{ "cells": [ { "cell_type": "markdown", "metadata": {}, "source": [ "# 4 S/C Dispersion Relation\n", "author: Louis Richard\\\n" ] }, { "cell_type": "code", "execution_count": 1, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Load IGRF coefficients ...\n" ] } ], "source": [ "%matplotlib inline\n", "import matplotlib.pyplot as plt\n", "\n", "from pyrfu import mms, pyrf\n", "from pyrfu.plot import plot_spectr" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Define time interval, and data path" ] }, { "cell_type": "code", "execution_count": 2, "metadata": {}, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "[27-Feb-26 15:38:49] INFO: Updating MMS data access configuration in /Users/louisr/Dropbox/Documents/irfu-python/.venv/lib/python3.14/site-packages/pyrfu/mms/config.json...\n", "[27-Feb-26 15:38:49] INFO: Updating MMS SDC credentials in /Users/louisr/.config/python_keyring...\n" ] } ], "source": [ "mms.db_init(default=\"local\", local=\"/Volumes/mms\")\n", "tint = [\"2015-10-16T13:05:24.000\", \"2015-10-16T13:05:50.000\"]" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "# Load data" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Load FGM and SCM magnetic fields" ] }, { "cell_type": "code", "execution_count": 3, "metadata": {}, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "[27-Feb-26 15:38:49] INFO: Loading mms1_fgm_b_gse_brst_l2...\n", "[27-Feb-26 15:38:49] INFO: Loading mms2_fgm_b_gse_brst_l2...\n", "[27-Feb-26 15:38:49] INFO: Loading mms3_fgm_b_gse_brst_l2...\n", "[27-Feb-26 15:38:49] INFO: Loading mms4_fgm_b_gse_brst_l2...\n", "[27-Feb-26 15:38:49] INFO: Loading mms1_scm_acb_gse_scb_brst_l2...\n", "[27-Feb-26 15:38:50] INFO: Loading mms2_scm_acb_gse_scb_brst_l2...\n", "[27-Feb-26 15:38:50] INFO: Loading mms3_scm_acb_gse_scb_brst_l2...\n", "[27-Feb-26 15:38:51] INFO: Loading mms4_scm_acb_gse_scb_brst_l2...\n" ] } ], "source": [ "b_xyz_mms = [mms.get_data(\"b_gse_fgm_brst_l2\", tint, ic) for ic in range(1, 5)]\n", "b_scm_mms = [mms.get_data(\"b_gse_scm_brst_l2\", tint, ic) for ic in range(1, 5)]" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Load spacecraft positions " ] }, { "cell_type": "code", "execution_count": 4, "metadata": {}, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "[27-Feb-26 15:38:51] INFO: Loading mms1_mec_r_gse...\n", "[27-Feb-26 15:38:51] INFO: Loading mms2_mec_r_gse...\n", "[27-Feb-26 15:38:51] INFO: Loading mms3_mec_r_gse...\n", "[27-Feb-26 15:38:51] INFO: Loading mms4_mec_r_gse...\n" ] } ], "source": [ "tint_long = pyrf.extend_tint(tint, [-60, 60])\n", "r_xyz_mms = [mms.get_data(\"r_gse_mec_srvy_l2\", tint_long, ic) for ic in range(1, 5)]" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "# Convert SCM magnetic field to field-aligned coordinates" ] }, { "cell_type": "code", "execution_count": 5, "metadata": {}, "outputs": [], "source": [ "b_xyz_avg = pyrf.avg_4sc(b_xyz_mms)\n", "b_fac_mms = [pyrf.convert_fac(b_scm, b_xyz_avg, [1, 0, 0]) for b_scm in b_scm_mms]" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "# Compute 4 s/c dispersion relation" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Define time interval of wave burst" ] }, { "cell_type": "code", "execution_count": 6, "metadata": {}, "outputs": [], "source": [ "tints = [\"2015-10-16T13:05:26.500\", \"2015-10-16T13:05:27.000\"]" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Get a perpandicular component of the fluctuating magnetic field" ] }, { "cell_type": "code", "execution_count": 7, "metadata": {}, "outputs": [], "source": [ "b_para_mms = [b_fac[:, 0] for b_fac in b_fac_mms]" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Calculate 4 s/c dispersion relation" ] }, { "cell_type": "code", "execution_count": 8, "metadata": {}, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "[27-Feb-26 15:38:59] WARNING: /Users/louisr/Dropbox/Documents/irfu-python/.venv/lib/python3.14/site-packages/pyrfu/mms/fk_power_spectrum_4sc.py:168: ComplexWarning: Casting complex values to real discards the imaginary part\n", " fk_power += (w[i].data * np.conj(w[i].data) / 4).astype(np.float64)\n", "\n", "[27-Feb-26 15:39:43] INFO: Computing power versus (kx,f); (ky,f), (kz,f), (k,f)\n", "[27-Feb-26 15:39:44] INFO: Computing power versus (kx,ky); (kx,kz); (ky,kz)\n", "[27-Feb-26 15:39:44] INFO: Computing power versus kperp,kpara\n" ] } ], "source": [ "f_range = [300.0, 1000.0]\n", "power = mms.fk_power_spectrum_4sc(\n", " b_para_mms,\n", " r_xyz_mms,\n", " b_xyz_mms,\n", " tints,\n", " df=10.0,\n", " num_k=500,\n", " cav=4,\n", " w_width=2.0,\n", " f_range=f_range,\n", ")" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Change units of wavevector and frequency (for plotting)" ] }, { "cell_type": "code", "execution_count": 9, "metadata": {}, "outputs": [], "source": [ "# Change units of wave vector and frequency of the power spectrum to 1/km and kHz, respectively\n", "power = power.assign_coords(\n", " k_mag=power.k_mag.data * 1e3,\n", " k_x=power.k_x.data * 1e3,\n", " k_y=power.k_y.data * 1e3,\n", " k_z=power.k_z.data * 1e3,\n", " k_perp=power.k_perp.data * 1e3,\n", " k_para=power.k_para.data * 1e3,\n", ")\n", "power = power.assign_coords(f=power.f.data * 1e-3)\n", "\n", "# Change units of wave vector and frequency of the peak power\n", "power.attrs = {\n", " key: value * 1e3 if \"k_\" in key else value * 1e-3\n", " for key, value in power.attrs.items()\n", "}" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "# Plot" ] }, { "cell_type": "code", "execution_count": 10, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "Text(0.5, 0, '$P(k_y, k_z)/P_{max}$')" ] }, "execution_count": 10, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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", 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "f, axs = plt.subplots(2, 4, figsize=(11, 5))\n", "f.subplots_adjust(wspace=0.6, hspace=0.9)\n", "\n", "f_lim = [\n", " 0,\n", "]\n", "axs[0, 0], cax00 = plot_spectr(\n", " axs[0, 0], power.k_mag_f, cscale=\"log\", cmap=\"jet\", clim=[1e-6, 1e0], colorbar=\"top\"\n", ")\n", "axs[0, 0].axhline(f_range[0], color=\"gray\", linestyle=\"--\")\n", "axs[0, 0].axhline(f_range[1], color=\"gray\", linestyle=\"--\")\n", "axs[0, 0].errorbar(\n", " power.attrs[\"k_mag_avg\"],\n", " power.attrs[\"f_avg\"],\n", " xerr=power.attrs[\"k_mag_std\"],\n", " yerr=power.attrs[\"f_std\"],\n", " fmt=\"o\",\n", " color=\"black\",\n", " markersize=4,\n", ")\n", "axs[0, 0].set_xlim([0, 0.3])\n", "axs[0, 0].set_ylim([0, 2])\n", "axs[0, 0].set_xlabel(r\"$k~[\\mathrm{km}^{-1}]$\")\n", "axs[0, 0].set_ylabel(r\"$f~[\\mathrm{kHz}]$\")\n", "cax00.set_xlabel(r\"$P(k, f)/P_{max}$\")\n", "\n", "axs[0, 1], cax01 = plot_spectr(\n", " axs[0, 1], power.k_x_f, cscale=\"log\", cmap=\"jet\", clim=[1e-6, 1e0], colorbar=\"top\"\n", ")\n", "axs[0, 1].axhline(f_range[0], color=\"gray\", linestyle=\"--\")\n", "axs[0, 1].axhline(f_range[1], color=\"gray\", linestyle=\"--\")\n", "axs[0, 1].errorbar(\n", " power.attrs[\"k_x_avg\"],\n", " power.attrs[\"f_avg\"],\n", " xerr=power.attrs[\"k_x_std\"],\n", " yerr=power.attrs[\"f_std\"],\n", " fmt=\"o\",\n", " color=\"black\",\n", " markersize=4,\n", ")\n", "axs[0, 1].set_xlim([-0.3, 0.3])\n", "axs[0, 1].set_ylim([0, 2])\n", "axs[0, 1].set_xlabel(r\"$k_x~[\\mathrm{km}^{-1}]$\")\n", "axs[0, 1].set_ylabel(r\"$f~[\\mathrm{kHz}]$\")\n", "cax01.set_xlabel(r\"$P(k_x, f)/P_{max}$\")\n", "\n", "axs[0, 2], cax02 = plot_spectr(\n", " axs[0, 2], power.k_y_f, cscale=\"log\", cmap=\"jet\", clim=[1e-6, 1e0], colorbar=\"top\"\n", ")\n", "axs[0, 2].axhline(f_range[0], color=\"gray\", linestyle=\"--\")\n", "axs[0, 2].axhline(f_range[1], color=\"gray\", linestyle=\"--\")\n", "axs[0, 2].errorbar(\n", " power.attrs[\"k_y_avg\"],\n", " power.attrs[\"f_avg\"],\n", " xerr=power.attrs[\"k_y_std\"],\n", " yerr=power.attrs[\"f_std\"],\n", " fmt=\"o\",\n", " color=\"black\",\n", " markersize=4,\n", ")\n", "axs[0, 2].set_xlim([-0.3, 0.3])\n", "axs[0, 2].set_ylim([0, 2])\n", "axs[0, 2].set_xlabel(r\"$k_y~[\\mathrm{km}^{-1}]$\")\n", "axs[0, 2].set_ylabel(r\"$f~[\\mathrm{kHz}]$\")\n", "cax02.set_xlabel(r\"$P(k_y, f)/P_{max}$\")\n", "\n", "axs[0, 3], cax03 = plot_spectr(\n", " axs[0, 3], power.k_z_f, cscale=\"log\", cmap=\"jet\", clim=[1e-6, 1e0], colorbar=\"top\"\n", ")\n", "axs[0, 3].axhline(f_range[0], color=\"gray\", linestyle=\"--\")\n", "axs[0, 3].axhline(f_range[1], color=\"gray\", linestyle=\"--\")\n", "axs[0, 3].errorbar(\n", " power.attrs[\"k_z_avg\"],\n", " power.attrs[\"f_avg\"],\n", " xerr=power.attrs[\"k_z_std\"],\n", " yerr=power.attrs[\"f_std\"],\n", " fmt=\"o\",\n", " color=\"black\",\n", " markersize=4,\n", ")\n", "axs[0, 3].set_xlim([-0.3, 0.3])\n", "axs[0, 3].set_ylim([0, 2])\n", "axs[0, 3].set_xlabel(r\"$k_z~[\\mathrm{km}^{-1}]$\")\n", "axs[0, 3].set_ylabel(r\"$f~[\\mathrm{kHz}]$\")\n", "cax03.set_xlabel(r\"$P(k_z, f)/P_{max}$\")\n", "\n", "\n", "axs[1, 0], cax10 = plot_spectr(\n", " axs[1, 0],\n", " power.k_perp_k_para,\n", " cscale=\"log\",\n", " cmap=\"jet\",\n", " clim=[1e-6, 1e0],\n", " colorbar=\"top\",\n", ")\n", "axs[1, 0].errorbar(\n", " power.attrs[\"k_perp_avg\"],\n", " power.attrs[\"k_para_avg\"],\n", " xerr=power.attrs[\"k_perp_std\"],\n", " yerr=power.attrs[\"k_para_std\"],\n", " fmt=\"o\",\n", " color=\"black\",\n", " markersize=4,\n", ")\n", "axs[1, 0].set_xlim([0, 0.3])\n", "axs[1, 0].set_ylim([-0.3, 0.3])\n", "axs[1, 0].set_xlabel(r\"$k_\\bot~[\\mathrm{km}^{-1}]$\")\n", "axs[1, 0].set_ylabel(r\"$k_\\parallel~[\\mathrm{km}^{-1}]$\")\n", "cax10.set_xlabel(r\"$P(k_\\bot, k_\\parallel)/P_{max}$\")\n", "\n", "axs[1, 1], cax11 = plot_spectr(\n", " axs[1, 1], power.k_x_k_y, cscale=\"log\", cmap=\"jet\", clim=[1e-6, 1e0], colorbar=\"top\"\n", ")\n", "axs[1, 1].errorbar(\n", " power.attrs[\"k_x_avg\"],\n", " power.attrs[\"k_y_avg\"],\n", " xerr=power.attrs[\"k_x_std\"],\n", " yerr=power.attrs[\"k_y_std\"],\n", " fmt=\"o\",\n", " color=\"black\",\n", " markersize=4,\n", ")\n", "axs[1, 1].set_xlim([-0.3, 0.3])\n", "axs[1, 1].set_ylim([-0.3, 0.3])\n", "axs[1, 1].set_xlabel(r\"$k_x~[\\mathrm{km}^{-1}]$\")\n", "axs[1, 1].set_ylabel(r\"$k_y~[\\mathrm{km}^{-1}]$\")\n", "cax11.set_xlabel(r\"$P(k_x, k_y)/P_{max}$\")\n", "\n", "axs[1, 2], cax12 = plot_spectr(\n", " axs[1, 2], power.k_x_k_z, cscale=\"log\", cmap=\"jet\", clim=[1e-6, 1e0], colorbar=\"top\"\n", ")\n", "axs[1, 2].errorbar(\n", " power.attrs[\"k_x_avg\"],\n", " power.attrs[\"k_z_avg\"],\n", " xerr=power.attrs[\"k_x_std\"],\n", " yerr=power.attrs[\"k_z_std\"],\n", " fmt=\"o\",\n", " color=\"black\",\n", " markersize=4,\n", ")\n", "axs[1, 2].set_xlim([-0.3, 0.3])\n", "axs[1, 2].set_ylim([-0.3, 0.3])\n", "axs[1, 2].set_xlabel(r\"$k_x~[\\mathrm{km}^{-1}]$\")\n", "axs[1, 2].set_ylabel(r\"$k_z~[\\mathrm{km}^{-1}]$\")\n", "cax12.set_xlabel(r\"$P(k_x, k_z)/P_{max}$\")\n", "\n", "axs[1, 3], cax13 = plot_spectr(\n", " axs[1, 3], power.k_y_k_z, cscale=\"log\", cmap=\"jet\", clim=[1e-6, 1e0], colorbar=\"top\"\n", ")\n", "axs[1, 3].errorbar(\n", " power.attrs[\"k_y_avg\"],\n", " power.attrs[\"k_z_avg\"],\n", " xerr=power.attrs[\"k_y_std\"],\n", " yerr=power.attrs[\"k_z_std\"],\n", " fmt=\"o\",\n", " color=\"black\",\n", " markersize=4,\n", ")\n", "axs[1, 3].set_xlim([-0.3, 0.3])\n", "axs[1, 3].set_ylim([-0.3, 0.3])\n", "axs[1, 3].set_xlabel(r\"$k_y~[\\mathrm{km}^{-1}]$\")\n", "axs[1, 3].set_ylabel(r\"$k_z~[\\mathrm{km}^{-1}]$\")\n", "cax13.set_xlabel(r\"$P(k_y, k_z)/P_{max}$\")" ] }, { "cell_type": "code", "execution_count": null, "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": "3.14.3" } }, "nbformat": 4, "nbformat_minor": 2 }