{ "cells": [ { "cell_type": "markdown", "id": "29ce6f2b", "metadata": {}, "source": [ "# 2. Mosaicking with Linmos\n", "\n", "## The Data - RACS0830-68A\n" ] }, { "cell_type": "code", "execution_count": 1, "id": "885417f2", "metadata": { "ExecuteTime": { "end_time": "2021-11-30T04:38:49.425322Z", "start_time": "2021-11-30T04:38:49.420081Z" } }, "outputs": [], "source": [ "# This is done for keeping the notebook clean, remove this if you are using this notebook\n", "import warnings\n", "warnings.filterwarnings('ignore')" ] }, { "cell_type": "code", "execution_count": 2, "id": "7c0ce237", "metadata": { "ExecuteTime": { "end_time": "2021-11-30T04:38:49.433672Z", "start_time": "2021-11-30T04:38:49.426072Z" } }, "outputs": [], "source": [ "# https://data.csiro.au/collections/domain/casdaSkymap/summary/catalogue/RACS_0730-68A_component_53b/continuum_component\n", "# https://data.csiro.au/domain/casdaObservation/results?dataProducts=%5B%7B%22dataProduct%22%3A%22CATALOGUE%22%7D,%7B%22dataProduct%22%3A%22IMAGE_CUBE%22%7D,%7B%22dataProduct%22%3A%22IMAGE_CUBE_ANCILLARY%22%7D,%7B%22dataProduct%22%3A%22SPECTRUM%22%7D,%7B%22dataProduct%22%3A%22MEASUREMENT_SET%22%7D%5D&facets=%5B%5D&showRejected=false&releasedFilter=released&includeCommensalProjects=false&showFacets=true&coneSearches=%5B%7B%22rightAscension%22%3A%2208%3A16%3A36.828%22,%22declination%22%3A%22-70%3A39%3A55.573%22,%22radius%22%3A2%7D%5D&objectName=J081636-703955\n", "\n", "# 2MASX J08161181-7039447\n", "\n", "SB12486_fits = \"AS110/RACS0830-68A/image.i.SB12486.cont.RACS_0830-68A.linmos.taylor.0.restored.fcor.fits\"\n", "\n", "section_fits = \"SB12486_section.fits\"\n" ] }, { "cell_type": "code", "execution_count": 3, "id": "f86a190e", "metadata": { "ExecuteTime": { "end_time": "2021-11-30T04:38:50.263519Z", "start_time": "2021-11-30T04:38:49.434484Z" } }, "outputs": [], "source": [ "# Helper to plot data\n", "\n", "import matplotlib.pyplot as plt\n", "import matplotlib.colors as mcolors\n", "\n", "from astropy.io import fits\n", "from astropy.wcs import WCS\n", "from astropy.coordinates import SkyCoord\n", "from astropy import units as u\n", "import numpy as np\n", "import os\n", "\n", "%matplotlib inline\n", "\n", "def plot_fits(hdu, gamma=0.3, vmin=0, vmax=None):\n", " wcs = WCS(hdu.header, naxis=2)\n", " plt.figure(figsize=(6, 6))\n", " ax = plt.subplot(111, projection=wcs)\n", "\n", " if vmax is not None:\n", " im = ax.imshow(hdu.data[0,0,:,:], origin='lower', cmap='viridis', vmin=vmin, vmax=vmax) \n", " else:\n", " im = ax.imshow(hdu.data[0,0,:,:], origin='lower', cmap='viridis', norm=mcolors.PowerNorm(gamma))\n", " ax.set_xlabel('RA')\n", " ax.set_ylabel('Dec')\n", " ax.set_autoscale_on(False)\n", " ax.set_title(\"image\")\n", " plt.colorbar(im, ax=ax)\n", "\n", " plt.tight_layout(pad=3, w_pad=2, h_pad=2)\n", " plt.show()" ] }, { "cell_type": "code", "execution_count": 4, "id": "df02661a", "metadata": { "ExecuteTime": { "end_time": "2021-11-30T04:38:50.267938Z", "start_time": "2021-11-30T04:38:50.264346Z" } }, "outputs": [ { "data": { "text/plain": [ "(1, 1, 14533, 14537)" ] }, "execution_count": 4, "metadata": {}, "output_type": "execute_result" } ], "source": [ "file = SB12486_fits\n", "\n", "SB12486_hdu = fits.open(file)[0]\n", "SB12486_data = SB12486_hdu.data\n", "\n", "SB12486_data.shape" ] }, { "cell_type": "code", "execution_count": 5, "id": "968c40e3", "metadata": { "ExecuteTime": { "end_time": "2021-11-30T04:38:53.535227Z", "start_time": "2021-11-30T04:38:50.268490Z" } }, "outputs": [ { "data": { "image/png": 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\n", "text/plain": [ "
" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "plot_fits(SB12486_hdu, vmin=0, vmax=300e-6)" ] }, { "cell_type": "markdown", "id": "dc85b617", "metadata": {}, "source": [ "## Extracting a section of the Sky" ] }, { "cell_type": "code", "execution_count": 6, "id": "2cf20456", "metadata": { "ExecuteTime": { "end_time": "2021-11-30T04:38:53.542146Z", "start_time": "2021-11-30T04:38:53.536090Z" } }, "outputs": [], "source": [ "def split(hdu, xst, xen, yst, yen):\n", " ref = SkyCoord(hdu.header[\"CRVAL1\"], hdu.header[\"CRVAL2\"], unit='deg')\n", " ref_px_x, ref_px_y = hdu.header[\"CRPIX1\"], hdu.header[\"CRPIX2\"]\n", "\n", " delta_1 = hdu.header[\"CDELT1\"] * u.deg\n", " delta_2 = hdu.header[\"CDELT2\"] * u.deg\n", "\n", " w = WCS(hdu.header, naxis=2)\n", "\n", " xsize = xen - xst\n", " ysize = yen - yst\n", "\n", " coord = w.pixel_to_world(xst, yst)\n", " print(ref.ra.hms, ref.dec.hms)\n", " print(coord.ra.hms, coord.dec.hms)\n", "\n", " new_data = hdu.data[:,:,xst:xen,yst:yen]\n", " new_wcs = WCS(naxis=4)\n", "\n", " new_wcs.wcs.crpix = [0, 0, 1, 1]\n", " new_wcs.wcs.cunit = ['deg', 'deg', 'Hz', '']\n", " new_wcs.wcs.cdelt = np.array([delta_1.value, delta_2.value, 1, 1])\n", " new_wcs.wcs.crval = [coord.ra.deg, coord.dec.deg, 1, 1]\n", " new_wcs.wcs.ctype = ['RA---SIN', 'DEC--SIN', 'FREQ', 'STOKES']\n", "\n", " new_hdu = fits.PrimaryHDU(data=new_data, header=new_wcs.to_header())\n", "\n", " return new_hdu\n" ] }, { "cell_type": "code", "execution_count": 7, "id": "c99f5b51", "metadata": { "ExecuteTime": { "end_time": "2021-11-30T04:38:53.915003Z", "start_time": "2021-11-30T04:38:53.542892Z" } }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "hms_tuple(h=8.0, m=24.0, s=21.576000000005138) hms_tuple(h=-4.0, m=-32.0, s=-33.717333333604955)\n", "hms_tuple(h=8.0, m=30.0, s=28.027292722806152) hms_tuple(h=-4.0, m=-34.0, s=-45.23910156480014)\n" ] }, { "data": { "image/png": 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\n", "text/plain": [ "
" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "hdu = SB12486_hdu\n", "ref = SkyCoord(hdu.header[\"CRVAL1\"], hdu.header[\"CRVAL2\"], unit='deg')\n", "ref_x, ref_y = int(hdu.header[\"CRPIX1\"]), int(hdu.header[\"CRPIX2\"])\n", "delta_1 = hdu.header[\"CDELT1\"] * u.deg\n", "delta_2 = hdu.header[\"CDELT2\"] * u.deg\n", "w = WCS(hdu.header, naxis=2)\n", "\n", "hdu_split = split(SB12486_hdu, 7223, 8847, 7334, 8958)\n", "plot_fits(hdu_split, 0.3)" ] }, { "cell_type": "code", "execution_count": 8, "id": "ffe68037", "metadata": { "ExecuteTime": { "end_time": "2021-11-30T04:38:54.000767Z", "start_time": "2021-11-30T04:38:53.916448Z" } }, "outputs": [], "source": [ "def chunk(offset_x, offset_y):\n", " st_x, en_x = int(ref_x + offset_x), int(ref_x + offset_x + 1024) \n", " st_y, en_y = int(ref_y + offset_y), int(ref_y + offset_y + 1024)\n", "\n", " coord = w.pixel_to_world(st_x, st_y)\n", "# print(\"x: \", st_x, \"to: \", en_x)\n", "# print(\"y: \", st_y, \"to: \", en_y)\n", "\n", " new_data = hdu.data[:,:,st_x:en_x,st_y:en_y]\n", " new_wcs = WCS(naxis=4)\n", "\n", " new_wcs.wcs.crpix = [0, 0, 1, 1]\n", " new_wcs.wcs.cunit = ['deg', 'deg', 'Hz', '']\n", " new_wcs.wcs.cdelt = np.array([delta_1.value, delta_2.value, 1, 1])\n", " new_wcs.wcs.crval = [coord.ra.deg, coord.dec.deg, 1, 1]\n", " new_wcs.wcs.ctype = ['RA---SIN', 'DEC--SIN', 'FREQ', 'STOKES']\n", "\n", " new_hdu = fits.PrimaryHDU(data=new_data, header=new_wcs.to_header())\n", "\n", " return new_hdu\n", "\n", "chunks = [\n", " chunk(-800, -800),\n", " chunk(-800, -200),\n", " chunk(-200, -800),\n", " chunk(-200, -200),\n", "]\n", "\n", "files = [\n", " 'SB12486_chunk_1',\n", " 'SB12486_chunk_2',\n", " 'SB12486_chunk_3',\n", " 'SB12486_chunk_4',\n", "]\n", "\n", "fits_files = [file + '.fits' for file in files]\n", "\n", "for idx, file in enumerate(fits_files):\n", " # clear this as astropy will through an error if it doesn't\n", " os.system(f\"rm {file}\")\n", " chunks[idx].writeto(file)" ] }, { "cell_type": "markdown", "id": "c7a8629d", "metadata": {}, "source": [ "### Viewing our files" ] }, { "cell_type": "code", "execution_count": 9, "id": "03f39bda", "metadata": { "ExecuteTime": { "end_time": "2021-11-30T04:38:54.691153Z", "start_time": "2021-11-30T04:38:54.001679Z" } }, "outputs": [ { "data": { "image/png": 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\n", "text/plain": [ "
" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "# Using one of the files to setup WCS projection\n", "fig = plt.figure(figsize=(8, 8))\n", "\n", "for i in range(2):\n", " for j in range(2):\n", " idx = 2 * i + j\n", " file = fits_files[idx]\n", "\n", " hdu = fits.open(file)[0]\n", " wcs = WCS(hdu.header, naxis=2)\n", " ax = plt.subplot(2, 2, idx+1, projection=wcs)\n", "\n", " im = ax.imshow(hdu.data[0,0,:,:], origin='lower', cmap='viridis', norm=mcolors.PowerNorm(0.3))\n", " ax.set_xlabel('RA')\n", " ax.set_ylabel('Dec')\n", " ax.set_autoscale_on(False)\n", " ax.set_title(files[idx])\n", " plt.colorbar(im, ax=ax)\n", "\n", "plt.tight_layout(w_pad=10.3, h_pad=4.4, pad=0.5)\n", "plt.show()\n" ] }, { "cell_type": "markdown", "id": "b47f2230", "metadata": {}, "source": [ "## Mosaicking with linmos" ] }, { "cell_type": "code", "execution_count": null, "id": "03003511-257b-4b6f-bce6-ac6a53997809", "metadata": {}, "outputs": [], "source": [ "from taitale import taitale_env\n", "\n", "env = taitale_env(\n", " image = \"csirocass/askapsoft\",\n", " tag = \"1.17.6-openmpi4\"\n", ")\n" ] }, { "cell_type": "code", "execution_count": 10, "id": "b3e978bd", "metadata": { "ExecuteTime": { "end_time": "2021-11-30T04:38:56.241189Z", "start_time": "2021-11-30T04:38:54.691830Z" } }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Starting linmos\n", "linmos complete\n" ] } ], "source": [ "from taitale.askap import linmos\n", "\n", "mosaic = 'SB12486_combined_2.linmos.out'\n", "mosaic_weight = 'SB12486_weight_combined_2.linmos.out'\n", "\n", "linmos(\n", " env=env,\n", " args={\n", " \"names\": files,\n", " \"weighttype\": 'FromPrimaryBeamModel',\n", " \"outname\": mosaic,\n", " \"outweight\": mosaic_weight,\n", " }\n", ")" ] }, { "cell_type": "markdown", "id": "cf17c79b", "metadata": {}, "source": [ "## Viewing our result" ] }, { "cell_type": "code", "execution_count": 13, "id": "90a3630f", "metadata": { "ExecuteTime": { "end_time": "2021-11-30T04:45:58.751301Z", "start_time": "2021-11-30T04:45:58.653982Z" }, "scrolled": true }, "outputs": [ { "data": { "application/javascript": [ "/* Put everything inside the global mpl namespace */\n", "/* global mpl */\n", "window.mpl = {};\n", "\n", "mpl.get_websocket_type = function () {\n", " if (typeof WebSocket !== 'undefined') {\n", " return WebSocket;\n", " } else if (typeof MozWebSocket !== 'undefined') {\n", " return MozWebSocket;\n", " } else {\n", " alert(\n", " 'Your browser does not have WebSocket support. ' +\n", " 'Please try Chrome, Safari or Firefox ≥ 6. ' +\n", " 'Firefox 4 and 5 are also supported but you ' +\n", " 'have to enable WebSockets in about:config.'\n", " );\n", " }\n", "};\n", "\n", "mpl.figure = function (figure_id, websocket, ondownload, parent_element) {\n", " this.id = figure_id;\n", "\n", " this.ws = websocket;\n", "\n", " this.supports_binary = this.ws.binaryType !== undefined;\n", "\n", " if (!this.supports_binary) {\n", " var warnings = document.getElementById('mpl-warnings');\n", " if (warnings) {\n", " warnings.style.display = 'block';\n", " warnings.textContent =\n", " 'This browser does not support binary websocket messages. ' +\n", " 'Performance may be slow.';\n", " }\n", " }\n", "\n", " this.imageObj = new Image();\n", "\n", " this.context = undefined;\n", " this.message = undefined;\n", " this.canvas = undefined;\n", " this.rubberband_canvas = undefined;\n", " this.rubberband_context = undefined;\n", " this.format_dropdown = undefined;\n", "\n", " this.image_mode = 'full';\n", "\n", " this.root = document.createElement('div');\n", " this.root.setAttribute('style', 'display: inline-block');\n", " this._root_extra_style(this.root);\n", "\n", " parent_element.appendChild(this.root);\n", "\n", " this._init_header(this);\n", " this._init_canvas(this);\n", " this._init_toolbar(this);\n", "\n", " var fig = this;\n", "\n", " this.waiting = false;\n", "\n", " this.ws.onopen = function () {\n", " fig.send_message('supports_binary', { value: fig.supports_binary });\n", " fig.send_message('send_image_mode', {});\n", " if (fig.ratio !== 1) {\n", " fig.send_message('set_dpi_ratio', { dpi_ratio: fig.ratio });\n", " }\n", " fig.send_message('refresh', {});\n", " };\n", "\n", " this.imageObj.onload = function () {\n", " if (fig.image_mode === 'full') {\n", " // Full images could contain transparency (where diff images\n", " // almost always do), so we need to clear the canvas so that\n", " // there is no ghosting.\n", " fig.context.clearRect(0, 0, fig.canvas.width, fig.canvas.height);\n", " }\n", " fig.context.drawImage(fig.imageObj, 0, 0);\n", " };\n", "\n", " this.imageObj.onunload = function () {\n", " fig.ws.close();\n", " };\n", "\n", " this.ws.onmessage = this._make_on_message_function(this);\n", "\n", " this.ondownload = ondownload;\n", "};\n", "\n", "mpl.figure.prototype._init_header = function () {\n", " var titlebar = document.createElement('div');\n", " titlebar.classList =\n", " 'ui-dialog-titlebar ui-widget-header ui-corner-all ui-helper-clearfix';\n", " var titletext = document.createElement('div');\n", " titletext.classList = 'ui-dialog-title';\n", " titletext.setAttribute(\n", " 'style',\n", " 'width: 100%; text-align: center; padding: 3px;'\n", " );\n", " titlebar.appendChild(titletext);\n", " this.root.appendChild(titlebar);\n", " this.header = titletext;\n", "};\n", "\n", "mpl.figure.prototype._canvas_extra_style = function (_canvas_div) {};\n", "\n", "mpl.figure.prototype._root_extra_style = function (_canvas_div) {};\n", "\n", "mpl.figure.prototype._init_canvas = function () {\n", " var fig = this;\n", "\n", " var canvas_div = (this.canvas_div = document.createElement('div'));\n", " canvas_div.setAttribute(\n", " 'style',\n", " 'border: 1px solid #ddd;' +\n", " 'box-sizing: content-box;' +\n", " 'clear: both;' +\n", " 'min-height: 1px;' +\n", " 'min-width: 1px;' +\n", " 'outline: 0;' +\n", " 'overflow: hidden;' +\n", " 'position: relative;' +\n", " 'resize: both;'\n", " );\n", "\n", " function on_keyboard_event_closure(name) {\n", " return function (event) {\n", " return fig.key_event(event, name);\n", " };\n", " }\n", "\n", " canvas_div.addEventListener(\n", " 'keydown',\n", " on_keyboard_event_closure('key_press')\n", " );\n", " canvas_div.addEventListener(\n", " 'keyup',\n", " on_keyboard_event_closure('key_release')\n", " );\n", "\n", " this._canvas_extra_style(canvas_div);\n", " this.root.appendChild(canvas_div);\n", "\n", " var canvas = (this.canvas = document.createElement('canvas'));\n", " canvas.classList.add('mpl-canvas');\n", " canvas.setAttribute('style', 'box-sizing: content-box;');\n", "\n", " this.context = canvas.getContext('2d');\n", "\n", " var backingStore =\n", " this.context.backingStorePixelRatio ||\n", " this.context.webkitBackingStorePixelRatio ||\n", " this.context.mozBackingStorePixelRatio ||\n", " this.context.msBackingStorePixelRatio ||\n", " this.context.oBackingStorePixelRatio ||\n", " this.context.backingStorePixelRatio ||\n", " 1;\n", "\n", " this.ratio = (window.devicePixelRatio || 1) / backingStore;\n", " if (this.ratio !== 1) {\n", " fig.send_message('set_dpi_ratio', { dpi_ratio: this.ratio });\n", " }\n", "\n", " var rubberband_canvas = (this.rubberband_canvas = document.createElement(\n", " 'canvas'\n", " ));\n", " rubberband_canvas.setAttribute(\n", " 'style',\n", " 'box-sizing: content-box; position: absolute; left: 0; top: 0; z-index: 1;'\n", " );\n", "\n", " // Apply a ponyfill if ResizeObserver is not implemented by browser.\n", " if (this.ResizeObserver === undefined) {\n", " if (window.ResizeObserver !== undefined) {\n", " this.ResizeObserver = window.ResizeObserver;\n", " } else {\n", " var obs = _JSXTOOLS_RESIZE_OBSERVER({});\n", " this.ResizeObserver = obs.ResizeObserver;\n", " }\n", " }\n", "\n", " this.resizeObserverInstance = new this.ResizeObserver(function (entries) {\n", " var nentries = entries.length;\n", " for (var i = 0; i < nentries; i++) {\n", " var entry = entries[i];\n", " var width, height;\n", " if (entry.contentBoxSize) {\n", " if (entry.contentBoxSize instanceof Array) {\n", " // Chrome 84 implements new version of spec.\n", " width = entry.contentBoxSize[0].inlineSize;\n", " height = entry.contentBoxSize[0].blockSize;\n", " } else {\n", " // Firefox implements old version of spec.\n", " width = entry.contentBoxSize.inlineSize;\n", " height = entry.contentBoxSize.blockSize;\n", " }\n", " } else {\n", " // Chrome <84 implements even older version of spec.\n", " width = entry.contentRect.width;\n", " height = entry.contentRect.height;\n", " }\n", "\n", " // Keep the size of the canvas and rubber band canvas in sync with\n", " // the canvas container.\n", " if (entry.devicePixelContentBoxSize) {\n", " // Chrome 84 implements new version of spec.\n", " canvas.setAttribute(\n", " 'width',\n", " entry.devicePixelContentBoxSize[0].inlineSize\n", " );\n", " canvas.setAttribute(\n", " 'height',\n", " entry.devicePixelContentBoxSize[0].blockSize\n", " );\n", " } else {\n", " canvas.setAttribute('width', width * fig.ratio);\n", " canvas.setAttribute('height', height * fig.ratio);\n", " }\n", " canvas.setAttribute(\n", " 'style',\n", " 'width: ' + width + 'px; height: ' + height + 'px;'\n", " );\n", "\n", " rubberband_canvas.setAttribute('width', width);\n", " rubberband_canvas.setAttribute('height', height);\n", "\n", " // And update the size in Python. We ignore the initial 0/0 size\n", " // that occurs as the element is placed into the DOM, which should\n", " // otherwise not happen due to the minimum size styling.\n", " if (width != 0 && height != 0) {\n", " fig.request_resize(width, height);\n", " }\n", " }\n", " });\n", " this.resizeObserverInstance.observe(canvas_div);\n", "\n", " function on_mouse_event_closure(name) {\n", " return function (event) {\n", " return fig.mouse_event(event, name);\n", " };\n", " }\n", "\n", " rubberband_canvas.addEventListener(\n", " 'mousedown',\n", " on_mouse_event_closure('button_press')\n", " );\n", " rubberband_canvas.addEventListener(\n", " 'mouseup',\n", " on_mouse_event_closure('button_release')\n", " );\n", " // Throttle sequential mouse events to 1 every 20ms.\n", " rubberband_canvas.addEventListener(\n", " 'mousemove',\n", " on_mouse_event_closure('motion_notify')\n", " );\n", "\n", " rubberband_canvas.addEventListener(\n", " 'mouseenter',\n", " on_mouse_event_closure('figure_enter')\n", " );\n", " rubberband_canvas.addEventListener(\n", " 'mouseleave',\n", " on_mouse_event_closure('figure_leave')\n", " );\n", "\n", " canvas_div.addEventListener('wheel', function (event) {\n", " if (event.deltaY < 0) {\n", " event.step = 1;\n", " } else {\n", " event.step = -1;\n", " }\n", " on_mouse_event_closure('scroll')(event);\n", " });\n", "\n", " canvas_div.appendChild(canvas);\n", " canvas_div.appendChild(rubberband_canvas);\n", "\n", " this.rubberband_context = rubberband_canvas.getContext('2d');\n", " this.rubberband_context.strokeStyle = '#000000';\n", "\n", " this._resize_canvas = function (width, height, forward) {\n", " if (forward) {\n", " canvas_div.style.width = width + 'px';\n", " canvas_div.style.height = height + 'px';\n", " }\n", " };\n", "\n", " // Disable right mouse context menu.\n", " this.rubberband_canvas.addEventListener('contextmenu', function (_e) {\n", " event.preventDefault();\n", " return false;\n", " });\n", "\n", " function set_focus() {\n", " canvas.focus();\n", " canvas_div.focus();\n", " }\n", "\n", " window.setTimeout(set_focus, 100);\n", "};\n", "\n", "mpl.figure.prototype._init_toolbar = function () {\n", " var fig = this;\n", "\n", " var toolbar = document.createElement('div');\n", " toolbar.classList = 'mpl-toolbar';\n", " this.root.appendChild(toolbar);\n", "\n", " function on_click_closure(name) {\n", " return function (_event) {\n", " return fig.toolbar_button_onclick(name);\n", " };\n", " }\n", "\n", " function on_mouseover_closure(tooltip) {\n", " return function (event) {\n", " if (!event.currentTarget.disabled) {\n", " return fig.toolbar_button_onmouseover(tooltip);\n", " }\n", " };\n", " }\n", "\n", " fig.buttons = {};\n", " var buttonGroup = document.createElement('div');\n", " buttonGroup.classList = 'mpl-button-group';\n", " for (var toolbar_ind in mpl.toolbar_items) {\n", " var name = mpl.toolbar_items[toolbar_ind][0];\n", " var tooltip = mpl.toolbar_items[toolbar_ind][1];\n", " var image = mpl.toolbar_items[toolbar_ind][2];\n", " var method_name = mpl.toolbar_items[toolbar_ind][3];\n", "\n", " if (!name) {\n", " /* Instead of a spacer, we start a new button group. */\n", " if (buttonGroup.hasChildNodes()) {\n", " toolbar.appendChild(buttonGroup);\n", " }\n", " buttonGroup = document.createElement('div');\n", " buttonGroup.classList = 'mpl-button-group';\n", " continue;\n", " }\n", "\n", " var button = (fig.buttons[name] = document.createElement('button'));\n", " button.classList = 'mpl-widget';\n", " button.setAttribute('role', 'button');\n", " button.setAttribute('aria-disabled', 'false');\n", " button.addEventListener('click', on_click_closure(method_name));\n", " button.addEventListener('mouseover', on_mouseover_closure(tooltip));\n", "\n", " var icon_img = document.createElement('img');\n", " icon_img.src = '_images/' + image + '.png';\n", " icon_img.srcset = '_images/' + image + '_large.png 2x';\n", " icon_img.alt = tooltip;\n", " button.appendChild(icon_img);\n", "\n", " buttonGroup.appendChild(button);\n", " }\n", "\n", " if (buttonGroup.hasChildNodes()) {\n", " toolbar.appendChild(buttonGroup);\n", " }\n", "\n", " var fmt_picker = document.createElement('select');\n", " fmt_picker.classList = 'mpl-widget';\n", " toolbar.appendChild(fmt_picker);\n", " this.format_dropdown = fmt_picker;\n", "\n", " for (var ind in mpl.extensions) {\n", " var fmt = mpl.extensions[ind];\n", " var option = document.createElement('option');\n", " option.selected = fmt === mpl.default_extension;\n", " option.innerHTML = fmt;\n", " fmt_picker.appendChild(option);\n", " }\n", "\n", " var status_bar = document.createElement('span');\n", " status_bar.classList = 'mpl-message';\n", " toolbar.appendChild(status_bar);\n", " this.message = status_bar;\n", "};\n", "\n", "mpl.figure.prototype.request_resize = function (x_pixels, y_pixels) {\n", " // Request matplotlib to resize the figure. Matplotlib will then trigger a resize in the client,\n", " // which will in turn request a refresh of the image.\n", " this.send_message('resize', { width: x_pixels, height: y_pixels });\n", "};\n", "\n", "mpl.figure.prototype.send_message = function (type, properties) {\n", " properties['type'] = type;\n", " properties['figure_id'] = this.id;\n", " this.ws.send(JSON.stringify(properties));\n", "};\n", "\n", "mpl.figure.prototype.send_draw_message = function () {\n", " if (!this.waiting) {\n", " this.waiting = true;\n", " this.ws.send(JSON.stringify({ type: 'draw', figure_id: this.id }));\n", " }\n", "};\n", "\n", "mpl.figure.prototype.handle_save = function (fig, _msg) {\n", " var format_dropdown = fig.format_dropdown;\n", " var format = format_dropdown.options[format_dropdown.selectedIndex].value;\n", " fig.ondownload(fig, format);\n", "};\n", "\n", "mpl.figure.prototype.handle_resize = function (fig, msg) {\n", " var size = msg['size'];\n", " if (size[0] !== fig.canvas.width || size[1] !== fig.canvas.height) {\n", " fig._resize_canvas(size[0], size[1], msg['forward']);\n", " fig.send_message('refresh', {});\n", " }\n", "};\n", "\n", "mpl.figure.prototype.handle_rubberband = function (fig, msg) {\n", " var x0 = msg['x0'] / fig.ratio;\n", " var y0 = (fig.canvas.height - msg['y0']) / fig.ratio;\n", " var x1 = msg['x1'] / fig.ratio;\n", " var y1 = (fig.canvas.height - msg['y1']) / fig.ratio;\n", " x0 = Math.floor(x0) + 0.5;\n", " y0 = Math.floor(y0) + 0.5;\n", " x1 = Math.floor(x1) + 0.5;\n", " y1 = Math.floor(y1) + 0.5;\n", " var min_x = Math.min(x0, x1);\n", " var min_y = Math.min(y0, y1);\n", " var width = Math.abs(x1 - x0);\n", " var height = Math.abs(y1 - y0);\n", "\n", " fig.rubberband_context.clearRect(\n", " 0,\n", " 0,\n", " fig.canvas.width / fig.ratio,\n", " fig.canvas.height / fig.ratio\n", " );\n", "\n", " fig.rubberband_context.strokeRect(min_x, min_y, width, height);\n", "};\n", "\n", "mpl.figure.prototype.handle_figure_label = function (fig, msg) {\n", " // Updates the figure title.\n", " fig.header.textContent = msg['label'];\n", "};\n", "\n", "mpl.figure.prototype.handle_cursor = function (fig, msg) {\n", " var cursor = msg['cursor'];\n", " switch (cursor) {\n", " case 0:\n", " cursor = 'pointer';\n", " break;\n", " case 1:\n", " cursor = 'default';\n", " break;\n", " case 2:\n", " cursor = 'crosshair';\n", " break;\n", " case 3:\n", " cursor = 'move';\n", " break;\n", " }\n", " fig.rubberband_canvas.style.cursor = cursor;\n", "};\n", "\n", "mpl.figure.prototype.handle_message = function (fig, msg) {\n", " fig.message.textContent = msg['message'];\n", "};\n", "\n", "mpl.figure.prototype.handle_draw = function (fig, _msg) {\n", " // Request the server to send over a new figure.\n", " fig.send_draw_message();\n", "};\n", "\n", "mpl.figure.prototype.handle_image_mode = function (fig, msg) {\n", " fig.image_mode = msg['mode'];\n", "};\n", "\n", "mpl.figure.prototype.handle_history_buttons = function (fig, msg) {\n", " for (var key in msg) {\n", " if (!(key in fig.buttons)) {\n", " continue;\n", " }\n", " fig.buttons[key].disabled = !msg[key];\n", " fig.buttons[key].setAttribute('aria-disabled', !msg[key]);\n", " }\n", "};\n", "\n", "mpl.figure.prototype.handle_navigate_mode = function (fig, msg) {\n", " if (msg['mode'] === 'PAN') {\n", " fig.buttons['Pan'].classList.add('active');\n", " fig.buttons['Zoom'].classList.remove('active');\n", " } else if (msg['mode'] === 'ZOOM') {\n", " fig.buttons['Pan'].classList.remove('active');\n", " fig.buttons['Zoom'].classList.add('active');\n", " } else {\n", " fig.buttons['Pan'].classList.remove('active');\n", " fig.buttons['Zoom'].classList.remove('active');\n", " }\n", "};\n", "\n", "mpl.figure.prototype.updated_canvas_event = function () {\n", " // Called whenever the canvas gets updated.\n", " this.send_message('ack', {});\n", "};\n", "\n", "// A function to construct a web socket function for onmessage handling.\n", "// Called in the figure constructor.\n", "mpl.figure.prototype._make_on_message_function = function (fig) {\n", " return function socket_on_message(evt) {\n", " if (evt.data instanceof Blob) {\n", " /* FIXME: We get \"Resource interpreted as Image but\n", " * transferred with MIME type text/plain:\" errors on\n", " * Chrome. But how to set the MIME type? It doesn't seem\n", " * to be part of the websocket stream */\n", " evt.data.type = 'image/png';\n", "\n", " /* Free the memory for the previous frames */\n", " if (fig.imageObj.src) {\n", " (window.URL || window.webkitURL).revokeObjectURL(\n", " fig.imageObj.src\n", " );\n", " }\n", "\n", " fig.imageObj.src = (window.URL || window.webkitURL).createObjectURL(\n", " evt.data\n", " );\n", " fig.updated_canvas_event();\n", " fig.waiting = false;\n", " return;\n", " } else if (\n", " typeof evt.data === 'string' &&\n", " evt.data.slice(0, 21) === 'data:image/png;base64'\n", " ) {\n", " fig.imageObj.src = evt.data;\n", " fig.updated_canvas_event();\n", " fig.waiting = false;\n", " return;\n", " }\n", "\n", " var msg = JSON.parse(evt.data);\n", " var msg_type = msg['type'];\n", "\n", " // Call the \"handle_{type}\" callback, which takes\n", " // the figure and JSON message as its only arguments.\n", " try {\n", " var callback = fig['handle_' + msg_type];\n", " } catch (e) {\n", " console.log(\n", " \"No handler for the '\" + msg_type + \"' message type: \",\n", " msg\n", " );\n", " return;\n", " }\n", "\n", " if (callback) {\n", " try {\n", " // console.log(\"Handling '\" + msg_type + \"' message: \", msg);\n", " callback(fig, msg);\n", " } catch (e) {\n", " console.log(\n", " \"Exception inside the 'handler_\" + msg_type + \"' callback:\",\n", " e,\n", " e.stack,\n", " msg\n", " );\n", " }\n", " }\n", " };\n", "};\n", "\n", "// from http://stackoverflow.com/questions/1114465/getting-mouse-location-in-canvas\n", "mpl.findpos = function (e) {\n", " //this section is from http://www.quirksmode.org/js/events_properties.html\n", " var targ;\n", " if (!e) {\n", " e = window.event;\n", " }\n", " if (e.target) {\n", " targ = e.target;\n", " } else if (e.srcElement) {\n", " targ = e.srcElement;\n", " }\n", " if (targ.nodeType === 3) {\n", " // defeat Safari bug\n", " targ = targ.parentNode;\n", " }\n", "\n", " // pageX,Y are the mouse positions relative to the document\n", " var boundingRect = targ.getBoundingClientRect();\n", " var x = e.pageX - (boundingRect.left + document.body.scrollLeft);\n", " var y = e.pageY - (boundingRect.top + document.body.scrollTop);\n", "\n", " return { x: x, y: y };\n", "};\n", "\n", "/*\n", " * return a copy of an object with only non-object keys\n", " * we need this to avoid circular references\n", " * http://stackoverflow.com/a/24161582/3208463\n", " */\n", "function simpleKeys(original) {\n", " return Object.keys(original).reduce(function (obj, key) {\n", " if (typeof original[key] !== 'object') {\n", " obj[key] = original[key];\n", " }\n", " return obj;\n", " }, {});\n", "}\n", "\n", "mpl.figure.prototype.mouse_event = function (event, name) {\n", " var canvas_pos = mpl.findpos(event);\n", "\n", " if (name === 'button_press') {\n", " this.canvas.focus();\n", " this.canvas_div.focus();\n", " }\n", "\n", " var x = canvas_pos.x * this.ratio;\n", " var y = canvas_pos.y * this.ratio;\n", "\n", " this.send_message(name, {\n", " x: x,\n", " y: y,\n", " button: event.button,\n", " step: event.step,\n", " guiEvent: simpleKeys(event),\n", " });\n", "\n", " /* This prevents the web browser from automatically changing to\n", " * the text insertion cursor when the button is pressed. We want\n", " * to control all of the cursor setting manually through the\n", " * 'cursor' event from matplotlib */\n", " event.preventDefault();\n", " return false;\n", "};\n", "\n", "mpl.figure.prototype._key_event_extra = function (_event, _name) {\n", " // Handle any extra behaviour associated with a key event\n", "};\n", "\n", "mpl.figure.prototype.key_event = function (event, name) {\n", " // Prevent repeat events\n", " if (name === 'key_press') {\n", " if (event.which === this._key) {\n", " return;\n", " } else {\n", " this._key = event.which;\n", " }\n", " }\n", " if (name === 'key_release') {\n", " this._key = null;\n", " }\n", "\n", " var value = '';\n", " if (event.ctrlKey && event.which !== 17) {\n", " value += 'ctrl+';\n", " }\n", " if (event.altKey && event.which !== 18) {\n", " value += 'alt+';\n", " }\n", " if (event.shiftKey && event.which !== 16) {\n", " value += 'shift+';\n", " }\n", "\n", " value += 'k';\n", " value += event.which.toString();\n", "\n", " this._key_event_extra(event, name);\n", "\n", " this.send_message(name, { key: value, guiEvent: simpleKeys(event) });\n", " return false;\n", "};\n", "\n", "mpl.figure.prototype.toolbar_button_onclick = function (name) {\n", " if (name === 'download') {\n", " this.handle_save(this, null);\n", " } else {\n", " this.send_message('toolbar_button', { name: name });\n", " }\n", "};\n", "\n", "mpl.figure.prototype.toolbar_button_onmouseover = function (tooltip) {\n", " this.message.textContent = tooltip;\n", "};\n", "\n", "///////////////// REMAINING CONTENT GENERATED BY embed_js.py /////////////////\n", "// prettier-ignore\n", "var _JSXTOOLS_RESIZE_OBSERVER=function(A){var t,i=new WeakMap,n=new WeakMap,a=new WeakMap,r=new WeakMap,o=new Set;function s(e){if(!(this instanceof s))throw new TypeError(\"Constructor requires 'new' operator\");i.set(this,e)}function h(){throw new TypeError(\"Function is not a constructor\")}function c(e,t,i,n){e=0 in arguments?Number(arguments[0]):0,t=1 in arguments?Number(arguments[1]):0,i=2 in arguments?Number(arguments[2]):0,n=3 in arguments?Number(arguments[3]):0,this.right=(this.x=this.left=e)+(this.width=i),this.bottom=(this.y=this.top=t)+(this.height=n),Object.freeze(this)}function d(){t=requestAnimationFrame(d);var s=new WeakMap,p=new Set;o.forEach((function(t){r.get(t).forEach((function(i){var r=t instanceof window.SVGElement,o=a.get(t),d=r?0:parseFloat(o.paddingTop),f=r?0:parseFloat(o.paddingRight),l=r?0:parseFloat(o.paddingBottom),u=r?0:parseFloat(o.paddingLeft),g=r?0:parseFloat(o.borderTopWidth),m=r?0:parseFloat(o.borderRightWidth),w=r?0:parseFloat(o.borderBottomWidth),b=u+f,F=d+l,v=(r?0:parseFloat(o.borderLeftWidth))+m,W=g+w,y=r?0:t.offsetHeight-W-t.clientHeight,E=r?0:t.offsetWidth-v-t.clientWidth,R=b+v,z=F+W,M=r?t.width:parseFloat(o.width)-R-E,O=r?t.height:parseFloat(o.height)-z-y;if(n.has(t)){var k=n.get(t);if(k[0]===M&&k[1]===O)return}n.set(t,[M,O]);var S=Object.create(h.prototype);S.target=t,S.contentRect=new c(u,d,M,O),s.has(i)||(s.set(i,[]),p.add(i)),s.get(i).push(S)}))})),p.forEach((function(e){i.get(e).call(e,s.get(e),e)}))}return s.prototype.observe=function(i){if(i instanceof window.Element){r.has(i)||(r.set(i,new Set),o.add(i),a.set(i,window.getComputedStyle(i)));var n=r.get(i);n.has(this)||n.add(this),cancelAnimationFrame(t),t=requestAnimationFrame(d)}},s.prototype.unobserve=function(i){if(i instanceof window.Element&&r.has(i)){var n=r.get(i);n.has(this)&&(n.delete(this),n.size||(r.delete(i),o.delete(i))),n.size||r.delete(i),o.size||cancelAnimationFrame(t)}},A.DOMRectReadOnly=c,A.ResizeObserver=s,A.ResizeObserverEntry=h,A}; // eslint-disable-line\n", "mpl.toolbar_items = [[\"Home\", \"Reset original view\", \"fa fa-home icon-home\", \"home\"], [\"Back\", \"Back to previous view\", \"fa fa-arrow-left icon-arrow-left\", \"back\"], [\"Forward\", \"Forward to next view\", \"fa fa-arrow-right icon-arrow-right\", \"forward\"], [\"\", \"\", \"\", \"\"], [\"Pan\", \"Left button pans, Right button zooms\\nx/y fixes axis, CTRL fixes aspect\", \"fa fa-arrows icon-move\", \"pan\"], [\"Zoom\", \"Zoom to rectangle\\nx/y fixes axis, CTRL fixes aspect\", \"fa fa-square-o icon-check-empty\", \"zoom\"], [\"\", \"\", \"\", \"\"], [\"Download\", \"Download plot\", \"fa fa-floppy-o icon-save\", \"download\"]];\n", "\n", "mpl.extensions = [\"eps\", \"jpeg\", \"pdf\", \"png\", \"ps\", \"raw\", \"svg\", \"tif\"];\n", "\n", "mpl.default_extension = \"png\";/* global mpl */\n", "\n", "var comm_websocket_adapter = function (comm) {\n", " // Create a \"websocket\"-like object which calls the given IPython comm\n", " // object with the appropriate methods. Currently this is a non binary\n", " // socket, so there is still some room for performance tuning.\n", " var ws = {};\n", "\n", " ws.close = function () {\n", " comm.close();\n", " };\n", " ws.send = function (m) {\n", " //console.log('sending', m);\n", " comm.send(m);\n", " };\n", " // Register the callback with on_msg.\n", " comm.on_msg(function (msg) {\n", " //console.log('receiving', msg['content']['data'], msg);\n", " // Pass the mpl event to the overridden (by mpl) onmessage function.\n", " ws.onmessage(msg['content']['data']);\n", " });\n", " return ws;\n", "};\n", "\n", "mpl.mpl_figure_comm = function (comm, msg) {\n", " // This is the function which gets called when the mpl process\n", " // starts-up an IPython Comm through the \"matplotlib\" channel.\n", "\n", " var id = msg.content.data.id;\n", " // Get hold of the div created by the display call when the Comm\n", " // socket was opened in Python.\n", " var element = document.getElementById(id);\n", " var ws_proxy = comm_websocket_adapter(comm);\n", "\n", " function ondownload(figure, _format) {\n", " window.open(figure.canvas.toDataURL());\n", " }\n", "\n", " var fig = new mpl.figure(id, ws_proxy, ondownload, element);\n", "\n", " // Call onopen now - mpl needs it, as it is assuming we've passed it a real\n", " // web socket which is closed, not our websocket->open comm proxy.\n", " ws_proxy.onopen();\n", "\n", " fig.parent_element = element;\n", " fig.cell_info = mpl.find_output_cell(\"
\");\n", " if (!fig.cell_info) {\n", " console.error('Failed to find cell for figure', id, fig);\n", " return;\n", " }\n", " fig.cell_info[0].output_area.element.on(\n", " 'cleared',\n", " { fig: fig },\n", " fig._remove_fig_handler\n", " );\n", "};\n", "\n", "mpl.figure.prototype.handle_close = function (fig, msg) {\n", " var width = fig.canvas.width / fig.ratio;\n", " fig.cell_info[0].output_area.element.off(\n", " 'cleared',\n", " fig._remove_fig_handler\n", " );\n", " fig.resizeObserverInstance.unobserve(fig.canvas_div);\n", "\n", " // Update the output cell to use the data from the current canvas.\n", " fig.push_to_output();\n", " var dataURL = fig.canvas.toDataURL();\n", " // Re-enable the keyboard manager in IPython - without this line, in FF,\n", " // the notebook keyboard shortcuts fail.\n", " IPython.keyboard_manager.enable();\n", " fig.parent_element.innerHTML =\n", " '';\n", " fig.close_ws(fig, msg);\n", "};\n", "\n", "mpl.figure.prototype.close_ws = function (fig, msg) {\n", " fig.send_message('closing', msg);\n", " // fig.ws.close()\n", "};\n", "\n", "mpl.figure.prototype.push_to_output = function (_remove_interactive) {\n", " // Turn the data on the canvas into data in the output cell.\n", " var width = this.canvas.width / this.ratio;\n", " var dataURL = this.canvas.toDataURL();\n", " this.cell_info[1]['text/html'] =\n", " '';\n", "};\n", "\n", "mpl.figure.prototype.updated_canvas_event = function () {\n", " // Tell IPython that the notebook contents must change.\n", " IPython.notebook.set_dirty(true);\n", " this.send_message('ack', {});\n", " var fig = this;\n", " // Wait a second, then push the new image to the DOM so\n", " // that it is saved nicely (might be nice to debounce this).\n", " setTimeout(function () {\n", " fig.push_to_output();\n", " }, 1000);\n", "};\n", "\n", "mpl.figure.prototype._init_toolbar = function () {\n", " var fig = this;\n", "\n", " var toolbar = document.createElement('div');\n", " toolbar.classList = 'btn-toolbar';\n", " this.root.appendChild(toolbar);\n", "\n", " function on_click_closure(name) {\n", " return function (_event) {\n", " return fig.toolbar_button_onclick(name);\n", " };\n", " }\n", "\n", " function on_mouseover_closure(tooltip) {\n", " return function (event) {\n", " if (!event.currentTarget.disabled) {\n", " return fig.toolbar_button_onmouseover(tooltip);\n", " }\n", " };\n", " }\n", "\n", " fig.buttons = {};\n", " var buttonGroup = document.createElement('div');\n", " buttonGroup.classList = 'btn-group';\n", " var button;\n", " for (var toolbar_ind in mpl.toolbar_items) {\n", " var name = mpl.toolbar_items[toolbar_ind][0];\n", " var tooltip = mpl.toolbar_items[toolbar_ind][1];\n", " var image = mpl.toolbar_items[toolbar_ind][2];\n", " var method_name = mpl.toolbar_items[toolbar_ind][3];\n", "\n", " if (!name) {\n", " /* Instead of a spacer, we start a new button group. */\n", " if (buttonGroup.hasChildNodes()) {\n", " toolbar.appendChild(buttonGroup);\n", " }\n", " buttonGroup = document.createElement('div');\n", " buttonGroup.classList = 'btn-group';\n", " continue;\n", " }\n", "\n", " button = fig.buttons[name] = document.createElement('button');\n", " button.classList = 'btn btn-default';\n", " button.href = '#';\n", " button.title = name;\n", " button.innerHTML = '';\n", " button.addEventListener('click', on_click_closure(method_name));\n", " button.addEventListener('mouseover', on_mouseover_closure(tooltip));\n", " buttonGroup.appendChild(button);\n", " }\n", "\n", " if (buttonGroup.hasChildNodes()) {\n", " toolbar.appendChild(buttonGroup);\n", " }\n", "\n", " // Add the status bar.\n", " var status_bar = document.createElement('span');\n", " status_bar.classList = 'mpl-message pull-right';\n", " toolbar.appendChild(status_bar);\n", " this.message = status_bar;\n", "\n", " // Add the close button to the window.\n", " var buttongrp = document.createElement('div');\n", " buttongrp.classList = 'btn-group inline pull-right';\n", " button = document.createElement('button');\n", " button.classList = 'btn btn-mini btn-primary';\n", " button.href = '#';\n", " button.title = 'Stop Interaction';\n", " button.innerHTML = '';\n", " button.addEventListener('click', function (_evt) {\n", " fig.handle_close(fig, {});\n", " });\n", " button.addEventListener(\n", " 'mouseover',\n", " on_mouseover_closure('Stop Interaction')\n", " );\n", " buttongrp.appendChild(button);\n", " var titlebar = this.root.querySelector('.ui-dialog-titlebar');\n", " titlebar.insertBefore(buttongrp, titlebar.firstChild);\n", "};\n", "\n", "mpl.figure.prototype._remove_fig_handler = function (event) {\n", " var fig = event.data.fig;\n", " if (event.target !== this) {\n", " // Ignore bubbled events from children.\n", " return;\n", " }\n", " fig.close_ws(fig, {});\n", "};\n", "\n", "mpl.figure.prototype._root_extra_style = function (el) {\n", " el.style.boxSizing = 'content-box'; // override notebook setting of border-box.\n", "};\n", "\n", "mpl.figure.prototype._canvas_extra_style = function (el) {\n", " // this is important to make the div 'focusable\n", " el.setAttribute('tabindex', 0);\n", " // reach out to IPython and tell the keyboard manager to turn it's self\n", " // off when our div gets focus\n", "\n", " // location in version 3\n", " if (IPython.notebook.keyboard_manager) {\n", " IPython.notebook.keyboard_manager.register_events(el);\n", " } else {\n", " // location in version 2\n", " IPython.keyboard_manager.register_events(el);\n", " }\n", "};\n", "\n", "mpl.figure.prototype._key_event_extra = function (event, _name) {\n", " var manager = IPython.notebook.keyboard_manager;\n", " if (!manager) {\n", " manager = IPython.keyboard_manager;\n", " }\n", "\n", " // Check for shift+enter\n", " if (event.shiftKey && event.which === 13) {\n", " this.canvas_div.blur();\n", " // select the cell after this one\n", " var index = IPython.notebook.find_cell_index(this.cell_info[0]);\n", " IPython.notebook.select(index + 1);\n", " }\n", "};\n", "\n", "mpl.figure.prototype.handle_save = function (fig, _msg) {\n", " fig.ondownload(fig, null);\n", "};\n", "\n", "mpl.find_output_cell = function (html_output) {\n", " // Return the cell and output element which can be found *uniquely* in the notebook.\n", " // Note - this is a bit hacky, but it is done because the \"notebook_saving.Notebook\"\n", " // IPython event is triggered only after the cells have been serialised, which for\n", " // our purposes (turning an active figure into a static one), is too late.\n", " var cells = IPython.notebook.get_cells();\n", " var ncells = cells.length;\n", " for (var i = 0; i < ncells; i++) {\n", " var cell = cells[i];\n", " if (cell.cell_type === 'code') {\n", " for (var j = 0; j < cell.output_area.outputs.length; j++) {\n", " var data = cell.output_area.outputs[j];\n", " if (data.data) {\n", " // IPython >= 3 moved mimebundle to data attribute of output\n", " data = data.data;\n", " }\n", " if (data['text/html'] === html_output) {\n", " return [cell, data, j];\n", " }\n", " }\n", " }\n", " }\n", "};\n", "\n", "// Register the function which deals with the matplotlib target/channel.\n", "// The kernel may be null if the page has been refreshed.\n", "if (IPython.notebook.kernel !== null) {\n", " IPython.notebook.kernel.comm_manager.register_target(\n", " 'matplotlib',\n", " mpl.mpl_figure_comm\n", " );\n", "}\n" ], "text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" }, { "data": { "text/html": [ "" ], "text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "fig = plt.figure(figsize=[8, 8], tight_layout=dict(w_pad=6.0, h_pad=0))\n", "plt.title(\"Comparison\")\n", "\n", "hdu = fits.open(mosaic+'.fits')[0]\n", "wcs = WCS(hdu.header, naxis=2)\n", "\n", "ax_1 = plt.subplot(1, 2, 1, projection=wcs)\n", "im_1 = ax_1.imshow(hdu.data[0,0,:,:], origin='lower', cmap='viridis', norm=mcolors.PowerNorm(0.3))\n", "ax_1.set_xlabel('RA')\n", "ax_1.set_ylabel('Dec')\n", "ax_1.set_title(\"Mosaic\")\n", "ax_1.set_autoscale_on(False)\n", "\n", "\n", "wcs_split = WCS(hdu_split.header, naxis=2)\n", "\n", "ax_2 = plt.subplot(1, 2, 2, projection=wcs_split)\n", "im_2 = ax_2.imshow(hdu_split.data[0,0,:,:], origin='lower', cmap='viridis', norm=mcolors.PowerNorm(0.3))\n", "ax_2.set_xlabel('RA')\n", "ax_2.set_ylabel('Dec')\n", "ax_2.set_autoscale_on(False)\n", "ax_2.set_title(\"Original Section\")\n", "\n", "plt.show()" ] }, { "cell_type": "markdown", "id": "3740bf99", "metadata": {}, "source": [ "### Understanding how linmos combined our images\n", "\n", "In the weights image you would see the central pixels having a weight of 4, corresponding to the location where our original 4 images had all overlapped. \n" ] }, { "cell_type": "code", "execution_count": 14, "id": "d7b55153", "metadata": { "ExecuteTime": { "end_time": "2021-11-30T04:46:19.995999Z", "start_time": "2021-11-30T04:46:19.712988Z" } }, "outputs": [ { "data": { "image/png": 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\n", 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" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "fig = plt.figure(figsize=(6, 6))\n", "\n", "hdu = fits.open(mosaic_weight+'.fits')[0]\n", "wcs = WCS(hdu.header, naxis=2)\n", "\n", "ax = plt.subplot(111, projection=wcs)\n", "im = ax.imshow(hdu.data[0,0,:,:], origin='lower', cmap='viridis')\n", "ax.set_xlabel('RA')\n", "ax.set_ylabel('Dec')\n", "# ax.set_autoscale_on(False)\n", "\n", "ax.set_title(\"mosaic\")\n", "plt.colorbar(im, ax=ax)\n", "plt.show()" ] }, { "cell_type": "code", "execution_count": null, "id": "f4bed82a", "metadata": {}, "outputs": [], "source": [] } ], "metadata": { "kernelspec": { "display_name": "CASA Python 3 (ipykernel)", "language": "python", "name": "casa-python" }, "language_info": { "codemirror_mode": { "name": "ipython", "version": 3 }, "file_extension": ".py", "mimetype": "text/x-python", "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", "version": "3.6.7" }, "toc": { "base_numbering": 1, "nav_menu": {}, "number_sections": true, "sideBar": true, "skip_h1_title": false, "title_cell": "Table of Contents", "title_sidebar": "Contents", "toc_cell": false, "toc_position": { "height": "calc(100% - 180px)", "left": "10px", "top": "150px", "width": "241.325px" }, "toc_section_display": true, "toc_window_display": true } }, "nbformat": 4, "nbformat_minor": 5 }