{ "cells": [ { "cell_type": "markdown", "id": "md-001", "metadata": {}, "source": [ "# JLM and JLMB semi-microscopic optical potentials\n" ] }, { "cell_type": "code", "execution_count": 1, "id": "code-002", "metadata": {}, "outputs": [], "source": [ "import matplotlib as mpl\n", "import matplotlib.pyplot as plt\n", "import numpy as np" ] }, { "cell_type": "code", "execution_count": 2, "id": "f1a5e319-0476-4675-ae73-7f305ea2133f", "metadata": {}, "outputs": [], "source": [ "from jitr.folding import ILDAFolder, jlm\n", "from jitr.utils import density\n", "from jitr.utils.density import TwoParameterFermiDensity" ] }, { "cell_type": "markdown", "id": "df297f43-6c36-4cf7-a4b4-54911b89672a", "metadata": {}, "source": [ "## Optical potential from nuclear matter\n", "\n", "The JLM (for J. P. Jeukenne, A. Lejeune, and C. Mahaux) model for the nuclear matter self-energy is included in jitr, as defined in the seminal works [JLM, 1974](https://journals.aps.org/prc/abstract/10.1103/PhysRevC.10.1391), [JLM, 1977a](https://journals.aps.org/prc/abstract/10.1103/PhysRevC.16.80), and [JLM, 1977b](https://journals.aps.org/prc/abstract/10.1103/PhysRevC.15.10).\n", "\n", "The goal was to try to model the effective interactions (optical potential) nucleons feel in when scattering on a nucleus by treating the many-body dynamics as if that nucleon where interacting with a system of *homogenous nuclear matter*, at the local *local density* of its position withion the medium of the finite nucleus. This work takes multiple steps:\n", "\n", "1. Calculate the nuclear matter self energy at various matter densities $\\rho$ and nucleon energies $E$: $\\Sigma(\\rho,E)$ \n", "3. determine a model for the density distribution of a finite nucleus $\\rho(r)$\n", "4. Evaluate the optical potential for the finite nucleus in the *local density approximation*: $\\Sigma(r,E) = \\Sigma(\\rho(r),E)$\n", "\n", "Later, E. Bauge, J. P. Delaroche, and M. Girod updated this JLM microscopic optical potential in various ways, including adjusting the energy dependence to fit to scattering data (See [BDG 1998](https://journals.aps.org/prc/abstract/10.1103/PhysRevC.58.1118) and [BDG, 2001](https://journals.aps.org/prc/abstract/10.1103/PhysRevC.63.024607)). This is known as the JLMB semi-microscopic optical potential, and it is included in the reaction code [TALYS](https://github.com/arjankoning1/talys/), which is used for nuclear data evaluation.\n", "\n", "In this notebook, we will describe both of these models, and demonstrate their implementation in `jitr`." ] }, { "cell_type": "markdown", "id": "d27b6ba8-7e2a-42ad-bde4-cf77ab659d49", "metadata": {}, "source": [ "### The nuclear matter self energy\n", "\n", "The nuclear matter self energy is determined from Brueckner-Hartree Fock (BHF) calculations of the $g$-matrix in symmetric nuclear matter and nuclear matter with neutron excess, using Reid's hard core interaction, at various matter densities (Fermi momenta) and a range of positive energies from 10 to 160 MeV, producing isoscalar and isovector effective 2-body interactions. By contracting these two-body interactions over the occupied states in nuclear matter, one determines the nuclear matter self-energy felt by a single nucleon.\n", "This self energy can be decomposed into isoscalar and isovector terms:\n", "\n", "\\begin{equation}\n", "U(\\rho,E) = V_0(\\rho,E) + i W(\\rho,E) \\pm \\alpha \\left( V_0(\\rho,E) + i W(\\rho,E) \\right),\n", "\\end{equation}\n", "\n", "with $\\alpha = (\\rho_n - \\rho_p) / (\\rho_n + \\rho_p)$, and the $+(-)$ sign for neutrons(protons).\n", "\n", "The isoscalar real self energy, $V_0(\\rho,E)$ was parameterized as a polynomial fit to the BHF results:\n", "\n", "\\begin{equation}\n", "V_0(\\rho,E) = \\sum_{ij} a_{ij} \\rho^i E^{j-1}.\n", "\\end{equation}\n", "\n", "The isoscalar imaginary part $W_0(\\rho,E)$ was parameterized as \n", "\n", "\n", "\\begin{equation}\n", "W_0(\\rho,E) = \\frac{\\sum_{ij} d_{ij} \\rho^i E^{j-1} }{1 + D / (E -\\epsilon_F)^2} ,\n", "\\end{equation}\n", "\n", "with $D=600$ and the Fermi energy parameterized from the Brueckner-Hartree-Fock result as:\n", "\n", "\n", "\\begin{equation}\n", "\\epsilon_F(\\rho) = \\sum_{i=1}^3 k_{i} \\rho^i.\n", "\\end{equation}\n", "\n", "The isovector real and imaginary parts are respectively defined as \n", "\n", "\n", "\\begin{align}\n", "\\begin{split}\n", "V_1(\\rho,E) &= \\frac{\\tilde{m}(\\rho,E)}{m} \\mathfrak{Re} N(\\rho,E) \\\\ & \\\\ \n", "W_1(\\rho,E) &= \\frac{m}{\\bar{m}(\\rho,E)} \\mathfrak{Im} N(\\rho,E),\n", "\\end{split}\n", "\\end{align}\n", "\n", "\n", "where $N(\\rho,E)$ is extracted from the Coulomb-corrected difference of the neutron and proton self-energies in nuclear matter, with a given neutron excess (See [JLM, 1977b](https://journals.aps.org/prc/abstract/10.1103/PhysRevC.15.10)). $N$ is parameterized as:\n", "\n", "\\begin{align}\n", "\\begin{split}\n", "\\mathfrak{Re} N(\\rho,E) &= \\sum_{ij} b_{ij} \\rho^i E^{j-1} \\\\ & \\\\\n", "\\mathfrak{Im} N(\\rho,E) &= \\frac{\\sum_{ij} f_{ij} \\rho^i E^{j-1} }{1 + F / (E -\\epsilon_F)},\n", "\\end{split}\n", "\\end{align}\n", "\n", "\n", "with $F=1$. The $k$-mass, $\\tilde{m}(\\rho,E)$ is parameterized as \n", "\n", "\n", "\\begin{equation}\n", "\\frac{\\tilde{m}(\\rho,E)}{m} = 1 - \\sum_{ij} c_{ij} \\rho^i E^{j-1}.\n", "\\end{equation}\n", "\n", "The $E$-mass $\\bar{m}(\\rho,E)$ can be obtained from\n", "\n", "\\begin{equation}\n", "\\frac{m^\\star(\\rho,E)}{m} = \\frac{\\tilde{m}(\\rho,E)}{m} \\frac{\\bar{m}(\\rho,E)}{m},\n", "\\end{equation}\n", "\n", "where the effective mass is defined\n", "\\begin{equation}\n", "\\frac{m^\\star(\\rho,E)}{m} = 1 - \\frac{d}{dE} V_0(\\rho,E) = 1 - \\sum_{ij} (j-1) a_{ij} \\rho^i E^{j-2}.\n", "\\end{equation}\n", "\n", "In total, there are 5 coefficient matrices, $a$, $b$, $c$, $d$, $f$.\n", "\n", "These are included in `jitr.folding.jlm`.\n" ] }, { "cell_type": "code", "execution_count": 3, "id": "23232e2f-8bf7-4940-ab61-6810102747e6", "metadata": {}, "outputs": [], "source": [ "rho_sat_fm3 = 0.16" ] }, { "cell_type": "code", "execution_count": 4, "id": "3f247109-f8c3-44bf-a7f5-19c7f3ec0c61", "metadata": {}, "outputs": [ { "data": { "text/plain": [ "np.float64(-24.844800000000003)" ] }, "execution_count": 4, "metadata": {}, "output_type": "execute_result" } ], "source": [ "jlm.fermi_energy_MeV(rho_sat_fm3)" ] }, { "cell_type": "markdown", "id": "37d46f66-b4a5-4dd3-b208-65b4067dc571", "metadata": {}, "source": [ "Note that the BHF calculation using Reid's hard core interaction do not preduce the empirical saturation in nuclear matter. " ] }, { "cell_type": "code", "execution_count": 5, "id": "9a2daf1e-98e5-457c-8f2c-c6bba9a0ec2f", "metadata": {}, "outputs": [], "source": [ "rho_grid = np.linspace(0.01, 0.2, 50)\n", "E_vals = np.linspace(0.1, 170, 80)" ] }, { "cell_type": "code", "execution_count": 6, "id": "948babab-37d0-43da-8f11-16f7e96ac481", "metadata": {}, "outputs": [ { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "fig, axes = plt.subplots(1, 2, figsize=(9, 6), sharey=False)\n", "cmap = plt.cm.cividis\n", "norm = mpl.colors.Normalize(vmin=E_vals.min(), vmax=E_vals.max())\n", "E_F = jlm.fermi_energy_MeV(rho_grid)\n", "for E in E_vals:\n", " axes[0].plot(\n", " rho_grid,\n", " np.abs(jlm.V0(rho_grid, E)) / rho_grid,\n", " color=cmap(norm(E)),\n", " label=f\"{E:1.0f} MeV\",\n", " )\n", " axes[1].plot(\n", " rho_grid,\n", " np.abs(jlm.W0(rho_grid, E, E_F=E_F)) / rho_grid,\n", " label=f\"{E:1.0f} MeV\",\n", " color=cmap(norm(E)),\n", " )\n", "\n", "axes[0].set_title(r\"$|V_0(E,\\rho)| / \\rho$\")\n", "axes[0].set_ylabel(r\"$|V_0 | \\, / \\rho $ [MeV fm$^3$]\")\n", "axes[0].set_xlabel(r\"$\\rho$ [fm${-3}$]\")\n", "\n", "axes[1].set_title(r\"$|W_0(E,\\rho)| / \\rho$\")\n", "axes[1].set_xlabel(r\"$\\rho$ [fm${-3}$]\")\n", "axes[1].set_ylabel(r\"$|W_0 | \\, / \\rho $ [MeV fm$^3$]\")\n", "# axes[1].legend()\n", "\n", "\n", "sm = mpl.cm.ScalarMappable(norm=norm, cmap=cmap)\n", "sm.set_array([])\n", "\n", "cbar = fig.colorbar(sm, ax=axes[1])\n", "cbar.set_label(\"$E$ [MeV]\")\n", "\n", "fig.suptitle(\"Compare to Figs. 1 and 2 in JLM, 1977a\")\n", "\n", "plt.tight_layout()\n", "plt.show()" ] }, { "cell_type": "code", "execution_count": 7, "id": "795ae0b3-53d5-4df0-8b4f-7b6b48471246", "metadata": {}, "outputs": [ { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "fig, axes = plt.subplots(1, 2, figsize=(8, 6), sharey=True)\n", "E_F = jlm.fermi_energy_MeV(rho_grid)\n", "for E in E_vals:\n", " axes[0].plot(\n", " rho_grid,\n", " np.abs(jlm.V1(rho_grid, E, E_F=E_F)) / rho_grid,\n", " color=cmap(norm(E)),\n", " label=f\"{E:1.0f} MeV\",\n", " )\n", " axes[1].plot(\n", " rho_grid,\n", " np.abs(jlm.W1(rho_grid, E, E_F=E_F)) / rho_grid,\n", " label=f\"{E:1.0f} MeV\",\n", " color=cmap(norm(E)),\n", " )\n", "\n", "axes[0].set_title(r\"$|V_1(E,\\rho)| / \\rho$\")\n", "axes[0].set_ylabel(r\"$|V_1 | \\, / \\rho $ [MeV fm$^3$]\")\n", "axes[0].set_xlabel(r\"$\\rho$ [fm${-3}$]\")\n", "\n", "axes[1].set_title(r\"$|W_1(E,\\rho)| / \\rho$\")\n", "axes[1].set_xlabel(r\"$\\rho$ [fm${-3}$]\")\n", "axes[1].set_ylabel(r\"$|W_1 | \\, / \\rho $ [MeV fm$^3$]\")\n", "# axes[1].legend()\n", "sm = mpl.cm.ScalarMappable(norm=norm, cmap=cmap)\n", "sm.set_array([])\n", "\n", "cbar = fig.colorbar(sm, ax=axes[1])\n", "cbar.set_label(\"$E$ [MeV]\")\n", "\n", "\n", "plt.tight_layout()\n", "plt.show()" ] }, { "cell_type": "markdown", "id": "6c8c2a3f-cecd-4001-aff3-99a05daab825", "metadata": {}, "source": [ "## Folding to finite nuclear density\n", "We will use the local density approximation and improved local density approximations. First, let's grab some density distributions:" ] }, { "cell_type": "code", "execution_count": 8, "id": "ed3026bd-83dd-45c6-bc52-481c09a53dfb", "metadata": {}, "outputs": [], "source": [ "def pb208_densities_2pf():\n", " rho_n = TwoParameterFermiDensity(R=6.6, a=0.55, N=126)\n", " rho_p = TwoParameterFermiDensity(R=6.3, a=0.547, N=82)\n", " return rho_p, rho_n" ] }, { "cell_type": "code", "execution_count": 9, "id": "code-005", "metadata": {}, "outputs": [], "source": [ "target = (208, 82)\n", "neutron = (1, 0)\n", "proton = (1, 1)\n", "\n", "R = np.linspace(0.0, 12.0, 201)\n", "\n", "rho_p_2pf, rho_n_2pf = pb208_densities_2pf()\n", "rho_p_d1m, rho_n_d1m = density.densities(208, 82, R, model=\"d1m\")\n", "rho_p_bskg3, rho_n_bskg3 = density.densities(208, 82, R, model=\"bskg3\")" ] }, { "cell_type": "code", "execution_count": 10, "id": "code-007", "metadata": {}, "outputs": [ { "data": { "image/png": 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", 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "fig, ax = plt.subplots(figsize=(6, 3))\n", "legend_handles_density_type = [\n", " ax.plot(R, rho_n_d1m, color=\"b\", label=\"n\", linewidth=2)[0],\n", " ax.plot(R, rho_p_d1m, color=\"r\", label=\"p\", linewidth=2)[0],\n", " ax.plot(R, rho_n_d1m + rho_p_d1m, color=\"k\", label=\"total\", linewidth=2)[0],\n", "]\n", "\n", "plt.plot(R, rho_n_bskg3, \"--\", color=\"b\", linewidth=2, alpha=0.6)\n", "plt.plot(R, rho_p_bskg3, \"--\", color=\"r\", linewidth=2, alpha=0.6)\n", "plt.plot(R, rho_n_bskg3 + rho_p_bskg3, \"--\", color=\"k\", linewidth=2, alpha=0.6)\n", "\n", "\n", "plt.plot(R, rho_n_2pf(R), \":\", color=\"b\", linewidth=2, alpha=0.4)\n", "plt.plot(R, rho_p_2pf(R), \":\", color=\"r\", linewidth=2, alpha=0.4)\n", "plt.plot(R, rho_n_2pf(R) + rho_p_2pf(R), \":\", color=\"k\", linewidth=2, alpha=0.4)\n", "\n", "leg1 = ax.legend(\n", " handles=legend_handles_density_type, framealpha=0, ncol=3, loc=\"upper right\"\n", ")\n", "leg2 = plt.legend(\n", " handles=[\n", " plt.plot([], [], color=\"k\", linewidth=2, label=\"D1M\")[0],\n", " plt.plot([], [], \"--\", color=\"k\", linewidth=2, label=\"BSKG3\")[0],\n", " plt.plot([], [], \":\", color=\"k\", linewidth=2, label=\"2pF\")[0],\n", " ],\n", " framealpha=0,\n", " loc=\"center right\",\n", ")\n", "\n", "ax.add_artist(leg1)\n", "\n", "plt.xlabel(r\"$r$ [fm]\")\n", "plt.ylabel(r\"$\\rho$ [fm$^{-3}$]\")\n", "plt.title(r\"$^{208}$Pb densities\")\n", "plt.tight_layout()\n", "plt.show()" ] }, { "cell_type": "markdown", "id": "1c979a62-33f9-4a35-a94f-2fbf06441eeb", "metadata": {}, "source": [ "### Local density approximation (LDA)\n", "\n", "The LDA is a simple prescription. Given a nuclear matter self-energy $U(\\rho,E)$ and a density profile $\\rho(r)$:\n", "\n", "\\begin{equation}\n", "U(r,E) = U(\\rho(r),E)\n", "\\end{equation}\n", "\n", "From [JLM, 1977b](https://journals.aps.org/prc/abstract/10.1103/PhysRevC.16.80):\n", "\n", "> [the] local density approximation\n", "(LDA) ascribes to the OMP at the density $\\rho(r)$ the\n", "same value as in a uniform medium with the same\n", "value of the density, with the same neutron excess,\n", "and at the same energy." ] }, { "cell_type": "code", "execution_count": 11, "id": "64245891-a68a-454d-856c-c960fcd243ed", "metadata": {}, "outputs": [ { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "fig, axes = plt.subplots(2, 1, sharex=True, figsize=(5, 4))\n", "handles_energy = []\n", "folder_local = ILDAFolder(r_max=20.0, n_quad=200)\n", "V_C_local = folder_local.V_coulomb(\n", " folder_local.interp_to_quad(R, rho_p_d1m),\n", " mode=\"density\",\n", " include_exchange=True,\n", " r_out=R,\n", ")\n", "for E in [10, 30, 70, 120]:\n", " V, W = jlm.potential_JLM(R, rho_n_d1m + rho_p_d1m, (1, 0), target, E)\n", " (p,) = axes[0].plot(R, V, linewidth=2, label=f\"{E:1.0f} MeV\", alpha=0.6)\n", " axes[0].plot(R, W, \"--\", linewidth=2, color=p.get_color(), alpha=0.9)\n", " handles_energy.append(p)\n", " V, W = jlm.potential_JLM(\n", " R,\n", " rho_n_d1m + rho_p_d1m,\n", " (1, 1),\n", " target,\n", " E,\n", " V_C=V_C_local,\n", " parameterization=\"talys\",\n", " )\n", " axes[1].plot(R, V, linewidth=2, color=p.get_color(), alpha=0.6)\n", " axes[1].plot(R, W, \"--\", linewidth=2, color=p.get_color(), alpha=0.9)\n", "\n", "leg1 = axes[0].legend(handles=handles_energy, framealpha=0, ncol=1, loc=\"lower right\")\n", "leg2 = axes[1].legend(\n", " handles=[\n", " plt.plot([], [], color=\"k\", linewidth=2, label=r\"$V$\")[0],\n", " plt.plot([], [], \"--\", color=\"k\", linewidth=2, label=\"$W$\")[0],\n", " ],\n", " framealpha=0,\n", " ncol=2,\n", " loc=\"lower right\",\n", ")\n", "axes[0].add_artist(leg1)\n", "\n", "\n", "axes[1].set_xlabel(r\"$r$ [fm]\", fontsize=12)\n", "axes[0].set_ylabel(r\"$U_n(r,E)$ [MeV]\", fontsize=12)\n", "axes[1].set_ylabel(r\"$U_p(r,E)$ [MeV]\", fontsize=12)\n", "axes[0].set_title(r\"n + $^{208}$Pb\", fontsize=12)\n", "axes[1].set_title(r\"p + $^{208}$Pb\", fontsize=12)\n", "fig.suptitle(\"JLM with d1m densities\")\n", "plt.tight_layout()\n", "plt.show()" ] }, { "cell_type": "markdown", "id": "bab49e4e-bf43-4c0a-ac23-2a0bd903a123", "metadata": {}, "source": [ "### Volume integrals in the LDA" ] }, { "cell_type": "code", "execution_count": 12, "id": "2b169ea9-e11b-48b9-ae3d-449706cc9837", "metadata": {}, "outputs": [], "source": [ "energies = np.linspace(10, 200, 200)\n", "Ju_A = np.zeros_like(energies, dtype=complex)\n", "projectile = neutron\n", "A = target[0]\n", "for i, E in enumerate(energies):\n", " V, W = jlm.potential_JLM(R, rho_n_d1m + rho_p_d1m, projectile, target, E)\n", " Jv_A = 4 * np.pi / A * np.trapezoid(V * R**2, R)\n", " Jw_A = 4 * np.pi / A * np.trapezoid(W * R**2, R)\n", " Ju_A[i] = Jv_A + 1j * Jw_A" ] }, { "cell_type": "code", "execution_count": 13, "id": "8e226619-9dea-409e-8913-c7308867005a", "metadata": {}, "outputs": [ { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "fig = plt.figure(figsize=(4, 3))\n", "plt.plot(energies, Ju_A.real, label=r\"$J_v/A$\")\n", "plt.plot(energies, Ju_A.imag, label=r\"$J_w/A$\")\n", "plt.legend()\n", "plt.xlabel(\"$E$ [MeV]\")\n", "plt.ylabel(\"$J_U / A$ [MeV fm$^3$]\")\n", "plt.tight_layout()\n", "plt.show()" ] }, { "cell_type": "markdown", "id": "6fe20aec-5a99-4a0f-a319-719db3df3be7", "metadata": {}, "source": [ "## JLMB and the improved LDA (ILDA)\n", "\n", "The JLM formalism was later updated to separately use the neutron and proton densities to determine the isovector dependence of the optical potential, as well renormalize the depths to fit elastic scattering experiments:\n", "\n", "- [Bauge, Delaroche, & Girod, 1998](https://journals.aps.org/prc/abstract/10.1103/PhysRevC.58.1118)\n", "- [Bauge, Delaroche, & Girod, 2001](https://journals.aps.org/prc/abstract/10.1103/PhysRevC.63.024607)\n", "\n", "Additionally, rather than using the LDA as above, the finite nucleus self-energy as calculated above is convolved with a Gaussian with isovector-dependent range $t \\sim 1$ fm." ] }, { "cell_type": "code", "execution_count": 14, "id": "f38502a4-2c2e-412f-a6a9-580d69a1cb81", "metadata": {}, "outputs": [], "source": [ "folder = ILDAFolder(r_max=20.0, n_quad=200) # once\n", "\n", "# interpolate densities onto quadrature g\n", "rho_n_q = folder.interp_to_quad(R, rho_n_d1m)\n", "rho_p_q = folder.interp_to_quad(R, rho_p_d1m)" ] }, { "cell_type": "code", "execution_count": 15, "id": "21e68bcb-da29-4f03-bf51-22e3e736f5c0", "metadata": {}, "outputs": [ { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "energies = [10, 30, 70, 120]\n", "projectile = proton\n", "V_C_q = folder.V_coulomb(rho_p_q, mode=\"density\", include_exchange=True)\n", "V_C_R = folder.V_coulomb(rho_p_q, mode=\"density\", include_exchange=True, r_out=R)\n", "\n", "fig, axes = plt.subplots(len(energies), 2, sharex=True, figsize=(8, 6))\n", "axes = np.array(axes)\n", "for i, E in enumerate(energies):\n", " V_n_jlm, W_n_jlm = jlm.potential_JLM(\n", " R,\n", " rho_n_d1m + rho_p_d1m,\n", " projectile,\n", " target,\n", " E,\n", " V_C=V_C_R,\n", " parameterization=\"talys\",\n", " )\n", " V_n_jlmb, W_n_jlmb = jlm.potential_JLMB(\n", " folder,\n", " rho_n_q,\n", " rho_p_q,\n", " projectile,\n", " target,\n", " E,\n", " V_C=V_C_q,\n", " parameterization=\"talys\",\n", " r_out=R,\n", " lambda_V=jlm.lambda_v0(E),\n", " lambda_V1=jlm.lambda_v1(E),\n", " lambda_W=jlm.lambda_w0(E),\n", " lambda_W1=jlm.lambda_w1(E),\n", " )\n", "\n", " axes[i, 0].plot(R, V_n_jlm, linewidth=3, alpha=0.7, color=\"tab:blue\", label=\"JLM\")\n", " axes[i, 0].plot(R, V_n_jlmb, \":\", linewidth=3, color=\"m\", alpha=0.7, label=\"JLMB\")\n", " axes[i, 0].set_ylabel(r\"$V(r,E)$ [MeV]\", fontsize=12)\n", " axes[i, 0].text(0, -10, f\"$E = ${E:1.0f} MeV\", fontsize=12)\n", " axes[i, 0].set_ylim([-70, 5])\n", "\n", " axes[i, 1].plot(R, W_n_jlm, linewidth=3, alpha=0.7, color=\"tab:blue\", label=\"JLM\")\n", " axes[i, 1].plot(R, W_n_jlmb, \":\", linewidth=3, color=\"m\", alpha=0.7, label=\"JLMB\")\n", " axes[i, 1].set_ylabel(r\"$W(r,E)$ [MeV]\", fontsize=12)\n", " axes[i, 1].set_ylim([-28, 5])\n", "\n", "\n", "axes[0, 0].legend(loc=\"lower right\", framealpha=0, fontsize=12)\n", "axes[-1, 0].set_xlabel(r\"$r$ [fm]\", fontsize=12)\n", "axes[-1, 1].set_xlabel(r\"$r$ [fm]\", fontsize=12)\n", "fig.suptitle(\"JLM vs. JLMB with d1m densities\")\n", "plt.tight_layout()\n", "plt.show()" ] }, { "cell_type": "code", "execution_count": 16, "id": "2544ee07-0291-4390-b283-c79e046373da", "metadata": {}, "outputs": [ { "data": { "image/png": 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", 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "energies = [10, 30, 70, 120]\n", "projectile = proton\n", "\n", "# interpolate densities onto quadrature grid\n", "densities_at_nodes = {\n", " label: (folder.interp_to_quad(R, rho_n), folder.interp_to_quad(R, rho_p))\n", " for label, rho_n, rho_p in [\n", " (\"2pF\", rho_n_2pf(R), rho_p_2pf(R)),\n", " (\"bskg3\", rho_n_bskg3, rho_p_bskg3),\n", " (\"d1m\", rho_n_d1m, rho_p_d1m),\n", " ]\n", "}\n", "\n", "colors = {\n", " \"2pF\": \"#2E8B57\",\n", " \"d1m\": \"#4682B4\",\n", " \"bskg3\": \"#FF6347\",\n", "}\n", "\n", "fig, axes = plt.subplots(len(energies), 2, sharex=True, figsize=(8, 6))\n", "axes = np.array(axes)\n", "for i, E in enumerate(energies):\n", " for model_name, (rho_n_q, rho_p_q) in densities_at_nodes.items():\n", " V_C_q = folder.V_coulomb(rho_p_q, mode=\"density\", include_exchange=True)\n", " V, W = jlm.potential_JLMB(\n", " folder,\n", " rho_n_q,\n", " rho_p_q,\n", " projectile,\n", " target,\n", " E,\n", " V_C=V_C_q,\n", " parameterization=\"talys\",\n", " r_out=R,\n", " lambda_V=jlm.lambda_v0(E),\n", " lambda_V1=jlm.lambda_v1(E),\n", " lambda_W=jlm.lambda_w0(E),\n", " lambda_W1=jlm.lambda_w1(E),\n", " )\n", "\n", " axes[i, 0].plot(\n", " R, V, linewidth=1, alpha=1, color=colors[model_name], label=model_name\n", " )\n", " axes[i, 1].plot(R, W, linewidth=1, alpha=1, color=colors[model_name])\n", "\n", " axes[i, 0].set_ylabel(r\"$V(r,E)$ [MeV]\", fontsize=12)\n", " axes[i, 0].text(0, -10, f\"$E = ${E:1.0f} MeV\", fontsize=12)\n", " axes[i, 0].set_ylim([-70, 5])\n", " axes[i, 1].set_ylabel(r\"$W(r,E)$ [MeV]\", fontsize=12)\n", " axes[i, 1].set_ylim([-26, 4])\n", "\n", "\n", "axes[-1, 0].legend(loc=\"lower right\", framealpha=0, fontsize=10, ncol=3)\n", "axes[-1, 0].set_xlabel(r\"$r$ [fm]\", fontsize=12)\n", "axes[-1, 1].set_xlabel(r\"$r$ [fm]\", fontsize=12)\n", "fig.suptitle(\"JLMB with different densities\")\n", "plt.tight_layout()\n", "plt.show()" ] }, { "cell_type": "code", "execution_count": 17, "id": "73c1d556-31b2-4fee-9f69-9ac79fd6323b", "metadata": {}, "outputs": [], "source": [ "energies = np.linspace(0.01, 300, 200)\n", "Ju_A_JLM = np.zeros_like(energies, dtype=complex)\n", "Ju_A_JLMB = np.zeros_like(energies, dtype=complex)\n", "Ju_A_JLMB_no_renorm = np.zeros_like(energies, dtype=complex)\n", "\n", "projectile = neutron\n", "A = target[0]\n", "for i, E in enumerate(energies):\n", " V, W = jlm.potential_JLM(R, rho_n_d1m + rho_p_d1m, projectile, target, E)\n", " Ju_A_JLM[i] = np.trapezoid(V * R**2, R) + 1j * np.trapezoid(W * R**2, R)\n", "\n", " V, W = jlm.potential_JLMB(\n", " folder,\n", " rho_n_q,\n", " rho_p_q,\n", " projectile,\n", " target,\n", " E,\n", " lambda_V=jlm.lambda_v0(E),\n", " lambda_V1=jlm.lambda_v1(E),\n", " lambda_W=jlm.lambda_w0(E),\n", " lambda_W1=jlm.lambda_w1(E),\n", " )\n", " Ju_A_JLMB[i] = folder.integrate(V * folder.r_q**2) + 1j * folder.integrate(\n", " W * folder.r_q**2\n", " )\n", "\n", " V, W = jlm.potential_JLMB(\n", " folder,\n", " rho_n_q,\n", " rho_p_q,\n", " projectile,\n", " target,\n", " E,\n", " )\n", " Ju_A_JLMB_no_renorm[i] = folder.integrate(\n", " V * folder.r_q**2\n", " ) + 1j * folder.integrate(W * folder.r_q**2)\n", "\n", "Ju_A_JLM *= 4 * np.pi / A\n", "Ju_A_JLMB *= 4 * np.pi / A\n", "Ju_A_JLMB_no_renorm *= 4 * np.pi / A" ] }, { "cell_type": "code", "execution_count": 18, "id": "08034bd3-d375-4b97-845e-b9f5d05eb761", "metadata": {}, "outputs": [ { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "fig, ax = plt.subplots(1, 1, figsize=(6, 4))\n", "\n", "legend_handles_term = [\n", " plt.plot(\n", " energies,\n", " Ju_A_JLM.real,\n", " linewidth=2,\n", " color=\"tab:blue\",\n", " alpha=0.5,\n", " label=r\"$J_v/A$\",\n", " )[0],\n", " plt.plot(\n", " energies,\n", " Ju_A_JLM.imag,\n", " linewidth=2,\n", " color=\"tab:orange\",\n", " alpha=0.5,\n", " label=r\"$J_w/A$\",\n", " )[0],\n", "]\n", "plt.plot(energies, Ju_A_JLMB.real, \"--\", linewidth=2, color=\"tab:blue\")\n", "plt.plot(energies, Ju_A_JLMB.imag, \"--\", linewidth=2, color=\"tab:orange\")\n", "plt.plot(energies, Ju_A_JLMB_no_renorm.real, \":\", linewidth=2, color=\"tab:blue\")\n", "plt.plot(energies, Ju_A_JLMB_no_renorm.imag, \":\", linewidth=2, color=\"tab:orange\")\n", "\n", "leg1 = ax.legend(\n", " handles=legend_handles_term,\n", " framealpha=0,\n", " ncol=1,\n", " loc=\"center\",\n", " fontsize=12,\n", ")\n", "leg2 = plt.legend(\n", " handles=[\n", " plt.plot([], [], color=\"k\", linewidth=2, label=\"JLM\")[0],\n", " plt.plot([], [], \"--\", color=\"k\", linewidth=2, label=\"JLMB\")[0],\n", " plt.plot([], [], \":\", color=\"k\", linewidth=2, label=r\"JLMB, $\\lambda_i = 1$\")[\n", " 0\n", " ],\n", " ],\n", " framealpha=0,\n", " loc=\"center left\",\n", " fontsize=12,\n", ")\n", "ax.add_artist(leg1)\n", "\n", "\n", "plt.xscale(\"log\")\n", "plt.xlabel(\"$E$ [MeV]\", fontsize=12)\n", "plt.ylabel(\"$J_U / A$ [MeV fm$^3$]\", fontsize=12)\n", "ax.set_title(r\"JLM vs. JLMB volume integrals for n + $^{208}Pb$\", fontsize=12)\n", "plt.tight_layout()\n", "plt.show()" ] }, { "cell_type": "markdown", "id": "3542ecc9-4bc3-44ea-9276-0a7fc4a32847", "metadata": {}, "source": [ "Note that, when we set $\\lambda_i=1$, neglecting the renormalization, JLM and JLMB nearly agree. The bulk of difference in the energy dependence of JLM and JLMB comes from the renormalization as opposed to the isovector effect or the ILDA. The notable exception to this is the imaginary part below $\\sim 200$ MeV where the Lane consistency uniformly decreases absorptive strength for neutrons on the neutron rich $^{208}$Pb." ] }, { "cell_type": "markdown", "id": "1e565fbb-569e-468c-b2bb-d827eca9b162", "metadata": {}, "source": [ "## Comparison of ways to compue the Coulomb potential from the proton density\n", "\n", "There are a few options built into `jitr.folding.ILDAFolder`. One can:\n", "\n", "1. use the analytic, oft-used, uniform sphere convention, with the Coulomb radius determined friom a given proton density\n", "2. use the full direct Coulomb potential\n", "3. use the full Coulomb potential using the Slater local approximation to the exchange term" ] }, { "cell_type": "code", "execution_count": 19, "id": "5efdc75a-ad6a-4222-9ae4-fd997a6ca1e0", "metadata": {}, "outputs": [], "source": [ "rho_p_q = folder.interp_to_quad(R, rho_p_d1m)\n", "V_Coulomb_uniform_sphere = folder.V_coulomb(rho_p_q, mode=\"uniform_sphere\")\n", "V_Coulomb_full = folder.V_coulomb(rho_p_q, mode=\"density\")\n", "V_Coulomb_full_exchange = folder.V_coulomb(\n", " rho_p_q, mode=\"density\", include_exchange=True\n", ")" ] }, { "cell_type": "code", "execution_count": 20, "id": "fcf6d84e-992c-4357-9e28-3600d0bf0bc9", "metadata": {}, "outputs": [ { "data": { "text/plain": [ "Text(0, 0.5, '$V_C(r)$')" ] }, "execution_count": 20, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "plt.plot(folder.r_q, V_Coulomb_uniform_sphere, label=\"uniform sphere\")\n", "plt.plot(\n", " folder.r_q,\n", " V_Coulomb_full,\n", " alpha=0.4,\n", " color=\"tab:green\",\n", " label=\"charge distribution\",\n", ")\n", "plt.plot(\n", " folder.r_q,\n", " V_Coulomb_full_exchange,\n", " \":\",\n", " color=\"tab:green\",\n", " label=\"charge distribution + Slater exchange\",\n", ")\n", "plt.legend(framealpha=0)\n", "plt.xlabel(\"$r$ [fm]\")\n", "plt.ylabel(\"$V_C(r)$\")" ] }, { "cell_type": "markdown", "id": "cc8176cb-8ff5-4c39-ae66-0015d509e9b4", "metadata": {}, "source": [ "## Comparison of JLM and JLMB cross section predictions\n", "\n", "Finally, we set up as `Solver` and compare cross sections predictions." ] }, { "cell_type": "code", "execution_count": 21, "id": "27d878f1-f49c-43c3-ba5f-ed26864a1d92", "metadata": {}, "outputs": [], "source": [ "from jitr import reactions, rmatrix, utils, xs" ] }, { "cell_type": "code", "execution_count": 22, "id": "0e505494-9c40-4be5-b4ce-201a369e3fc7", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Compiling solver for 208-Pb(p,el) at 60 MeV\n", " - channel radius 12.77 fm\n", " - 35 nodes\n", " - 60 partial waves\n", "Done!\n" ] } ], "source": [ "# calculate kinematics for a given lab energy\n", "energy_lab = 60\n", "projectile = proton\n", "reaction = reactions.Reaction(target=target, projectile=proton, process=\"el\")\n", "kinematics = reaction.kinematics(energy_lab)\n", "\n", "# set the channel radius, number of nodes, and number of partial waves\n", "interaction_range_fm = 1.2 * (target[0] ** (1 / 3)) + 2\n", "channel_radius_dimensionless = utils.suggested_dimensionless_channel_radius(\n", " interaction_range_fm, kinematics.k\n", ")\n", "channel_radius = channel_radius_dimensionless / kinematics.k\n", "N = utils.suggested_basis_size(channel_radius_dimensionless)\n", "lmax = 60\n", "\n", "# build a solver for the system and reaction of interest\n", "print(f\"Compiling solver for {reaction} at {energy_lab} MeV\")\n", "print(f\" - channel radius {channel_radius:1.2f} fm\")\n", "print(f\" - {N} nodes\")\n", "print(f\" - {lmax} partial waves\")\n", "\n", "solver = xs.elastic.DifferentialWorkspace.build_from_system(\n", " reaction=reaction,\n", " kinematics=kinematics,\n", " channel_radius_fm=channel_radius,\n", " solver=rmatrix.Solver(N),\n", " lmax=lmax,\n", " angles=np.linspace(0.1, np.pi, 180),\n", ")\n", "rgrid = solver.radial_grid()\n", "# jit warmup\n", "_ = solver.xs(central_potential=np.zeros_like(solver.radial_grid()))\n", "print(\"Done!\")" ] }, { "cell_type": "markdown", "id": "255350b5-076c-48c6-9994-2987f1b57138", "metadata": {}, "source": [ "Now let's compare the effects of the LDA vs. the ILDA on a differential cross section. We will use JLM and JLMB without the the energy renormalization ($\\lambda_i=1$)." ] }, { "cell_type": "code", "execution_count": 23, "id": "1fac6d14-9a0a-4c2e-927e-33b5b6cbe993", "metadata": {}, "outputs": [], "source": [ "def get_potentials(solver, reaction, r_grid, rho_n, rho_p):\n", " rho_n_q = folder.interp_to_quad(r_grid, rho_n)\n", " rho_p_q = folder.interp_to_quad(r_grid, rho_p)\n", " V_C_q = folder.V_coulomb(\n", " rho_p_q,\n", " mode=\"density\",\n", " include_exchange=True,\n", " )\n", " V_C = folder.V_coulomb(\n", " rho_p_q,\n", " mode=\"density\",\n", " include_exchange=True,\n", " r_out=solver.radial_grid(),\n", " )\n", " jlmb_kwargs = {}\n", " jlm_kwargs = {}\n", " if reaction.projectile == proton:\n", " jlmb_kwargs = {\n", " \"V_C\": V_C_q,\n", " \"parameterization\": \"talys\",\n", " }\n", " jlm_kwargs = {\n", " \"V_C\": V_C,\n", " \"parameterization\": \"talys\",\n", " }\n", " V_jlmb, W_jlmb = jlm.potential_JLMB(\n", " folder,\n", " rho_n_q,\n", " rho_p_q,\n", " reaction.projectile,\n", " reaction.target,\n", " kinematics.Ecm,\n", " **jlmb_kwargs,\n", " r_out=solver.radial_grid(),\n", " )\n", " V_jlm, W_jlm = jlm.potential_JLM(\n", " solver.radial_grid(),\n", " np.interp(solver.radial_grid(), r_grid, rho_n + rho_p),\n", " reaction.projectile,\n", " reaction.target,\n", " kinematics.Ecm,\n", " **jlm_kwargs,\n", " )\n", " return V_C, (V_jlm, W_jlm), (V_jlmb, W_jlmb)" ] }, { "cell_type": "code", "execution_count": 24, "id": "100caead-c66c-47fa-8088-1591d9d704d1", "metadata": {}, "outputs": [], "source": [ "V_C, (V_jlm, W_jlm), (V_jlmb, W_jlmb) = get_potentials(\n", " solver, reaction, R, rho_n_d1m, rho_p_d1m\n", ")" ] }, { "cell_type": "code", "execution_count": 25, "id": "f77037ee-6c1a-4354-a765-bb731ebe9196", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "CPU times: user 12.4 ms, sys: 968 μs, total: 13.4 ms\n", "Wall time: 12.4 ms\n" ] } ], "source": [ "%%time\n", "rho_n_q = folder.interp_to_quad(R, rho_n_d1m)\n", "rho_p_q = folder.interp_to_quad(R, rho_p_d1m)\n", "xs_jlm = solver.xs(\n", " central_potential=V_jlm + 1j * W_jlm,\n", " coulomb_potential=V_C,\n", ")\n", "xs_jlmb = solver.xs(\n", " central_potential=V_jlmb + 1j * W_jlmb,\n", " coulomb_potential=V_C,\n", ")" ] }, { "cell_type": "code", "execution_count": 26, "id": "5c99ea94-44d5-47e2-ae18-131d04f51b1f", "metadata": {}, "outputs": [ { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "plt.plot(np.rad2deg(solver.angles), xs_jlm.dsdo / solver.rutherford, label=\"JLM\")\n", "plt.plot(np.rad2deg(solver.angles), xs_jlmb.dsdo / solver.rutherford, label=\"JLMB\")\n", "plt.xlabel(r\"$\\theta$ [deg]\")\n", "plt.ylabel(r\"$(d\\sigma/d\\Omega) / (d\\sigma / d\\Omega)_{R} $\")\n", "plt.title(f\"JLM vs. JLMB for ${reaction.reaction_latex}$ at {kinematics.Elab} MeV\")\n", "plt.legend()\n", "plt.tight_layout()" ] }, { "cell_type": "markdown", "id": "e15d11da-c289-4427-96a8-3619c7fa6fc0", "metadata": {}, "source": [ "The ILDA produces more diffuse surfaces, so the diffraction oscillations become less pronounced." ] }, { "cell_type": "markdown", "id": "fc734582-7a0c-4aa1-b6e9-00c4455f6b53", "metadata": {}, "source": [ "## Effect of densities on cross sections" ] }, { "cell_type": "code", "execution_count": 27, "id": "7d39bb79-a32d-4624-bde1-02afd1e96df1", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Compiling solver for 208-Pb(n,el) at 20 MeV\n", " - channel radius 15.50 fm\n", " - 25 nodes\n", " - 60 partial waves\n", "Done!\n" ] } ], "source": [ "# calculate kinematics for a given lab energy\n", "energy_lab = 20\n", "projectile = neutron\n", "reaction = reactions.Reaction(target=target, projectile=projectile, process=\"el\")\n", "kinematics = reaction.kinematics(energy_lab)\n", "\n", "# set the channel radius, number of nodes, and number of partial waves\n", "interaction_range_fm = 1.2 * (target[0] ** (1 / 3)) + 2\n", "channel_radius_dimensionless = utils.suggested_dimensionless_channel_radius(\n", " interaction_range_fm, kinematics.k\n", ")\n", "channel_radius = channel_radius_dimensionless / kinematics.k\n", "N = utils.suggested_basis_size(channel_radius_dimensionless)\n", "lmax = 60\n", "\n", "# build a solver for the system and reaction of interest\n", "print(f\"Compiling solver for {reaction} at {energy_lab} MeV\")\n", "print(f\" - channel radius {channel_radius:1.2f} fm\")\n", "print(f\" - {N} nodes\")\n", "print(f\" - {lmax} partial waves\")\n", "\n", "solver = xs.elastic.DifferentialWorkspace.build_from_system(\n", " reaction=reaction,\n", " kinematics=kinematics,\n", " channel_radius_fm=channel_radius,\n", " solver=rmatrix.Solver(N),\n", " lmax=lmax,\n", " angles=np.linspace(0.1, np.pi, 180),\n", ")\n", "rgrid = solver.radial_grid()\n", "# jit warmup\n", "_ = solver.xs(central_potential=np.zeros_like(solver.radial_grid()))\n", "print(\"Done!\")" ] }, { "cell_type": "code", "execution_count": 28, "id": "03058b80-8ff1-49e9-90ca-e32459c65058", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "CPU times: user 24.7 ms, sys: 974 μs, total: 25.7 ms\n", "Wall time: 23.9 ms\n" ] } ], "source": [ "%%time\n", "densities = {\n", " label: (rho_n, rho_p)\n", " for label, rho_n, rho_p in [\n", " (\"2pF\", rho_n_2pf(R), rho_p_2pf(R)),\n", " (\"bskg3\", rho_n_bskg3, rho_p_bskg3),\n", " (\"d1m\", rho_n_d1m, rho_p_d1m),\n", " ]\n", "}\n", "results_jlmb = {}\n", "results_jlm = {}\n", "\n", "for label, (rho_n, rho_p) in densities.items():\n", " V_C, (V_jlm, W_jlm), (V_jlmb, W_jlmb) = get_potentials(\n", " solver, reaction, R, rho_n, rho_p\n", " )\n", " results_jlm[label] = solver.xs(\n", " central_potential=V_jlm + 1j * W_jlm,\n", " )\n", " results_jlmb[label] = solver.xs(\n", " central_potential=V_jlmb + 1j * W_jlmb,\n", " )" ] }, { "cell_type": "code", "execution_count": 29, "id": "ab9849a4-2f41-4b01-916e-fc94d7ddb80b", "metadata": {}, "outputs": [ { "data": { "image/png": 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"text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "fig, ax = plt.subplots(1, 1, figsize=(6, 3))\n", "for label in densities.keys():\n", " ax.plot(\n", " np.rad2deg(solver.angles),\n", " results_jlmb[label].dsdo,\n", " \"--\",\n", " alpha=0.7,\n", " color=colors[label],\n", " label=label,\n", " )\n", " # ax.plot(np.rad2deg(solver.angles), xs_jlmb.dsdo / solver.rutherford, color=colors[label], label=label)\n", "\n", "ax.set_xlabel(r\"$\\theta$ [deg]\")\n", "ax.set_ylabel(r\"$d\\sigma/d\\Omega$ [mb/Sr]\")\n", "ax.set_yscale(\"log\")\n", "plt.legend(ncol=3, framealpha=0)\n", "plt.tight_layout()" ] }, { "cell_type": "markdown", "id": "ac9056d0-550b-4b16-a698-d2233cf53657", "metadata": {}, "source": [ "Let's try tweaking some 2pF densities by hand, and seeing what effect it has." ] }, { "cell_type": "code", "execution_count": 30, "id": "60c5ef99-2d15-4e53-ae8d-1930aa80ced2", "metadata": {}, "outputs": [], "source": [ "goofy_densities = {\n", " \"big skin\": (\n", " TwoParameterFermiDensity(R=6.8, a=0.55, N=126)(R),\n", " TwoParameterFermiDensity(R=6.0, a=0.547, N=82)(R),\n", " ),\n", " \"med skin\": (\n", " TwoParameterFermiDensity(R=6.8, a=0.55, N=126)(R),\n", " TwoParameterFermiDensity(R=6.3, a=0.547, N=82)(R),\n", " ),\n", " \"small skin\": (\n", " TwoParameterFermiDensity(R=6.8, a=0.55, N=126)(R),\n", " TwoParameterFermiDensity(R=6.6, a=0.547, N=82)(R),\n", " ),\n", " \"big skin diffuse\": (\n", " TwoParameterFermiDensity(R=6.8, a=0.6, N=126)(R),\n", " TwoParameterFermiDensity(R=6.0, a=0.6, N=82)(R),\n", " ),\n", " \"med skin diffuse\": (\n", " TwoParameterFermiDensity(R=6.8, a=0.6, N=126)(R),\n", " TwoParameterFermiDensity(R=6.3, a=0.6, N=82)(R),\n", " ),\n", " \"small skin diffuse\": (\n", " TwoParameterFermiDensity(R=6.8, a=0.6, N=126)(R),\n", " TwoParameterFermiDensity(R=6.6, a=0.6, N=82)(R),\n", " ),\n", "}" ] }, { "cell_type": "code", "execution_count": 31, "id": "cd6c8542-9570-4341-a3af-6cd34ce48e1f", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "CPU times: user 48.7 ms, sys: 0 ns, total: 48.7 ms\n", "Wall time: 48.9 ms\n" ] } ], "source": [ "%%time\n", "results_jlmb = {}\n", "results_jlm = {}\n", "\n", "for label, (rho_n, rho_p) in goofy_densities.items():\n", " V_C, (V_jlm, W_jlm), (V_jlmb, W_jlmb) = get_potentials(\n", " solver, reaction, R, rho_n, rho_p\n", " )\n", " results_jlm[label] = solver.xs(\n", " central_potential=V_jlm + 1j * W_jlm,\n", " )\n", " results_jlmb[label] = solver.xs(\n", " central_potential=V_jlmb + 1j * W_jlmb,\n", " )" ] }, { "cell_type": "code", "execution_count": 32, "id": "ffb73dad-560e-4847-8382-ee78c77aef22", "metadata": {}, "outputs": [ { "data": { "image/png": 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", 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "fig, ax = plt.subplots(1, 1, figsize=(6, 3))\n", "for label in goofy_densities.keys():\n", " ax.plot(\n", " np.rad2deg(solver.angles),\n", " results_jlmb[label].dsdo,\n", " \"--\",\n", " alpha=0.7,\n", " label=label,\n", " )\n", " # ax.plot(np.rad2deg(solver.angles), xs_jlmb.dsdo / solver.rutherford, color=colors[label], label=label)\n", "\n", "ax.set_xlabel(r\"$\\theta$ [deg]\")\n", "ax.set_ylabel(r\"$d\\sigma/d\\Omega$ [mb/Sr]\")\n", "ax.set_yscale(\"log\")\n", "plt.legend(ncol=2, framealpha=0)\n", "plt.tight_layout()" ] } ], "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": "3.12.3" } }, "nbformat": 4, "nbformat_minor": 5 }