{ "cells": [ { "cell_type": "markdown", "id": "a55331df", "metadata": {}, "source": [ "# Multi-Instrument Dashboard" ] }, { "cell_type": "markdown", "id": "391e9adc", "metadata": {}, "source": [ "## Setup AIA and XRT" ] }, { "cell_type": "markdown", "id": "432db0ed", "metadata": {}, "source": [ "### Import Statements" ] }, { "cell_type": "code", "execution_count": 6, "id": "77d2a1a9", "metadata": {}, "outputs": [ { "data": { "text/html": [ "" ], "text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" }, { "ename": "ModuleNotFoundError", "evalue": "No module named 'EMToolKit'", "output_type": "error", "traceback": [ "\u001b[0;31m---------------------------------------------------------------------------\u001b[0m", "\u001b[0;31mModuleNotFoundError\u001b[0m Traceback (most recent call last)", "Cell \u001b[0;32mIn[6], line 30\u001b[0m\n\u001b[1;32m 26\u001b[0m np\u001b[38;5;241m.\u001b[39mset_printoptions(linewidth\u001b[38;5;241m=\u001b[39m\u001b[38;5;241m128\u001b[39m)\n\u001b[1;32m 28\u001b[0m base_path \u001b[38;5;241m=\u001b[39m os\u001b[38;5;241m.\u001b[39mgetcwd()\n\u001b[0;32m---> 30\u001b[0m \u001b[38;5;28;01mimport\u001b[39;00m \u001b[38;5;21;01mEMToolKit\u001b[39;00m \u001b[38;5;28;01mas\u001b[39;00m \u001b[38;5;21;01memtk\u001b[39;00m\n\u001b[1;32m 32\u001b[0m \u001b[38;5;28mprint\u001b[39m(emtk\u001b[38;5;241m.\u001b[39m\u001b[38;5;18m__file__\u001b[39m)\n\u001b[1;32m 34\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01mEMToolKit\u001b[39;00m\u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mvisualization\u001b[39;00m\u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mdashboard\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m dashboard_object\n", "\u001b[0;31mModuleNotFoundError\u001b[0m: No module named 'EMToolKit'" ] } ], "source": [ "# %pip install astropy scipy ipympl ndcube xrtpy sunpy lxml drms zeep\n", "# %pip install emtoolkit\n", "from IPython.display import display, HTML\n", "display(HTML(\"\"))\n", "\n", "\n", "import importlib, numpy as np\n", "from sys import path\n", "import time, os, copy\n", "import matplotlib as mpl\n", "# mpl.use(\"qt5Agg\")\n", "# Enable interactive plotting with widgets\n", "%matplotlib widget\n", "\n", "from sunpy.map import Map\n", "from sunpy.net import Fido, vso, attrs as a\n", "from sunpy.time import TimeRange\n", "from ndcube import NDCube, NDCubeSequence, NDCollection\n", "from astropy import wcs\n", "\n", "import astropy.units as u\n", "import matplotlib.pyplot as plt\n", "# plt.rcParams.update({'font.size': 18}) # Make the fonts in figures big enough for papers\n", "# plt.rcParams.update({'figure.figsize':[27,15]})\n", "plt.rcParams.update({'image.origin':'lower'})\n", "np.set_printoptions(linewidth=128)\n", "\n", "base_path = os.getcwd()\n", "\n", "import EMToolKit as emtk\n", "\n", "print(emtk.__file__)\n", "\n", "from EMToolKit.visualization.dashboard import dashboard_object\n", "from EMToolKit.instruments.aia import load_from_paths, aia_wrapper\n", "from EMToolKit.instruments.xrt import xrt_wrapper\n", "from EMToolKit.algorithms.sparse_em_wrapper import sparse_em_wrapper\n", "from EMToolKit.algorithms.simple_reg_dem_wrapper import simple_reg_dem_wrapper\n", "from EMToolKit.algorithms.sparse_nlmap_dem_wrapper import autoloading_sparse_nlmap_dem_wrapper" ] }, { "cell_type": "code", "execution_count": null, "id": "3f9b107d", "metadata": {}, "outputs": [], "source": [ "import EMToolKit\n", "import EMToolKit.visualization\n", "importlib.reload(EMToolKit)\n", "importlib.reload(EMToolKit.visualization)\n", "importlib.reload(EMToolKit.visualization.dashboard)\n", "import EMToolKit.EMToolKit as emtk\n", "from EMToolKit.visualization.dashboard import dashboard_object\n", "em_collection=0" ] }, { "cell_type": "code", "execution_count": null, "id": "5783f36b", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Found 6 AIA images on disk.\n", "Found 1 xrt images on disk.\n" ] } ], "source": [ "daystr = '20100725'\n", "date='2010/07/25 17:58:44'\n", "data_path = os.path.join(base_path,'.data',daystr)\n", "\n", "\n", "from EMToolKit.instruments.aia import download_sdo_data\n", "from EMToolKit.instruments.xrt import download_xrt_data\n", "\n", "date='2010/07/25 17:58:44'\n", "redownload=False\n", "# Download the data\n", "aia_paths, sdo_data_dir = download_sdo_data(base_path, date, redownload=redownload)\n", "xrt_paths, xrt_data_dir = download_xrt_data(base_path, date, redownload=redownload)\n", "paths = aia_paths + xrt_paths\n", "\n", "\n" ] }, { "cell_type": "markdown", "id": "0db850ca", "metadata": {}, "source": [ "### Load and Crop the Imagery" ] }, { "cell_type": "code", "execution_count": null, "id": "3597b531", "metadata": {}, "outputs": [], "source": [ "from EMToolKit.instruments.aia import load_from_paths, aia_wrapper\n", "from EMToolKit.instruments.xrt import xrt_wrapper\n", "\n", "xl, yl, = 240*u.arcsec, -525*u.arcsec # Left edge of FOV in arcseconds (relative to disk center)\n", " # Right edge of FOV in arcseconds (relative to disk center)\n", "xlen, ylen = 270*u.arcsec, 240*u.arcsec # X size of FOV in arcseconds # Y size of FOV in arcseconds\n", "\n", "\n", "# Load the AIA Images ###\n", "aiamaps = load_from_paths(aia_paths,xl=xl,yl=yl,dx=xlen,dy=ylen)\n", "\n", "temperature_array = np.arange(5.5, 7.5, 0.025)\n", "\n", "[maps,errs,trlogts,tresps] = aia_wrapper(aiamaps, temperature_array=temperature_array)\n" ] }, { "cell_type": "code", "execution_count": null, "id": "b556fdd3", "metadata": {}, "outputs": [], "source": [ "\n", "# Load the XRT Image ###\n", " # We're loading these separately so that we can apply an offset to the XRT data -- there appears\n", " # to be a significant misalignment based on manual inspection and testing:\n", "\n", "xrt_offsets = [-5*u.arcsec, -20*u.arcsec]\n", "xrtmap = load_from_paths([[paths[0]],xrt_paths[0]],xl=xl+xrt_offsets[0],yl=yl+xrt_offsets[1],dx=xlen,dy=ylen)[1]\n", "xrtmap.meta['crval1'] -= xrt_offsets[0].value\n", "xrtmap.meta['crval2'] -= xrt_offsets[1].value\n", "\n", "[xrtmaps,xrterrs,xrt_trlogts,xrt_tresps] = xrt_wrapper([xrtmap], temperature_array=temperature_array)\n", "\n", "# # Append the XRT data to the AIA data <- Key point\n", "maps.append(xrtmaps[0])\n", "errs.append(xrterrs[0])\n", "trlogts.append(xrt_trlogts[0])\n", "tresps.append(xrt_tresps[0])\n" ] }, { "cell_type": "code", "execution_count": null, "id": "b130c21b", "metadata": {}, "outputs": [], "source": [ "\n", "# Normalizing the response functions makes them much easier for the solver to handle.\n", "datmax_nominal = 1.0e4 # The nominal maximum of the data\n", "overall_norm = datmax_nominal/np.max(np.array(tresps))\n", "norms = np.max(np.array(tresps),axis=0)/np.max(np.array(tresps))/overall_norm" ] }, { "cell_type": "code", "execution_count": null, "id": "d9d9e99e", "metadata": {}, "outputs": [], "source": [ "# Make data sequence from AIA + XRT data:\n", "datasequence = emtk.em_data(maps,errs,trlogts,tresps)\n", "\n", "# Create em_collection with AIA + XRT data:\n", "em_collection = emtk.em_collection(datasequence)" ] }, { "cell_type": "code", "execution_count": null, "id": "fe6b296a", "metadata": {}, "outputs": [ { "data": { "application/vnd.jupyter.widget-view+json": { "model_id": "1c9a925f2d27449ba27d8ff6135570f0", "version_major": 2, "version_minor": 0 }, "image/png": 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", "text/html": [ "\n", "
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Kelvin)',ylabel='Response (DN/s/(cm$^{-3})^2$/Mm)')\n", "\n", "axs[0,2].imshow(np.clip(maps[-1].data/np.max(tresps[-1]),0,plt_emmax)**gfac,cmap=plt.get_cmap('gray'))\n", "axs[0,2].set(title='XRT Ti-Poly')\n", "axs[1,2].plot(trlogts[-1],tresps[-1]/1.0e-27)\n", "\n", "axs[1,2].set(title='XRT Ti-Poly Temperature Response',xlabel='Temperature (dB Kelvin)',ylabel='Response (DN/s/(cm$^{-3})^2$/Mm)')\n", "\n", "# Adjust layout and show the plots\n", "plt.tight_layout()\n", "plt.show()" ] }, { "cell_type": "markdown", "id": "8473bb46", "metadata": {}, "source": [ "## DEM Analysis" ] }, { "cell_type": "markdown", "id": "d6c009ab", "metadata": {}, "source": [ "### Compute the Differential Emission Measure" ] }, { "cell_type": "code", "execution_count": null, "id": "3828a08f-77fd-4c6b-9688-3d14164bd9d3", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Calculating sparse_nlmap_demsequence from scratch..." ] }, { "name": "stderr", "output_type": "stream", "text": [ " 10%|▉ | 18090/189010 [00:10<01:53, 1505.29it/s]" ] } ], "source": [ "sparse_nlmap_demsequence, multi_out = autoloading_sparse_nlmap_dem_wrapper(datasequence, recalc=False, wrapargs={'norms':norms, 'overall_norm':overall_norm})\n", "em_collection.add_model(sparse_nlmap_demsequence)" ] }, { "cell_type": "code", "execution_count": null, "id": "b3ff869f-2c80-4611-a047-c2f928fb1359", "metadata": {}, "outputs": [], "source": [] }, { "cell_type": "markdown", "id": "689d4d97", "metadata": {}, "source": [ "### Run the Dashboard" ] }, { "cell_type": "code", "execution_count": null, "id": "53350f69", "metadata": {}, "outputs": [], "source": [ "# Get the most recent version from the tool kit:\n", "from EMToolKit.visualization.dashboard import dashboard_object\n", "importlib.reload(EMToolKit.visualization.dashboard)\n", "from EMToolKit.visualization.dashboard import dashboard_object\n", "\n", "# Suppress specific SunpyMetadataWarning\n", "import warnings\n", "from sunpy.util.exceptions import SunpyMetadataWarning\n", "warnings.filterwarnings(\"ignore\", category=SunpyMetadataWarning)" ] }, { "cell_type": "code", "execution_count": null, "id": "c5c30d46", "metadata": {}, "outputs": [], "source": [ "# Create the dashboard:\n", "dash = dashboard_object(em_collection, xsize=8, ysize=4, fontsize=8)\n", "dash.display(False)" ] }, { "cell_type": "code", "execution_count": null, "id": "e53c3d1b-407b-4030-952e-68a45e1f21cd", "metadata": {}, "outputs": [], "source": [ "multi_synthmaps = [em_collection.synthesize_map(map) for map in em_collection.data()]\n", "multi_synthdata = [map for map in multi_synthmaps]" ] }, { "cell_type": "code", "execution_count": null, "id": "a8005dd9", "metadata": {}, "outputs": [], "source": [ "def calc_resids(synthdata, em_collection):# Calculate the residuals and Chi squared:\n", "\tndata = len(synthdata)\n", "\tresids = []\n", "\tdatasequence = em_collection.data()\n", "\tchi2 = 0\n", "\t[nx,ny] = datasequence[0].data.shape\n", "\tfor seq in datasequence: [nx,ny] = [np.min([seq.data.shape[0],nx]),np.min([seq.data.shape[1],ny])]\n", "\tfor i in range(0,ndata):\n", "\t\tresids.append(((synthdata[i].data-datasequence[i].data)/datasequence[i].uncertainty.array)**2)\n", "\t\tchi2 += np.mean(resids[i])/ndata\n", "\treturn resids, chi2\n", "\n", "#spars_resids, spars_chi2 = calc_resids(spars_synthdata,em_collection)\n", "#simpl_resids, simpl_chi2 = calc_resids(simpl_synthdata,em_collection)\n", "multi_resids, multi_chi2 = calc_resids(multi_synthdata,em_collection)\n", "print(\"Multi-instrument Chi squared = \",multi_chi2)\n", "#print('simple_reg_dem Chi squared = ',simpl_chi2, 'spars_em Chi squared = ',spars_chi2)" ] }, { "cell_type": "code", "execution_count": null, "id": "6b3ed125", "metadata": {}, "outputs": [], "source": [ "# Plot Residuals:\n", "fig = plt.figure(figsize=[20,12])\n", "plt.suptitle('Residuals for '+multi_algorithm)\n", "for i in range(0,7):\n", " ax1 = fig.add_subplot(2,4,i+1)\n", " ax1.imshow(multi_resids[i],vmin=0,vmax=5)\n", " ax1.set(title=em_collection.data()[i].meta['channel'])" ] }, { "cell_type": "code", "execution_count": null, "id": "52bcd063", "metadata": {}, "outputs": [], "source": [ "from __future__ import print_function\n", "from ipywidgets import interact, interactive, fixed, interact_manual\n", "import ipywidgets as widgets\n", "\n", "\n", "class dashboard_object(object):\n", " def __init__(self,em_collection):\n", " self.emc = em_collection\n", "\n", " def widgwrap(self, xpt, ypt, rtemp, gtemp, btemp, sigma, algorithm):\n", " dashboard_object(self.emc, plotpoint=[xpt,ypt], temperatures=[rtemp,gtemp,btemp], sigmas=sigma, algorithm=algorithm)" ] }, { "cell_type": "code", "execution_count": null, "id": "dbcf6d3e", "metadata": {}, "outputs": [], "source": [ "importlib.reload(EMToolKit.visualization.dashboard)\n", "from EMToolKit.visualization.dashboard import dashboard_object\n", "dash = dashboard_object(em_collection)" ] }, { "cell_type": "code", "execution_count": null, "id": "c296f04b", "metadata": {}, "outputs": [], "source": [ "[nx,ny] = dash.emc.collection[dash.emc.collection['models'][0]][0].data.shape\n", "xpt=widgets.IntSlider(min=0, max=nx, value=10, step=1, description='xpt', continuous_update=False)\n", "ypt=widgets.IntSlider(min=0, max=ny, value=100, step=1, description='ypt', continuous_update=False)\n", "rtemp=widgets.FloatSlider(min=5, max=7, value=5.8, step=0.05, description='rtemp', continuous_update=False)\n", "gtemp=widgets.FloatSlider(min=5, max=7, value=6.1, step=0.05, description='gtemp', continuous_update=False)\n", "btemp=widgets.FloatSlider(min=5, max=7, value=6.4, step=0.05, description='btemp', continuous_update=False)\n", "sigma=widgets.FloatSlider(min=0.025, max=0.5, value=0.125, step=0.01, description='sigma', continuous_update=False)\n", "algorithm=widgets.Dropdown(options=dash.emc.collection['models'], description='algorithm', continuous_update=False)\n", "ui = widgets.HBox([xpt,ypt,rtemp,gtemp,btemp,sigma,algorithm])\n", "out = widgets.interactive_output(dash.widgwrap, {'xpt':xpt,'ypt':ypt,'rtemp':rtemp,'gtemp':gtemp,'btemp':btemp,'sigma':sigma,'algorithm':algorithm})\n", "display(ui,out)" ] }, { "cell_type": "code", "execution_count": null, "id": "8a27721d-f578-4605-8cdc-c8b5133093b2", "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": "3.11.9" } }, "nbformat": 4, "nbformat_minor": 5 }