{ "cells": [ { "cell_type": "markdown", "metadata": {}, "source": [ "# Simple example\n", "\n", "Let's walk through a simple example together!" ] }, { "cell_type": "code", "execution_count": 1, "metadata": {}, "outputs": [], "source": [ "import sys\n", "import numpy as np\n", "import matplotlib.pyplot as plt\n", "from astropy.constants import codata2010 as const\n", "import astropy.units as u\n", "import matplotlib\n", "import matplotlib.colors \n", "sys.path.append(\"../../libpython/\")\n", "import am3" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## 1. Source and injection parameters" ] }, { "cell_type": "code", "execution_count": 2, "metadata": {}, "outputs": [], "source": [ "radius = 1e15\n", "bfield = 10.\n", "volume = 4/3.*np.pi * radius ** 3\n", "\n", "# Electrons\n", "gamma_min_e = 2e0# minimum Lorentz factor\n", "gamma_max_e = 1e3\n", "p_e = 1.9\n", "\n", "i_inj_e = 10.0**(-7.47)\n", "injpower_e = i_inj_e * 4 * np.pi * radius * (const.m_e * const.c ** 3 / const.sigma_T).cgs.value\n", "\n", "# Protons\n", "gamma_min_p = 2e0\n", "gamma_max_p = 1e8\n", "p_p = 1.9\n", "\n", "i_inj_p = 10**(-4.93)\n", "injpower_p = i_inj_p * 4 * np.pi * radius * (const.m_p * const.c ** 3 / const.sigma_T).cgs.value\n" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## 2. Initialization\n", "\n", "### 2.1 Initialize AM3 (run only once)" ] }, { "cell_type": "code", "execution_count": 3, "metadata": {}, "outputs": [], "source": [ "am3 = am3.AM3()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### 2.2 Set switches\n", "\n", "See https://am3.readthedocs.io/en/latest/examples/blazar_detailed_example.html for a more complete usage of the switches." ] }, { "cell_type": "code", "execution_count": 4, "metadata": {}, "outputs": [], "source": [ "am3.set_verbosity_level(0) # don't print much information\n", "# set switches\n", "am3.set_process_parse_sed(1) # parse SED by components\n", "\n", "am3.set_process_escape(1) #Escape ON\n", "# expansion related\n", "am3.set_process_adiabatic_cooling(0) # adiabatic cooling OFF\n", "am3.set_process_expansion(0) # no plasma dilution due to expansion OFF\n", "\n", "# synchrotron related\n", "am3.set_process_electron_syn(1) #electron synchrotron ON\n", "am3.set_process_ssa(1) # electron SSA ON\n", "am3.set_process_proton_syn(1) #proton synchrotron ON\n", "am3.set_process_pion_syn(0) #pion synchrotron OFF\n", "am3.set_process_muon_syn(0) #muon synchrotron OFF\n", "\n", "# inverse Compton related\n", "am3.set_process_electron_compton(1) #electron inverse Compton ON\n", "am3.set_process_proton_compton(1) #proton inverse Compton ON\n", "am3.set_process_pion_compton(0) #pion inverse compton OFF\n", "am3.set_process_muon_compton(0) #muon inverse compton OFF\n", "\n", "# secondary decay\n", "am3.set_process_pion_decay(1) #pions decay ON (important for neutrino production!)\n", "am3.set_process_muon_decay(1) #muon decay ON (iportant for neutrino production!)\n", "\n", "# pair production (gamma+gamma -> e- + e+)\n", "am3.set_process_annihilation(0) #gamma gamma annihilation OFF\n", "\n", "# p-gamma\n", "am3.set_process_photopion(1) #Photo-pion production ON\n", "\n", "# proton proton\n", "am3.set_process_pp(0) # Proton proton pion production OFF\n", "\n", "# Bethe-Heitler\n", "am3.set_process_bethe_heitler(1) #Bethe Heitler Photo pair production ON" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### 2.3 Initialize the integration kernels" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "# init kernels\n", "am3.init_kernels()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### 3. Pass the source and injection parameters" ] }, { "cell_type": "code", "execution_count": 6, "metadata": {}, "outputs": [], "source": [ "# set parameters\n", "am3.set_mag_field(bfield)\n", "am3.set_escape_timescale(radius / const.c.cgs.value)\n", "am3.set_solver_time_step(1e-2 * radius / const.c.cgs.value)\n", "\n", "am3.set_powerlaw_injection_parameters_electrons(\n", " volume, \n", " injpower_e,\n", " gamma_min_e * (const.m_e * const.c ** 2).to(u.eV).value,\n", " gamma_min_e * (const.m_e * const.c ** 2).to(u.eV).value,\n", " gamma_max_e * (const.m_e * const.c ** 2).to(u.eV).value,\n", " p_e,\n", " p_e,\n", " 1.0)\n", "\n", "am3.set_powerlaw_injection_parameters_protons(\n", " volume, \n", " injpower_p,\n", " gamma_min_p * (const.m_p * const.c ** 2).to(u.eV).value,\n", " gamma_min_p * (const.m_p * const.c ** 2).to(u.eV).value,\n", " gamma_max_p * (const.m_p * const.c ** 2).to(u.eV).value,\n", " p_p,\n", " p_p,\n", " 1.0)\n" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## 4. Evolve the system down to eight dynamical timescales" ] }, { "cell_type": "code", "execution_count": 7, "metadata": {}, "outputs": [], "source": [ "simtime = 8\n", "N = int(simtime * am3.get_escape_timescale()/am3.get_solver_time_step())\n", "for i in range(N):\n", " am3.evolve_step()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## 5. Plotting\n", "\n", "### 5.1 Retrieve the components" ] }, { "cell_type": "code", "execution_count": 8, "metadata": {}, "outputs": [], "source": [ "gammas = am3.get_photons()\n", "gammas_components = np.array([am3.get_photons(), \n", " am3.get_photons_injected_electrons_syn(), am3.get_photons_injected_electrons_compton(), \n", " am3.get_photons_bethe_heitler_pairs_syn(), am3.get_photons_bethe_heitler_pairs_compton(),\n", " am3.get_photons_annihilation_pairs_syn(), am3.get_photons_annihilation_pairs_compton(),\n", " am3.get_photons_photo_pion_pairs_syn(), am3.get_photons_photo_pion_pairs_compton(),\n", " am3.get_photons_protons_syn(), am3.get_photons_protons_compton(),\n", " am3.get_photons_pi0_decay()])\n", "neutrinos = am3.get_neutrinos()\n" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### 5.2 Define conversion to observed quantities" ] }, { "cell_type": "code", "execution_count": 9, "metadata": {}, "outputs": [], "source": [ "lumdistance = 3.086e+24 * 44.4\n", "doppler = 30.\n", "z= 0.01\n", "\n", "tvar = radius / const.c.cgs.value\n", "\n", "grid_gammas = am3.get_egrid_photons()\n", "grid_neutrinos = am3.get_egrid_neutrinos()\n", "\n", "grid_gammas_plot = grid_gammas/ const.h.cgs.value *doppler * 1.60218e-12 /(1+z)\n", "grid_neutrinos_plot = grid_neutrinos / const.h.cgs.value *doppler* 1.60218e-12/(1+z)" ] }, { "cell_type": "code", "execution_count": 10, "metadata": {}, "outputs": [], "source": [ "gamma_e_square = np.empty(np.shape(gammas_components))\n", "\n", "for i in range(len(gammas_components)):\n", " gamma_e_square[i]= grid_gammas_plot * gammas_components[i]\n", " \n", "neutrinos_e_square = grid_neutrinos_plot*neutrinos" ] }, { "cell_type": "code", "execution_count": 11, "metadata": {}, "outputs": [], "source": [ "conversionFactorObserved = const.h.cgs.value / (4 * np.pi * lumdistance ** 2) / tvar * doppler **3 * volume / (1+z)\n", "Lobs = gamma_e_square * conversionFactorObserved\n", "Nu_Lobs = neutrinos_e_square * conversionFactorObserved" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### 5.3 Plot with different components" ] }, { "cell_type": "code", "execution_count": 12, "metadata": {}, "outputs": [ { "data": { "image/png": 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", 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "plt.figure(figsize = [10, 6])\n", "\n", "\n", "matplotlib.rcParams.update({'font.size': 13})\n", "\n", "names = ['full spec', 'primary ele (sy)', 'primary ele (ic)', 'bh leptons (sy)', 'bh leptons (ic)', r'$\\gamma \\gamma$ leptons (sy)', \n", " r'$\\gamma \\gamma$ leptons (ic)', 'photo-pion leptons (sy)', 'photo-pion leptons (ic)', 'primary prot (sy)', 'primary prot (ic)','pi0 decay']\n", "\n", "for i in range(len(Lobs)-1):\n", " plt.plot(grid_gammas_plot, Lobs[i+1], alpha = 1.0, label = names[i+1])\n", " \n", "i = 0\n", "plt.plot(grid_gammas_plot, Lobs[i], alpha = 1.0, label = names[i], color = 'k', ls = '-')\n", "plt.plot(grid_neutrinos_plot, Nu_Lobs, alpha = 1.0, label = 'nu all flavour', color = 'k', ls = '--')\n", "\n", "plt.ylim([1e-19 ,1e-9])\n", "plt.xlim([1e10, 1e34])\n", "plt.ylabel(r'$\\nu F_{\\nu}$ [erg $\\mathrm{cm^{-2} \\ s^{-1}}$]')\n", "plt.xlabel(r'$\\nu$ [Hz]')\n", "plt.xscale('log')\n", "plt.legend(fontsize = 15, bbox_to_anchor = [1.01, 0.5], loc = 'center left')\n", "plt.yscale('log')\n", "#plt.legend(loc = 'upper left', fontsize = 16)\n", "#plt.savefig('proton_synchrotron_decomposed_am3.png', dpi=300, bbox_inches = 'tight')\n", "plt.tight_layout()\n", "plt.show()\n" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [] } ], "metadata": { "kernelspec": { "display_name": "Python 3 (ipykernel)", "language": "python", "name": "python3" }, "language_info": { "codemirror_mode": { "name": "ipython", "version": 3 }, "file_extension": ".py", "mimetype": "text/x-python", "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", "version": "3.9.15" } }, "nbformat": 4, "nbformat_minor": 4 }