{ "cells": [ { "cell_type": "markdown", "id": "68c3f088", "metadata": {}, "source": [ "# Reduced Ion Velocity Distribution Function $f_i(v_\\parallel)$ using Monte-Carlo integration\n", "\n", "author: Louis Richard\\\n", "Example to compute and plot reduced ion distributions from FPI" ] }, { "cell_type": "code", "execution_count": 1, "id": "80192ac2", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Load IGRF coefficients ...\n" ] } ], "source": [ "%matplotlib inline\n", "\n", "import matplotlib.pyplot as plt\n", "import numpy as np\n", "\n", "from pyrfu import mms, pyrf\n", "from pyrfu.plot import plot_spectr, plot_line, use_pyrfu_style\n", "\n", "use_pyrfu_style(usetex=True)" ] }, { "cell_type": "markdown", "id": "b0c6036e", "metadata": {}, "source": [ "## Load data" ] }, { "cell_type": "markdown", "id": "45b32ac5", "metadata": {}, "source": [ "### Define time interval and spacecraft index" ] }, { "cell_type": "code", "execution_count": 2, "id": "8c409e7e", "metadata": {}, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "[29-Jan-26 16:34:59] INFO: Updating MMS data access configuration in /Users/louisr/Dropbox/Documents/irfu-python/.venv/lib/python3.14/site-packages/pyrfu/mms/config.json...\n", "[29-Jan-26 16:34:59] INFO: Updating MMS SDC credentials in /Users/louisr/.config/python_keyring...\n" ] } ], "source": [ "mms.db_init(default=\"local\", local=\"/Volumes/mms\")\n", "tint = [\"2017-08-04T09:00:00\", \"2017-08-04T09:02:28\"]\n", "mms_id = 1" ] }, { "cell_type": "markdown", "id": "2da9f82a", "metadata": {}, "source": [ "### Get the magnetic field" ] }, { "cell_type": "code", "execution_count": 3, "id": "ef29c16a", "metadata": {}, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "[29-Jan-26 16:34:59] INFO: Loading mms1_fgm_b_dmpa_brst_l2...\n" ] } ], "source": [ "b_dmpa = mms.get_data(\"b_dmpa_fgm_brst_l2\", tint, mms_id)" ] }, { "cell_type": "code", "execution_count": null, "id": "2c7f014c", "metadata": {}, "outputs": [], "source": [] }, { "cell_type": "code", "execution_count": 4, "id": "636c001b", "metadata": {}, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "[29-Jan-26 16:34:59] INFO: Loading mms1_edp_scpot_brst_l2...\n" ] } ], "source": [ "sc_pot = mms.get_data(\"v_edp_brst_l2\", tint, mms_id)" ] }, { "cell_type": "markdown", "id": "85ae72f7", "metadata": {}, "source": [ "### Get spacecraft attitude (for conversion between Geocentric Solar Ecliptic to spacecrat coordinates)" ] }, { "cell_type": "code", "execution_count": 5, "id": "16322530", "metadata": {}, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "[29-Jan-26 16:35:01] INFO: Loading ancillary defatt files...\n" ] } ], "source": [ "defatt = mms.load_ancillary(\"defatt\", tint, mms_id)" ] }, { "cell_type": "markdown", "id": "3db22f49", "metadata": {}, "source": [ "### Get the ion velocity distribution skymap and the uncertainties ($\\delta f / f = 1/\\sqrt{n}$ with $n$ the number of counts)" ] }, { "cell_type": "code", "execution_count": 6, "id": "66e16bd3", "metadata": {}, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "[29-Jan-26 16:35:05] INFO: Loading mms1_dis_dist_brst...\n", "[29-Jan-26 16:35:05] INFO: Loading mms1_dis_disterr_brst...\n" ] } ], "source": [ "vdf_i = mms.get_data(\"pdi_fpi_brst_l2\", tint, mms_id)\n", "vdf_i_err = mms.get_data(\"pderri_fpi_brst_l2\", tint, mms_id)" ] }, { "cell_type": "markdown", "id": "4a72448c", "metadata": {}, "source": [ "## Define the coordinates system for projection of the distribution function\n", "\n", "- x is along the local magnetic field\n", "- y and z are arbitrarly constructed perpandicular to x with z most aligned with spacecraft spin axis" ] }, { "cell_type": "code", "execution_count": 7, "id": "3a22b637", "metadata": {}, "outputs": [], "source": [ "x_hat = pyrf.resample(b_dmpa, vdf_i)\n", "x_hat.data /= pyrf.norm(x_hat).data[:, np.newaxis]\n", "z_hat = pyrf.ts_vec_xyz(\n", " vdf_i.time.data, np.array([0, 0, 1]) * np.ones((len(vdf_i.time), 3))\n", ")\n", "y_hat = pyrf.cross(z_hat, x_hat)\n", "y_hat.data /= pyrf.norm(y_hat).data[:, np.newaxis]\n", "z_hat = pyrf.cross(x_hat, y_hat)\n", "z_hat.data /= pyrf.norm(z_hat).data[:, np.newaxis]\n", "\n", "xyz = np.transpose(np.stack([x_hat.data, y_hat.data, z_hat.data]), [1, 2, 0])\n", "xyz = pyrf.ts_tensor_xyz(vdf_i.time.data, xyz)" ] }, { "cell_type": "markdown", "id": "eb3127e3", "metadata": {}, "source": [ "### Define velocity grid along the three vectors" ] }, { "cell_type": "code", "execution_count": 8, "id": "afa61f84", "metadata": {}, "outputs": [], "source": [ "vpara_lim = np.array([-2e3, 2e3], dtype=np.float64)\n", "vg_para = np.linspace(vpara_lim[0], vpara_lim[1], 100)" ] }, { "cell_type": "markdown", "id": "03be69a3", "metadata": {}, "source": [ "### Reduce the distributions" ] }, { "cell_type": "code", "execution_count": 9, "id": "84cf77bd", "metadata": {}, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "100%|\u2588\u2588\u2588\u2588\u2588\u2588\u2588\u2588\u2588\u2588\u2588\u2588\u2588\u2588\u2588\u2588\u2588\u2588\u2588\u2588\u2588| 987/987 [00:12<00:00, 78.71it/s]\n" ] } ], "source": [ "f1dpara = mms.reduce(\n", " vdf_i,\n", " dim=\"1d\",\n", " xyz=xyz,\n", " n_mc=200,\n", " vg=vg_para * 1e3,\n", " lower_e_lim=30.0,\n", " sc_pot=sc_pot,\n", ")\n", "f1dpara = f1dpara.assign_coords(vx=f1dpara.vx.data / 1e3)" ] }, { "cell_type": "markdown", "id": "d48f249e", "metadata": {}, "source": [ "### Plot" ] }, { "cell_type": "code", "execution_count": 10, "id": "9de1445f", "metadata": {}, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "[29-Jan-26 16:35:18] WARNING: <>:6: SyntaxWarning: \"\\m\" is an invalid escape sequence. Such sequences will not work in the future. Did you mean \"\\\\m\"? A raw string is also an option.\n", "\n", "[29-Jan-26 16:35:18] WARNING: <>:6: SyntaxWarning: \"\\m\" is an invalid escape sequence. Such sequences will not work in the future. Did you mean \"\\\\m\"? A raw string is also an option.\n", "\n", "[29-Jan-26 16:35:18] WARNING: /var/folders/z6/4tzcn4qs67j8glvrfvkzlkg80000gn/T/ipykernel_79820/2824225912.py:6: SyntaxWarning: \"\\m\" is an invalid escape sequence. Such sequences will not work in the future. Did you mean \"\\\\m\"? A raw string is also an option.\n", " axs[0].set_ylabel(\"$B_{dmpa}~[\\mathrm{nT}]$\")\n", "\n" ] }, { "data": { "text/plain": [ "(np.float64(17382.375), np.float64(17382.376712962963))" ] }, "execution_count": 10, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": "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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "f, axs = plt.subplots(2, sharex=\"all\", figsize=(9, 6.5))\n", "f.subplots_adjust(hspace=0.0, left=0.15, right=0.85, bottom=0.08, top=0.95)\n", "plot_line(axs[0], b_dmpa)\n", "plot_line(axs[0], pyrf.norm(b_dmpa), color=\"k\")\n", "axs[0].set_ylim([-5, 40])\n", "axs[0].set_ylabel(\"$B_{dmpa}~[\\mathrm{nT}]$\")\n", "\n", "axs[1], cax1 = plot_spectr(\n", " axs[1], f1dpara, cscale=\"log\", clim=[1e-2, 2e0], cmap=\"Spectral_r\"\n", ")\n", "axs[1].set_ylim([-2, 2])\n", "axs[1].set_ylabel(\"$v_\\\\parallel~[\\\\mathrm{Mm}~\\\\mathrm{s}^{-1}]$\")\n", "cax1.set_ylabel(\"$F_i~[\\\\mathrm{s}~\\\\mathrm{m}^{-4}]$\")\n", "\n", "axs[-1].set_xlim(pyrf.iso86012datetime64(np.array(tint)))" ] }, { "cell_type": "code", "execution_count": null, "id": "05892c9d", "metadata": {}, "outputs": [], "source": [] }, { "cell_type": "markdown", "id": "4ef7d3d4", "metadata": {}, "source": [ "## Plot a 1D reduced distribution and fit" ] }, { "cell_type": "markdown", "id": "d70bde61", "metadata": {}, "source": [ "### Select the ion distribution" ] }, { "cell_type": "code", "execution_count": 11, "id": "e284e772", "metadata": {}, "outputs": [], "source": [ "t_sel = np.datetime64(\"2017-08-04T09:01:08.105711000\")\n", "f1dpara_sel = f1dpara.sel(time=t_sel)" ] }, { "cell_type": "markdown", "id": "edd01f95", "metadata": {}, "source": [ "### Define Maxwellian and two components models" ] }, { "cell_type": "code", "execution_count": 12, "id": "31afb532", "metadata": {}, "outputs": [], "source": [ "from scipy import constants, optimize\n", "\n", "# Define Maxwellian distribution function\n", "\n", "\n", "def maxwellian(v, n, u, t):\n", " m_i = constants.proton_mass\n", " v_th = np.sqrt(2 * constants.electron_volt * t / m_i)\n", " coeff = n / (np.sqrt(np.pi) * v_th)\n", " exponent = -((v - u) ** 2) / v_th**2\n", " return coeff * np.exp(exponent)\n", "\n", "\n", "# Define two-component Maxwellian model\n", "\n", "\n", "def two_components(v, n1, u1, t1, n2, u2, t2):\n", " return maxwellian(v, n1, u1, t1) + maxwellian(v, n2, u2, t2)" ] }, { "cell_type": "markdown", "id": "ba9e83a3", "metadata": {}, "source": [ "### Fit the reduced distribution" ] }, { "cell_type": "code", "execution_count": 13, "id": "b08c9b1e", "metadata": {}, "outputs": [], "source": [ "# Fit the two-component Maxwellian model to the data\n", "popt, _ = optimize.curve_fit(\n", " two_components,\n", " f1dpara.vx.data * 1e6,\n", " f1dpara.data[454, :],\n", " p0=[0.2e6, -1100e3, 520, 1e6, 100e3, 1700],\n", ")\n", "\n", "# Compute the fitted components\n", "core = maxwellian(f1dpara.vx.data * 1e6, *popt[3:])\n", "beam = maxwellian(f1dpara.vx.data * 1e6, *popt[:3])\n", "tota = two_components(f1dpara.vx.data * 1e6, *popt)" ] }, { "cell_type": "markdown", "id": "d04c20c4", "metadata": {}, "source": [ "## Plot" ] }, { "cell_type": "code", "execution_count": 131, "id": "e5097480", "metadata": {}, "outputs": [], "source": [] }, { "cell_type": "code", "execution_count": 14, "id": "cc29ec72", "metadata": {}, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 14, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": "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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "f, ax = plt.subplots(1)\n", "ax.semilogy(f1dpara.vx.data, f1dpara.data[454, :], color=\"k\", label=\"observation\")\n", "\n", "ax.semilogy(\n", " f1dpara.vx.data,\n", " core,\n", " color=\"b\",\n", " label=f\"core: n={popt[3]*1e-6:.2f} cm$^{{-3}}$, u={popt[4]*1e-3:.0f} km/s, T={popt[5]:.0f} eV\",\n", ")\n", "ax.semilogy(\n", " f1dpara.vx.data,\n", " beam,\n", " color=\"r\",\n", " label=f\"beam: n={popt[0]*1e-6:.2f} cm$^{{-3}}$, u={popt[1]*1e-3:.0f} km/s, T={popt[2]:.0f} eV\",\n", ")\n", "ax.semilogy(f1dpara.vx.data, tota, color=\"g\", linestyle=\"--\", label=\"total fit\")\n", "\n", "ax.set_ylim([3e-3, 6e0])\n", "ax.set_xlim([-2, 2])\n", "ax.set_xlabel(r\"$v_\\parallel~[\\mathrm{Mm}~\\mathrm{s}^{-1}]$\")\n", "ax.set_ylabel(r\"$F_i~[\\mathrm{s}~\\mathrm{m}^{-4}]$\")\n", "\n", "ax.legend(loc=\"upper left\")" ] }, { "cell_type": "code", "execution_count": null, "id": "6c1cc363", "metadata": {}, "outputs": [], "source": [] } ], "metadata": { "kernelspec": { "display_name": ".venv", "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": "3.14.2" } }, "nbformat": 4, "nbformat_minor": 5 }