||
42465232.64965547 2500.0
|
||||
45458635.19045554 2000.0
|
||||
48421801.341954604 1500.0
|
||||
51264380.18730769 1000.0
|
||||
51538310.854370475 950.0
|
||||
51809056.07244193 900.0
|
||||
52076066.51597537 850.0
|
||||
52338857.31093465 800.0
|
||||
52596975.52453359 750.0
|
||||
52850042.63171125 700.0
|
||||
53097197.84366988 650.0
|
||||
53338197.88222988 600.0
|
||||
53571964.718051545 550.0
|
||||
53797134.59432279 500.0
|
||||
54013123.12525151 450.0
|
||||
54218488.681383975 400.0
|
||||
54411632.1250669 350.0
|
||||
54590900.82324512 300.0
|
||||
54674749.274030656 275.0
|
||||
54754256.7635274 250.0
|
||||
54829072.96640371 225.0
|
||||
54898883.947833 200.0
|
||||
54963248.91418915 175.0
|
||||
55021660.73144465 150.0
|
||||
55073591.66506018 125.0
|
||||
55118462.172014125 100.0
|
||||
55126542.009983145 95.0
|
||||
55134303.789901204 90.0
|
||||
55141742.9111429 85.0
|
||||
55148854.714513645 80.0
|
||||
55155631.22054315 75.0
|
||||
55162063.40008629 70.0
|
||||
55168143.093377516 65.0
|
||||
55173859.24063356 60.0
|
||||
55179217.07482415 55.0
|
||||
55184209.24504438 50.0
|
||||
55188808.61217146 45.0
|
||||
55193010.79257213 40.0
|
||||
55196805.62161694 35.0
|
||||
55200176.011313476 30.0
|
||||
55201698.2656194 27.5
|
||||
55203109.909383446 25.0
|
||||
55205596.537658684 20.0
|
||||
55206667.294212274 17.5
|
||||
55207618.48544631 15.0
|
||||
55208446.88368818 12.5
|
||||
55209148.32167941 10.0
|
||||
55209272.99713796 9.5
|
||||
55209392.30237793 9.0
|
||||
55209506.23213812 8.5
|
||||
55209614.84207803 8.0
|
||||
55209718.062790126 7.5
|
||||
55209815.742544316 7.0
|
||||
55209907.85777273 6.5
|
||||
55209994.36717252 6.0
|
||||
55210075.180298805 5.5
|
||||
55210150.22437268 5.0
|
||||
55210219.4022728 4.5
|
||||
55210282.630938694 4.0
|
||||
55210339.8877284 3.5
|
||||
55210391.020879395 3.0
|
||||
55210414.18692252 2.75
|
||||
55210435.72461827 2.5
|
||||
55210455.64593725 2.25
|
||||
55210473.89066913 2.0
|
||||
55210490.431652516 1.75
|
||||
55210505.225633934 1.5
|
||||
55210518.22121416 1.25
|
||||
55210529.400417954 1.0
|
||||
55210531.41404439 0.95
|
||||
55210533.35055263 0.9
|
||||
55210535.20681682 0.85
|
||||
55210536.98353343 0.8
|
||||
55210538.682475016 0.75
|
||||
55210540.30109701 0.7
|
||||
55210541.836545736 0.65
|
||||
55210543.287729986 0.6
|
||||
55210544.65540986 0.55
|
||||
55210545.937436916 0.5
|
||||
55210547.13151188 0.45
|
||||
55210548.23633637 0.4
|
||||
55210549.24931867 0.35
|
||||
55210550.16842291 0.3
|
||||
55210550.592340045 0.275
|
||||
55210550.99210096 0.25
|
||||
55210551.36786262 0.225
|
||||
55210551.719991796 0.2
|
||||
55210552.04937974 0.175
|
||||
55210552.35762383 0.15
|
||||
55210552.64763077 0.125
|
||||
55210552.9230082 0.1
|
||||
55210552.97653193 0.095
|
||||
55210553.029809006 0.09
|
||||
55210553.08284391 0.085
|
||||
55210553.13563664 0.08
|
||||
55210553.18842938 0.075
|
||||
55210553.24146428 0.07
|
||||
55210553.294741355 0.065
|
||||
55210553.348516345 0.06
|
||||
55210553.40304525 0.055
|
||||
55210553.45835695 0.05
|
||||
55210553.51474285 0.045
|
||||
55210553.57262797 0.04
|
||||
55210553.63261063 0.035
|
||||
55210553.695258826 0.03
|
||||
55210553.727836125 0.0275
|
||||
55210553.76145144 0.025
|
||||
55210553.79627961 0.0225
|
||||
55210553.832593 0.02
|
||||
55210553.87069793 0.0175
|
||||
55210553.911007315 0.015
|
||||
55210553.954146795 0.0125
|
||||
55210554.00104025 0.01
|
||||
55210554.021164455 0.009
|
||||
55210554.04239499 0.008
|
||||
55210554.06492518 0.007
|
||||
55210554.08902819 0.006
|
||||
55210554.11508502 0.005
|
||||
55210554.14362026 0.004
|
||||
55210554.17551789 0.003
|
||||
55210554.19311401 0.0025
|
||||
55210554.21218867 0.002
|
||||
55210554.23317281 0.0015
|
||||
55210554.25667492 0.001
|
||||
122
ELoss/E_vs_x_light
Normal file
122
ELoss/E_vs_x_light
Normal file
|
|
@ -0,0 +1,122 @@
|
|||
Distance_cm Energy_MeV
|
||||
-0.0 1000.0
|
||||
38090.24265357861 950.0
|
||||
74970.65178025051 900.0
|
||||
110609.72374756227 850.0
|
||||
144982.69086113444 800.0
|
||||
177995.20260308465 750.0
|
||||
209570.9996173871 700.0
|
||||
239680.33175059053 650.0
|
||||
268237.80575094 600.0
|
||||
295209.9123122635 550.0
|
||||
320489.19563622813 500.0
|
||||
343987.25387062563 450.0
|
||||
365618.4078917277 400.0
|
||||
385287.841529391 350.0
|
||||
402920.17875570967 300.0
|
||||
410949.998222299 275.0
|
||||
418425.3819566142 250.0
|
||||
425326.008920567 225.0
|
||||
431645.1046300599 200.0
|
||||
437360.67691461876 175.0
|
||||
442448.12394963385 150.0
|
||||
446885.4980521254 125.0
|
||||
450646.96400049457 100.0
|
||||
451316.28419787926 95.0
|
||||
451957.2298491922 90.0
|
||||
452569.1796854077 85.0
|
||||
453152.5707252523 80.0
|
||||
453706.0893323338 75.0
|
||||
454229.64302234026 70.0
|
||||
454724.311798022 65.0
|
||||
455187.63266045594 60.0
|
||||
455619.87866210006 55.0
|
||||
456021.06220334885 50.0
|
||||
456389.32941057585 45.0
|
||||
456725.72511147766 40.0
|
||||
457029.88762390387 35.0
|
||||
457299.87371961994 30.0
|
||||
457421.77280618943 27.5
|
||||
457534.9246840642 25.0
|
||||
457734.41127965244 20.0
|
||||
457820.5609423128 17.5
|
||||
457897.27749702823 15.0
|
||||
457964.30094574887 12.5
|
||||
458021.45338128274 10.0
|
||||
458031.67251620576 9.5
|
||||
458041.47014381184 9.0
|
||||
458050.8486102679 8.5
|
||||
458059.8085490814 8.0
|
||||
458068.3413273997 7.5
|
||||
458076.4409698491 7.0
|
||||
458084.1032909443 6.5
|
||||
458091.3241694552 6.0
|
||||
458098.0959899924 5.5
|
||||
458104.41310307384 5.0
|
||||
458110.2757390081 4.5
|
||||
458115.6643265186 4.0
|
||||
458120.5567648235 3.5
|
||||
458124.953645527 3.0
|
||||
458126.96500826493 2.75
|
||||
458128.85245274403 2.5
|
||||
458130.6145406349 2.25
|
||||
458132.256880079 2.0
|
||||
458133.7834459798 1.75
|
||||
458135.1950897439 1.5
|
||||
458136.4965912958 1.25
|
||||
458137.69808799133 1.0
|
||||
458137.92808426364 0.95
|
||||
458138.15537980536 0.9
|
||||
458138.38003730914 0.85
|
||||
458138.60253869527 0.8
|
||||
458138.8233480066 0.75
|
||||
458139.04290270153 0.7
|
||||
458139.2616304426 0.65
|
||||
458139.4803581836 0.6
|
||||
458139.700331072 0.55
|
||||
458139.9228422575 0.5
|
||||
458140.1492653625 0.45
|
||||
458140.3811350161 0.4
|
||||
458140.6212044783 0.35
|
||||
458140.8733442866 0.3
|
||||
458141.0053697707 0.275
|
||||
458141.1423808325 0.25
|
||||
458141.2855021647 0.225
|
||||
458141.43604882533 0.2
|
||||
458141.5957608915 0.175
|
||||
458141.76731704 0.15
|
||||
458141.9544791492 0.125
|
||||
458142.1633982047 0.1
|
||||
458142.2082474724 0.095
|
||||
458142.2543479838 0.09
|
||||
458142.3019607871 0.085
|
||||
458142.3511884961 0.08
|
||||
458142.40214453876 0.075
|
||||
458142.4549547324 0.07
|
||||
458142.5097591571 0.065
|
||||
458142.56686030654 0.06
|
||||
458142.6266386429 0.055
|
||||
458142.6894257576 0.05
|
||||
458142.7556563149 0.045
|
||||
458142.82594587334 0.04
|
||||
458142.9010657205 0.035
|
||||
458142.9819561412 0.03
|
||||
458143.0248967919 0.0275
|
||||
458143.06979883165 0.025
|
||||
458143.1169267642 0.0225
|
||||
458143.16659811663 0.02
|
||||
458143.21919888444 0.0175
|
||||
458143.27514753735 0.015
|
||||
458143.3349655939 0.0125
|
||||
458143.399372441 0.01
|
||||
458143.4265797572 0.009
|
||||
458143.454674733 0.008
|
||||
458143.4836821286 0.007
|
||||
458143.51366321446 0.006
|
||||
458143.54460034927 0.005
|
||||
458143.5763374784 0.004
|
||||
458143.6086461392 0.003
|
||||
458143.6249128085 0.0025
|
||||
458143.6411117 0.002
|
||||
458143.6570674755 0.0015
|
||||
458143.67255874246 0.001
|
||||
501
ELoss/E_vs_x_proton.dat
Normal file
501
ELoss/E_vs_x_proton.dat
Normal file
|
|
@ -0,0 +1,501 @@
|
|||
Distance_cm Energy_MeV
|
||||
-0.0 20.0
|
||||
12.004960341817172 19.95993987975952
|
||||
23.98964201736537 19.919879759519038
|
||||
35.95403279928156 19.87981963927856
|
||||
47.8981204715152 19.839759519038076
|
||||
59.82189282933158 19.799699398797596
|
||||
71.72533767933199 19.759639278557113
|
||||
83.60844283945664 19.719579158316634
|
||||
95.47119613900456 19.67951903807615
|
||||
107.31358541863614 19.63945891783567
|
||||
119.1355985303925 19.59939879759519
|
||||
130.93722333769784 19.55933867735471
|
||||
142.7184477153773 19.51927855711423
|
||||
154.47925954966414 19.479218436873747
|
||||
166.21964673820682 19.439158316633268
|
||||
177.93959719008618 19.399098196392785
|
||||
189.63909882581686 19.359038076152306
|
||||
201.31813957736523 19.318977955911823
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||||
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||||
2836.531322638874 6.419619238476953
|
||||
2841.0584465178335 6.379559118236473
|
||||
2845.5619357099827 6.3394989979959915
|
||||
2850.0417760411897 6.29943887775551
|
||||
2854.4979532202265 6.259378757515029
|
||||
2858.930452836981 6.219318637274548
|
||||
2863.339260360632 6.179258517034068
|
||||
2867.7243611377776 6.139198396793587
|
||||
2872.085740390524 6.099138276553106
|
||||
2876.4233832145273 6.059078156312625
|
||||
2880.737274576992 6.0190180360721435
|
||||
2885.0273993146184 5.978957915831662
|
||||
2889.293742131504 5.938897795591182
|
||||
2893.5362875969927 5.898837675350701
|
||||
2897.7550201434724 5.85877755511022
|
||||
2901.9499240641176 5.818717434869739
|
||||
2906.1209835105788 5.778657314629258
|
||||
2910.26818249061 5.738597194388777
|
||||
2914.3915048656413 5.698537074148296
|
||||
2918.490934348287 5.658476953907815
|
||||
2922.566454499789 5.618416833667334
|
||||
2926.618048727399 5.578356713426853
|
||||
2930.6457002816874 5.538296593186372
|
||||
2934.6493922537834 5.498236472945891
|
||||
2938.6291075725435 5.458176352705411
|
||||
2942.5848290016415 5.4181162324649295
|
||||
2946.5165391365817 5.378056112224448
|
||||
2950.4242204016314 5.337995991983967
|
||||
2954.3078550466657 5.297935871743486
|
||||
2958.167425143929 5.257875751503005
|
||||
2962.0029125847027 5.217815631262525
|
||||
2965.8142990758797 5.177755511022044
|
||||
2969.6015661364413 5.137695390781563
|
||||
2973.364695093831 5.0976352705410815
|
||||
2977.103667080224 5.0575751503006
|
||||
2980.8184630286873 5.01751503006012
|
||||
2984.5090636692235 4.977454909819639
|
||||
2988.1754495246973 4.937394789579158
|
||||
2991.817600906638 4.897334669338677
|
||||
2995.435497910913 4.857274549098196
|
||||
2999.0291204132686 4.817214428857715
|
||||
3002.598448064728 4.777154308617234
|
||||
3006.1434602868467 4.737094188376753
|
||||
3009.6641362668147 4.697034068136272
|
||||
3013.1604549523995 4.656973947895791
|
||||
3016.6323950467254 4.61691382765531
|
||||
3020.079935002878 4.576853707414829
|
||||
3023.50305301833 4.5367935871743486
|
||||
3026.901727029177 4.496733466933867
|
||||
3030.2759347041765 4.456673346693386
|
||||
3033.6256534385807 4.416613226452905
|
||||
3036.950860347752 4.376553106212424
|
||||
3040.2515322605536 4.336492985971943
|
||||
3043.527645712502 4.296432865731463
|
||||
3046.7791769386704 4.256372745490982
|
||||
3050.0061018663323 4.2163126252505005
|
||||
3053.208396107331 4.176252505010019
|
||||
3056.3860349501592 4.136192384769538
|
||||
3059.538993351741 4.096132264529057
|
||||
3062.6672459288893 4.056072144288577
|
||||
3065.770766949438 4.016012024048096
|
||||
3068.8495303230115 3.9759519038076148
|
||||
3071.9035095914332 3.9358917835671337
|
||||
3074.9326779187368 3.895831663326653
|
||||
3077.9370080807676 3.855771543086172
|
||||
3080.9164724543493 3.8157114228456908
|
||||
3083.8710430059905 3.77565130260521
|
||||
3086.800691280106 3.735591182364729
|
||||
3089.705388386725 3.695531062124248
|
||||
3092.5851049886537 3.655470941883767
|
||||
3095.4398112880654 3.615410821643286
|
||||
3098.269477012478 3.575350701402805
|
||||
3101.074071400087 3.5352905811623243
|
||||
3103.853563184408 3.495230460921843
|
||||
3106.6079205781925 3.455170340681362
|
||||
3109.3371112565665 3.4151102204408814
|
||||
3112.0411023393444 3.3750501002004003
|
||||
3114.719860372463 3.334989979959919
|
||||
3117.3733513084767 3.2949298597194385
|
||||
3120.001540486058 3.2548697394789574
|
||||
3122.604392608425 3.2148096192384763
|
||||
3125.181871720631 3.1747494989979956
|
||||
3127.733941185635 3.1346893787575145
|
||||
3130.2605636590615 3.094629258517034
|
||||
3132.761701062565 3.0545691382765527
|
||||
3135.2373145556885 3.0145090180360716
|
||||
3137.6873645061128 2.974448897795591
|
||||
3140.1118104581683 2.93438877755511
|
||||
3142.5106110994843 2.8943286573146287
|
||||
3144.883724225627 2.854268537074148
|
||||
3147.2311067025703 2.814208416833667
|
||||
3149.552714426832 2.774148296593186
|
||||
3151.848502283076 2.734088176352705
|
||||
3154.1184240989833 2.694028056112224
|
||||
3156.3624325971628 2.653967935871743
|
||||
3158.5804793438456 2.6139078156312623
|
||||
3160.772514694097 2.573847695390781
|
||||
3162.938487733234 2.5337875751503
|
||||
3165.078346214121 2.4937274549098194
|
||||
3167.192036489969 2.4536673346693383
|
||||
3169.2795034422275 2.413607214428857
|
||||
3171.3406904031267 2.3735470941883765
|
||||
3173.3755390723504 2.3334869739478954
|
||||
3175.3839894272974 2.2934268537074143
|
||||
3177.3659796262973 2.2533667334669336
|
||||
3179.321445904103 2.2133066132264525
|
||||
3181.2503224588754 2.1732464929859714
|
||||
3183.1525413298145 2.1331863727454907
|
||||
3185.0280322644658 2.0931262525050096
|
||||
3186.8767225746346 2.0530661322645285
|
||||
3188.698536979705 2.013006012024048
|
||||
3190.493397436011 1.972945891783567
|
||||
3192.2612229507567 1.932885771543086
|
||||
3194.0019293787764 1.8928256513026052
|
||||
3195.715429200238 1.852765531062124
|
||||
3197.4016312771373 1.8127054108216432
|
||||
3199.0604405861745 1.7726452905811623
|
||||
3200.691757925294 1.7325851703406812
|
||||
3202.2954795908404 1.6925250501002003
|
||||
3203.8714970218916 1.6524649298597194
|
||||
3205.4196964079156 1.6124048096192383
|
||||
3206.939958255419 1.5723446893787574
|
||||
3208.4321569087438 1.5322845691382765
|
||||
3209.8961600196076 1.4922244488977956
|
||||
3211.331827959366 1.4521643286573145
|
||||
3212.739013167362 1.4121042084168336
|
||||
3214.1175594280726 1.3720440881763527
|
||||
3215.4673010691545 1.3319839679358716
|
||||
3216.7880620719543 1.2919238476953907
|
||||
3218.0796550856808 1.2518637274549098
|
||||
3219.341880336359 1.2118036072144287
|
||||
3220.5745244220984 1.1717434869739478
|
||||
3221.777358987393 1.131683366733467
|
||||
3222.950139271537 1.0916232464929858
|
||||
3224.0926025304434 1.051563126252505
|
||||
3225.204466338055 1.011503006012024
|
||||
3226.285426784458 0.971442885771543
|
||||
3227.335156604663 0.931382765531062
|
||||
3228.353303297527 0.8913226452905811
|
||||
3229.339487332344 0.8512625250501001
|
||||
3230.2933005968616 0.8112024048096191
|
||||
3231.214305322723 0.7711422845691382
|
||||
3232.1020338436997 0.7310821643286572
|
||||
3232.9559897137706 0.6910220440881764
|
||||
3233.7756509569062 0.6509619238476954
|
||||
3234.5604765658722 0.6109018036072144
|
||||
3235.30991784901 0.5708416833667335
|
||||
3236.0234368864194 0.5307815631262525
|
||||
3236.7005352545007 0.4907214428857715
|
||||
3237.340797377451 0.4506613226452906
|
||||
3237.9439544585052 0.4106012024048096
|
||||
3238.509977099474 0.37054108216432863
|
||||
3239.039207832505 0.3304809619238477
|
||||
3239.532549955435 0.29042084168336674
|
||||
3239.9917393995006 0.25036072144288574
|
||||
3240.419750968563 0.2103006012024048
|
||||
3240.821457352705 0.17024048096192385
|
||||
3241.204868151086 0.13018036072144287
|
||||
3241.5840701519737 0.09012024048096191
|
||||
3241.989400353421 0.05006012024048096
|
||||
3242.5361575547254 0.01
|
||||
1000
ELoss/Eloss_HeProton
Normal file
1000
ELoss/Eloss_HeProton
Normal file
File diff suppressed because it is too large
Load Diff
108
ELoss/EvXconverter.py
Normal file
108
ELoss/EvXconverter.py
Normal file
|
|
@ -0,0 +1,108 @@
|
|||
import numpy as np
|
||||
import pandas as pd
|
||||
import matplotlib.pyplot as plt
|
||||
import sys
|
||||
|
||||
from scipy.interpolate import interp1d
|
||||
from scipy.integrate import cumulative_trapezoid
|
||||
|
||||
|
||||
if len(sys.argv) > 1:
|
||||
density = float(sys.argv[1])
|
||||
print(f"Using user-provided density: {density} g/cm^3")
|
||||
else:
|
||||
density = (2.1525e-7) * 400 # default density (g/cm^3)
|
||||
print(f"No density provided, using default: {density} g/cm^3")
|
||||
|
||||
filename = "/home/jamesszalkie/anasen/ELoss/Eloss_HeProton"
|
||||
delimiter = '\t'
|
||||
|
||||
# Number of header lines to skip
|
||||
skiprows = 0
|
||||
|
||||
data = pd.read_csv(
|
||||
filename,
|
||||
delimiter=delimiter,
|
||||
skiprows=skiprows,
|
||||
comment='#',
|
||||
header=None
|
||||
)
|
||||
|
||||
# Extract columns
|
||||
data = data.dropna()
|
||||
|
||||
data[0] = pd.to_numeric(data[0], errors='coerce')
|
||||
data[1] = pd.to_numeric(data[1], errors='coerce')
|
||||
|
||||
data = data.dropna()
|
||||
|
||||
E = np.array(data[0], dtype=float)
|
||||
S_mass = np.array(data[1], dtype=float)
|
||||
|
||||
# Convert:
|
||||
# (MeV cm^2/g) * (g/cm^3) = MeV/cm
|
||||
|
||||
S_linear = S_mass * density
|
||||
|
||||
sort_idx = np.argsort(E)[::-1]
|
||||
|
||||
E = E[sort_idx]
|
||||
S_linear = S_linear[sort_idx]
|
||||
|
||||
invS = 1.0 / S_linear
|
||||
|
||||
x = cumulative_trapezoid(
|
||||
invS,
|
||||
E,
|
||||
initial=0
|
||||
)
|
||||
|
||||
x = -x
|
||||
|
||||
E_of_x = interp1d(
|
||||
x,
|
||||
E,
|
||||
bounds_error=False,
|
||||
fill_value=0.0
|
||||
)
|
||||
|
||||
x_of_E = interp1d(
|
||||
E,
|
||||
x,
|
||||
bounds_error=False,
|
||||
fill_value="extrapolate"
|
||||
)
|
||||
|
||||
output = pd.DataFrame({
|
||||
"Distance_cm": x,
|
||||
"Energy_MeV": E
|
||||
})
|
||||
|
||||
output.to_csv("/home/jamesszalkie/anasen/ELoss/E_vs_x_heavy", index=False, sep='\t')
|
||||
|
||||
print("Saved E(x) dataset to:")
|
||||
print("/home/jamesszalkie/anasen/ELoss/E_vs_x_heavy")
|
||||
|
||||
|
||||
initial_energy = 10.0 # MeV
|
||||
distance = 5.0 # cm
|
||||
|
||||
remaining_energy = E_of_x(distance)
|
||||
|
||||
print("\nExample:")
|
||||
print(f"Initial Energy: {initial_energy:.3f} MeV")
|
||||
print(f"Distance traveled: {distance:.3f} cm")
|
||||
print(f"Remaining energy: {remaining_energy:.3f} MeV")
|
||||
|
||||
|
||||
plt.figure(figsize=(8,6))
|
||||
|
||||
plt.plot(x, E)
|
||||
|
||||
plt.xlabel("Distance in Helium (cm)")
|
||||
plt.ylabel("Proton Energy (MeV)")
|
||||
plt.title("Proton Energy Loss in Helium")
|
||||
|
||||
plt.grid(True)
|
||||
|
||||
plt.show()
|
||||
31980
eloss_calculations/E_vs_x_alpha
Normal file
31980
eloss_calculations/E_vs_x_alpha
Normal file
File diff suppressed because it is too large
Load Diff
4365
eloss_calculations/E_vs_x_aluminum
Normal file
4365
eloss_calculations/E_vs_x_aluminum
Normal file
File diff suppressed because it is too large
Load Diff
6940
eloss_calculations/E_vs_x_fluorine
Normal file
6940
eloss_calculations/E_vs_x_fluorine
Normal file
File diff suppressed because it is too large
Load Diff
8547
eloss_calculations/E_vs_x_oxygen
Normal file
8547
eloss_calculations/E_vs_x_oxygen
Normal file
File diff suppressed because it is too large
Load Diff
397467
eloss_calculations/E_vs_x_proton
Normal file
397467
eloss_calculations/E_vs_x_proton
Normal file
File diff suppressed because it is too large
Load Diff
113
eloss_calculations/Eloss.py
Normal file
113
eloss_calculations/Eloss.py
Normal file
|
|
@ -0,0 +1,113 @@
|
|||
import pycatima as catima
|
||||
import numpy as np
|
||||
import pandas as pd
|
||||
from scipy.interpolate import interp1d
|
||||
from scipy.integrate import cumulative_trapezoid
|
||||
import matplotlib.pyplot as plt
|
||||
|
||||
# --- 1. Constants ---
|
||||
P_TORR = 400
|
||||
TEMP_K = 293.15
|
||||
R = 8.3144
|
||||
MEV2U = 1.0 / 931.494
|
||||
|
||||
# Gas Density Calculations
|
||||
p_pa = P_TORR * 133.322
|
||||
molar_density = p_pa / (R * TEMP_K)
|
||||
m_he, m_c, m_o= 4.0026, 12.0000, 15.9949
|
||||
m_mix_avg = (0.96 * m_he) + (0.04 * (m_c + 2*m_o))
|
||||
rho_g_cm3 = (molar_density * m_mix_avg) / 1e6
|
||||
print(f"Gas density at {P_TORR} Torr: {rho_g_cm3:.6e} g/cm^3")
|
||||
|
||||
# --- 2. Material & Step Setup ---
|
||||
material_def = [(m_he, 2, 0.96), (m_c, 6, 0.04), (m_o, 8, 0.08)] # 96% He, 4% C, 8% O by number (adjust as needed)
|
||||
gas_mix = catima.Material(material_def)
|
||||
gas_mix.density(rho_g_cm3)
|
||||
|
||||
# Thickness step settings
|
||||
step_mg_cm2 = 0.001 # 1 ug/cm2 steps as per your example
|
||||
step_g_cm2 = step_mg_cm2 / 1000.0
|
||||
max_steps = 1000000000 # Adjust based on how far you want to track
|
||||
|
||||
def generate_lookup(z, mass_u, e_start_mev, label): # Function to generate lookup table for a given projectile
|
||||
filename = f"{label}_lookup_{e_start_mev}MeV.dat"
|
||||
projectile = catima.Projectile(mass_u, z)
|
||||
|
||||
current_e_total = e_start_mev
|
||||
current_thickness_g_cm2 = 0.0
|
||||
|
||||
output = []
|
||||
header = f"Energy(MeV) \tmg/cm2 \tcm\nStarting Energy: {e_start_mev} MeV"
|
||||
|
||||
for i in range(max_steps):
|
||||
# 1. Record current state
|
||||
dist_cm = current_thickness_g_cm2 / rho_g_cm3
|
||||
output.append([current_e_total, current_thickness_g_cm2 * 1000.0, dist_cm])
|
||||
|
||||
# 2. Calculate energy loss for the NEXT step
|
||||
e_u = current_e_total / mass_u
|
||||
if e_u < 0.0001: # Stop at ATIMA limit
|
||||
break
|
||||
|
||||
projectile.T(e_u)
|
||||
# dedx returns MeV / (g/cm2)
|
||||
loss_mev = catima.dedx(projectile, gas_mix) * step_g_cm2
|
||||
|
||||
# 3. Update values
|
||||
current_e_total -= loss_mev
|
||||
current_thickness_g_cm2 += step_g_cm2
|
||||
|
||||
np.savetxt(filename, output, fmt='%.6f', delimiter='\t', header=header)
|
||||
print(f"Lookup table created: {filename}")
|
||||
|
||||
# --- 3. Run ---
|
||||
# Format: generate_lookup(Z, mass_u, E_start_MeV, label)
|
||||
generate_lookup(1, 1.0078, 20, "proton") # Example for proton, arguments: Z=1, mass_u=1.0078, E_start=20 MeV
|
||||
generate_lookup(2, 4.0026, 20, "alpha") # Example for alpha, arguments: Z=2, mass_u=4.0026, E_start=20 MeV
|
||||
generate_lookup(13,26.9815, 80, "aluminum") # Example for aluminum, arguments: Z=13, mass_u=26.9815, E_start=80 MeV
|
||||
generate_lookup(9,17.0021, 70, "fluorine") # Example for fluorine, arguments: Z=9, mass_u=17.0021, E_start=70 MeV
|
||||
generate_lookup(8,15.9949, 70, "oxygen") # Example for oxygen, arguments: Z=8, mass_u=15.9949, E_start=70 MeV
|
||||
#data is output in format: Energy(MeV) \tmg/cm2 \tcm. To convert to E(x), you can use the cumulative energy
|
||||
#loss to get distance as a function of energy, then invert that relationship to get energy as a function of distance.
|
||||
#This is done in the EvXconverter.py script.
|
||||
|
||||
def EofXconverter(filename, density):
|
||||
|
||||
# Load data
|
||||
data = pd.read_csv(filename, comment='#', delim_whitespace=True, header=None)
|
||||
data = data.dropna()
|
||||
data[0] = pd.to_numeric(data[0], errors='coerce')
|
||||
data[1] = pd.to_numeric(data[1], errors='coerce')
|
||||
data = data.dropna()
|
||||
E = np.array(data[0], dtype=float)
|
||||
S_mass = np.array(data[1], dtype=float)
|
||||
S_linear = S_mass * density
|
||||
sort_idx = np.argsort(E)[::-1]
|
||||
E = E[sort_idx]
|
||||
S_linear = S_linear[sort_idx]
|
||||
invS = 1.0 / S_linear
|
||||
x = cumulative_trapezoid(invS, E, initial=0)
|
||||
x = -x
|
||||
output = pd.DataFrame({
|
||||
"Distance_cm": x,
|
||||
"Energy_MeV": E
|
||||
})
|
||||
return output
|
||||
|
||||
#Put EofX converter into a txt file for use in the Armory and to generate the E(x) dataset for plotting.
|
||||
def save_EofX_to_file(filename, density, output_filename):
|
||||
output = EofXconverter(filename, density)
|
||||
output.to_csv(output_filename, index=False, sep='\t')
|
||||
print(f"Saved E(x) dataset to: {output_filename}")
|
||||
|
||||
EofXconverter("/home/jamesszalkie/anasen/eloss_calculations/proton_lookup_20MeV.dat", rho_g_cm3)
|
||||
save_EofX_to_file("/home/jamesszalkie/anasen/eloss_calculations/proton_lookup_20MeV.dat", rho_g_cm3, "/home/jamesszalkie/anasen/eloss_calculations/E_vs_x_proton")
|
||||
EofXconverter("/home/jamesszalkie/anasen/eloss_calculations/alpha_lookup_20MeV.dat", rho_g_cm3)
|
||||
save_EofX_to_file("/home/jamesszalkie/anasen/eloss_calculations/alpha_lookup_20MeV.dat", rho_g_cm3, "/home/jamesszalkie/anasen/eloss_calculations/E_vs_x_alpha")
|
||||
EofXconverter("/home/jamesszalkie/anasen/eloss_calculations/aluminum_lookup_80MeV.dat", rho_g_cm3)
|
||||
save_EofX_to_file("/home/jamesszalkie/anasen/eloss_calculations/aluminum_lookup_80MeV.dat", rho_g_cm3, "/home/jamesszalkie/anasen/eloss_calculations/E_vs_x_aluminum")
|
||||
EofXconverter("/home/jamesszalkie/anasen/eloss_calculations/fluorine_lookup_70MeV.dat", rho_g_cm3)
|
||||
save_EofX_to_file("/home/jamesszalkie/anasen/eloss_calculations/fluorine_lookup_70MeV.dat", rho_g_cm3, "/home/jamesszalkie/anasen/eloss_calculations/E_vs_x_fluorine")
|
||||
EofXconverter("/home/jamesszalkie/anasen/eloss_calculations/oxygen_lookup_70MeV.dat", rho_g_cm3)
|
||||
save_EofX_to_file("/home/jamesszalkie/anasen/eloss_calculations/oxygen_lookup_70MeV.dat", rho_g_cm3, "/home/jamesszalkie/anasen/eloss_calculations/E_vs_x_oxygen")
|
||||
|
||||
31981
eloss_calculations/alpha_lookup_20MeV.dat
Normal file
31981
eloss_calculations/alpha_lookup_20MeV.dat
Normal file
File diff suppressed because it is too large
Load Diff
4263
eloss_calculations/alpha_lookup_6.0MeV.dat
Normal file
4263
eloss_calculations/alpha_lookup_6.0MeV.dat
Normal file
File diff suppressed because it is too large
Load Diff
4366
eloss_calculations/aluminum_lookup_80MeV.dat
Normal file
4366
eloss_calculations/aluminum_lookup_80MeV.dat
Normal file
File diff suppressed because it is too large
Load Diff
6941
eloss_calculations/fluorine_lookup_70MeV.dat
Normal file
6941
eloss_calculations/fluorine_lookup_70MeV.dat
Normal file
File diff suppressed because it is too large
Load Diff
29
eloss_calculations/make_eloss_table.C
Normal file
29
eloss_calculations/make_eloss_table.C
Normal file
|
|
@ -0,0 +1,29 @@
|
|||
#include "/home/sud/Desktop/Software2/propagator/elastcaller.h"
|
||||
void make_eloss_table_protons() {
|
||||
double einput = 20.0, estepnow;
|
||||
double target_thickness_unit = 4e-2; //mg/cm2.
|
||||
double density = 0.0711;//mg/cm3
|
||||
long i=0;
|
||||
while(einput > 0.001) {
|
||||
std::cout << "After " << i << " steps, 1H is at " << einput << " MeV after penetrating " << i*target_thickness_unit << " mg/cm2 " << i*target_thickness_unit/density << " cm of HeCO2" << std::endl;
|
||||
estepnow = slowmedown("1H",einput,"3(12C)6(16O)97(4He)",target_thickness_unit);
|
||||
|
||||
einput = estepnow;
|
||||
i+=1;
|
||||
}
|
||||
}
|
||||
|
||||
void make_eloss_table() {
|
||||
double einput = 20.0, estepnow;
|
||||
double target_thickness_unit = 1e-3; //mg/cm2.
|
||||
double density = 0.0711;//mg/cm3
|
||||
long i=0;
|
||||
while(einput > 0.001) {
|
||||
std::cout << "After " << i << " steps, 4He is at " << einput << " MeV after penetrating " << i*target_thickness_unit << " mg/cm2 " << i*target_thickness_unit/density << " cm of HeCO2" << std::endl;
|
||||
estepnow = slowmedown("4He",einput,"3(12C)6(16O)97(4He)",target_thickness_unit);
|
||||
|
||||
|
||||
einput = estepnow;
|
||||
i+=1;
|
||||
}
|
||||
}
|
||||
8548
eloss_calculations/oxygen_lookup_70MeV.dat
Normal file
8548
eloss_calculations/oxygen_lookup_70MeV.dat
Normal file
File diff suppressed because it is too large
Load Diff
397468
eloss_calculations/proton_lookup_20MeV.dat
Normal file
397468
eloss_calculations/proton_lookup_20MeV.dat
Normal file
File diff suppressed because it is too large
Load Diff
44120
eloss_calculations/proton_lookup_6.0MeV.dat
Normal file
44120
eloss_calculations/proton_lookup_6.0MeV.dat
Normal file
File diff suppressed because it is too large
Load Diff
Loading…
Reference in New Issue
Block a user