{ "cells": [ { "attachments": {}, "cell_type": "markdown", "metadata": {}, "source": [ "\n", " **Chapter 2: [Diffraction](CH2_00-Diffraction.ipynb)** \n", "\n", "
\n", "\n", "# Unic Cell Determination and Stereographic Projection\n", "\n", "[Download](https://raw.githubusercontent.com/gduscher/MSE672-Introduction-to-TEM//main/Diffraction/CH2_09-Unit_Cell.ipynb)\n", "\n", "[![OpenInColab](https://colab.research.google.com/assets/colab-badge.svg)](\n", " https://colab.research.google.com/github/gduscher/MSE672-Introduction-to-TEM/blob/main//Diffraction/CH2_09-Unit_Cell.ipynb)\n", " \n", "part of \n", "\n", " **[MSE672: Introduction to Transmission Electron Microscopy](../_MSE672_Intro_TEM.ipynb)**\n", "\n", "**Spring 2024**\n", "\n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", "
Gerd Duscher Khalid Hattar
Microscopy Facilities Tennessee Ion Beam Materials Laboratory
Materials Science & Engineering Nuclear Engineering
Institute of Advanced Materials & Manufacturing
The University of Tennessee, Knoxville
\n", "\n", "\n", "Background and methods to analysis and quantification of data acquired with transmission electron microscopes\n" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Load relevant python packages\n", "### Check Installed Packages" ] }, { "cell_type": "code", "execution_count": 2, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "done\n" ] } ], "source": [ "import sys\n", "import importlib.metadata\n", "def test_package(package_name):\n", " \"\"\"Test if package exists and returns version or -1\"\"\"\n", " try:\n", " version = importlib.metadata.version(package_name)\n", " except importlib.metadata.PackageNotFoundError:\n", " version = '-1'\n", " return version\n", "\n", "if test_package('pyTEMlib') < '0.2024.1.0':\n", " print('installing pyTEMlib')\n", " !{sys.executable} -m pip install git+https://github.com/pycroscopy/pyTEMlib.git@main -q --upgrade\n", "\n", "if 'google.colab' in sys.modules:\n", " !{sys.executable} -m pip install numpy==1.24.4\n", "print('done')" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Import numerical and plotting python packages\n", "Import the python packages that we will use:\n", "\n", "Beside the basic numerical (numpy) and plotting (pylab of matplotlib) libraries,\n", "\n", "and some libraries from pyTEMlib\n", "* kinematic scattering library.\n", "* animation " ] }, { "cell_type": "code", "execution_count": 1, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "You don't have igor2 installed. If you wish to open igor files, you will need to install it (pip install igor2) before attempting.\n", "You don't have gwyfile installed. If you wish to open .gwy files, you will need to install it (pip install gwyfile) before attempting.\n", "Symmetry functions of spglib enabled\n", "Using kinematic_scattering library version {_version_ } by G.Duscher\n", "pyTEM version: 0.2023.9.1\n", "notebook version: 2024.01.23\n" ] } ], "source": [ "# import matplotlib and numpy\n", "# use \"inline\" instead of \"notebook\" for non-interactive plots\n", "%matplotlib widget\n", "import matplotlib.pyplot as plt\n", "import numpy as np\n", "import sys\n", "if 'google.colab' in sys.modules:\n", " from google.colab import output\n", " output.enable_custom_widget_manager()\n", " \n", "# additional package \n", "import itertools \n", "from matplotlib import patches\n", "\n", "# Import libraries from pyTEMlib\n", "import pyTEMlib\n", "import pyTEMlib.kinematic_scattering as ks # Kinematic scattering Library\n", " # Atomic form factors from Kirklands book\n", "from pyTEMlib import animation # Provide some functions to plot schematic plots\n", "__notebook_version__ = '2024.01.23'\n", "print('pyTEM version: ', pyTEMlib.__version__)\n", "print('notebook version: ', __notebook_version__)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Unit Cell Determination\n", "\n", "- The HOLZ rings will give the lattice repeat vector (reciprocal vector parallel to the zone axis).\n", "- So tilting in [001] zone axis, the ZOLZ pattern will give you the [100] and [010] distance \n", "- and the HOLZ ring radius the [001] distance.\n", "\n", "> **This is the determination of the lattice parameter of a unit cell.**\n", ">\n", ">Thus, we see that one can determine 3D information from a single two dimensional pattern. \n", ">\n", ">It might be necessary to use other low order zone axes.\n", "\n", "### Measurements\n", "\n", "- Record HOLZ and ZOLZ patterns, if possible in one picture (use double illumination with different exposure times to enhance dynamic range), but with different convergence angles.\n", "- If the angle of the ring is too large then your measurements may suffer from lens distortions.\n", "- If the HOLZ ring is split measure the inner one." ] }, { "attachments": {}, "cell_type": "markdown", "metadata": {}, "source": [ "### Z-Component of Unit Cell\n", "\n", "If $H$ is the distance between the reciprocal-lattice planes parallel to the beam and $G_n$ is the projected radius of the HOLZ ring, then \n", "$$\n", "G_1 = \\left( \\frac{2H}{\\lambda}\\right)^{1/2} = \\sqrt{\\frac{2H}{\\lambda}}\\\\\n", "G_2 = 2\\left( \\frac{H}{\\lambda}\\right)^{1/2} = 2 \\sqrt{\\frac{H}{\\lambda}}\n", "$$\n", "for FOLZ and SOLZ. \n", "\n", "With $\\lambda$ wavelength of incident electrons\n", "\n", "Similar expressions can be developed for higher order HOLZ rings.\n", "\n", "In real space you get for example for FOLZ:\n", "\\begin{equation}\n", "\\frac{1}{H}=\\frac{2}{\\lambda G_1^2} = \\frac{2}{\\lambda} \\left(\\frac{\\lambda L}{r}\\right)^{2}\n", "\\end{equation}\n", "\n", "If you did use a zone axis which is not ${100}$, then you have to compare your result to calculated values.\n", "\n", "Assuming you are looking down $[UVW]$ then we know:\n", "\\begin{equation}\n", "\\frac{1}{H}= |[UVW]|\n", "\\end{equation}\n", "\n", "Now we have to calculate this $|[UVW]|$ for different structures:\\\\\n", "#### for fcc:\n", "\\begin{equation}\n", "\\frac{1}{H}= \\frac{a_0}{p(U^2+V^2+W^2)}\n", "\\end{equation}\n", "with $a_0$ is the lattice parameter and $p=1$ for $U+V+W$ is odd; $p=2$ for $U+V+W$ is even.\n", "\n", "\n", "#### for bcc:\n", "the same relationship as for fcc is true for bcc but $p$ is different: $p=2$ for $U$, $V$, and $W$ all odd; $p=1$ otherwise.\n", "\n", "\n", "Look up other crystal systems.\n", "\n", "If a ring is forbidden: you have to multiply your measurement $1/H_m$ with an integer $n$ to obtain the distance of the crystal.\n" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Lattice Centering\n", "\n", "We are going to look at cubic structures to \n", "- fcc\n", "- bcc \n", "- a-face\n", "- b-face\n", "- primitive or simple cubic\n", "\n", "The maximal excitation error is chosen so that ZOLZ and FOLZ overlap and we can see the different centering " ] }, { "cell_type": "code", "execution_count": 4, "metadata": {}, "outputs": [ { "data": { "application/vnd.jupyter.widget-view+json": { "model_id": "31b79c1bcd93422d988471658b8cd7a8", "version_major": 2, "version_minor": 0 }, "image/png": 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", "text/html": [ "\n", "
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" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Laue Circle\n", "\n", "The mistilt (angles in degrees) leads to a circular pattern in the ZOLZ.\n", "\n", "Any mistilt will cause the Ewald sphere to cut through the projection plane in a circle:\n", "the Laue circle. The maximal excitation error $S_{g_{max}}$ has to be rather small for this effect to appear.\n", "\n", "The nearest zone axis will always be in the middle of the Laue circle.\n", "\n", "If you encounter such a Laue circle try to minimize the circle by tilting towards the center.\n", "You can try this out below in rhe" ] }, { "cell_type": "code", "execution_count": 9, "metadata": {}, "outputs": [ { "data": { "application/vnd.jupyter.widget-view+json": { "model_id": "67c8116b48934835b5d5090680189456", "version_major": 2, "version_minor": 0 }, "image/png": 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", "text/html": [ "\n", "
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These spots (in the figure from 2 1/nm to 8 1/nm) are invisible in such a case. Because the Ewald sphere is a 3D object the cut of a sphere with a plane will give a circle. \n" ] }, { "cell_type": "code", "execution_count": 9, "metadata": {}, "outputs": [ { "data": { "application/vnd.jupyter.widget-view+json": { "model_id": "50a55d283efc4e69b830cfd1014f9b0c", "version_major": 2, "version_minor": 0 }, "image/png": 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\n", " " ], "text/plain": [ "Canvas(toolbar=Toolbar(toolitems=[('Home', 'Reset original view', 'home', 'home'), ('Back', 'Back to previous …" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "plt.figure()\n", "animation.deficient_holz_line(exact_bragg=False, laue_zone=0, color='black')\n", "animation.deficient_holz_line(exact_bragg=True, laue_zone=0, color='blue')" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Stereographic Projection\n", "There are a lot of problems in materials science you can solve with diffraction patterns in the TEM.\n", "\n", " For instance the orientation relationship two crystals have to each other. What is the grain boundary plane and so on.\n", "\n", "The method to visualize such orientation relationships is the stereographic projection.\n", "\n", "\n", "### Construction \n", "\n", "The Schematic below shows the construction of **Stereographic Projection** for cubic systems.\n", "\n", "Steps of Construction:\n", "\n", "- Draw the crystal in the middle of a sphere. \n", "- Draw a line from the center of the sphere through the middle of each plane (must be normal to the plane). \n", "- Mark where this line intersects the sphere (it is named P in figure above). \n", "- From this point draw a line to the south or north pole so that you intersect the equatorial plane. If you have to go to the south pole, mark the intersection of this line with equatorial plane with a dot; if you go to the north pole mark this intersection with a circle.We construct the point P'. \n", "\n", "\n", "Prperties of Stereograpic Projection\n", "\n", "- This point represents uniquely one plane. \n", "- The relevant area of the equatorial plane is a disk. \n", "- Now we can also project circumference of a circle. Note that all the planes perpendicular to a low order zone axis lay on such a circle. \n", "- These circles show up as lines or as ovals in the stereographic projection .\n", "\n", "Change the Miller indices (reflection) to see the change " ] }, { "cell_type": "code", "execution_count": 2, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "projected x-coordinate is 64.87 degree\n" ] }, { "data": { "application/vnd.jupyter.widget-view+json": { "model_id": "0028b825a16f41d998f115aa8e2c86d5", "version_major": 2, "version_minor": 0 }, "image/png": 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", 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Possibly the most important feature of this projection.\n", "- The zone axis is always 90$^{\\rm o} $ away from any plane normal to its zone.\n", "- All the planes normal to a particular zone will lay on a great circle (oval). The zone of the centrale pole is on the circumference of the whole projection.\n", "- The angle between two planes is the angle between their normals measured with the Wulff net.\n", "- We can add the symmetry elements of any particular crystal system. \n", "\n", "### Wulff Plot\n", "\n", "The result of the stereographic Projection of the holeprojeciton sphere is shown below. It is convenient to show the ** circles of the sphere** as a grid the Wulff Plot. \n", "\n", "But first we define some helper functions." ] }, { "cell_type": "code", "execution_count": 3, "metadata": {}, "outputs": [], "source": [ "## ## Some helper functions first\n", "def circumcenter(a,b,c):\n", " ax, ay = a\n", " bx, by = b\n", " cx, cy = c\n", " d = 2 * (ax * (by - cy) + bx * (cy - ay) + cx * (ay - by))\n", " ux = ((ax * ax + ay * ay) * (by - cy) + (bx * bx + by * by) * (cy - ay) + (cx * cx + cy * cy) * (ay - by)) / d\n", " uy = ((ax * ax + ay * ay) * (cx - bx) + (bx * bx + by * by) * (ax - cx) + (cx * cx + cy * cy) * (bx - ax)) / d\n", " return (ux, uy)\n", "\n", "def wulff_net(ax, density=10):\n", " \n", " outer_ring = plt.Circle(( 0. , 0. ), 90 , fill=False, linewidth=2) \n", "\n", " ax.set_aspect( 'equal') \n", " ax.add_artist( outer_ring ) \n", " ax.spines['left'].set_position(('data', 0))\n", " ax.spines['bottom'].set_position(('data', 0))\n", " ax.spines['top'].set_visible(False)\n", " ax.spines['right'].set_visible(False)\n", " \n", " ax.set_xlim(-94,94)\n", " ax.set_ylim(-94,94)\n", " \n", " for phi in range(density,90,density):\n", " phi_r = np.radians(phi)\n", " x,y = 90*np.sin(phi_r), 90*np.cos(phi_r)\n", " u,v = circumcenter([x,y],[-x,y],[0,90-phi])\n", " theta = np.degrees(np.arctan2( y-v, x-u))\n", " ax.add_patch(patches.Arc((0. , v), (v-90+phi)*2, (v-90+phi)*2, fill=False, edgecolor = 'gray', linewidth=.5, theta1=180-theta , theta2=theta))\n", " ax.add_patch(patches.Arc((0. , -v), (v-90+phi)*2, (v-90+phi)*2, fill=False, edgecolor = 'gray', linewidth=.5, theta1=-theta , theta2=180+theta))\n", " u,v = circumcenter([0,90],[0,-90],[phi,0])\n", " theta = np.degrees(np.arctan2(u, phi))\n", " radius = np.sqrt(u**2+ 90**2)\n", " \n", " theta = np.degrees(np.arctan2( 90, u))\n", " radius = np.abs(u-phi)\n", " ax.add_patch(patches.Arc((u, 0), radius*2, radius*2, fill=False, edgecolor = 'gray', linewidth=.5, theta1=180+theta , theta2=-180-theta))\n", " ax.add_patch(patches.Arc((-u, 0), radius*2, radius*2, fill=False, edgecolor = 'gray', linewidth=.5, theta1=theta , theta2=-theta))\n", "\n", " \n", "def add_main_circles(ax):\n", " phi = 45\n", " phi_r = np.radians(phi)\n", " x,y = 90*np.sin(phi_r), 90*np.cos(phi_r)\n", "\n", " ax.plot([x,-x], [y,-y], color='blue')\n", " ax.plot([x,-x], [-y,y], color='blue')\n", "\n", " phi_r = np.radians(phi)\n", " x,y = 90*np.sin(phi_r), 90*np.cos(phi_r)\n", " u,v = circumcenter([x,y],[-x,y],[0,90-phi])\n", " theta = np.degrees(np.arctan2( y-v, x-u))\n", " ax.add_patch(patches.Arc((0., 90), np.sqrt(2)*180, np.sqrt(2)*180, fill=False, edgecolor = 'blue', linewidth=1, theta1=180+45 , theta2=-45))\n", " ax.add_patch(patches.Arc((0., -90), np.sqrt(2)*180, np.sqrt(2)*180, fill=False, edgecolor = 'blue', linewidth=1, theta1=45, theta2=180-45))\n", " ax.add_patch(patches.Arc((90., 0), np.sqrt(2)*180, np.sqrt(2)*180, fill=False, edgecolor = 'blue', linewidth=1, theta1=180-45, theta2=180+45))\n", " ax.add_patch(patches.Arc((-90., 0), np.sqrt(2)*180, np.sqrt(2)*180, fill=False, edgecolor = 'blue', linewidth=1, theta1=-45 , theta2=45))\n", "\n", "\n" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Again change the Miller indices around to see where the reflections *lands*." ] }, { "cell_type": "code", "execution_count": 6, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Projected coordinates: [90. 0.]\n" ] }, { "data": { "application/vnd.jupyter.widget-view+json": { "model_id": "0be2c0cba0cb49e68d5b9adac60b0d27", "version_major": 2, "version_minor": 0 }, "image/png": 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", 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\n", " " ], "text/plain": [ "Canvas(toolbar=Toolbar(toolitems=[('Home', 'Reset original view', 'home', 'home'), ('Back', 'Back to previous …" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "# ------Input ----------\n", "reflection1 = np.array([1, 0, 0])\n", "reflection2 = np.array([2, 1, 1])\n", "\n", "# -----------------------\n", "R = 90 # 90 degrees Ewald sphere\n", "projected1 =(reflection1/np.linalg.norm(reflection1)*R) # Coordinates on ewals sphere surface\n", "projected1 = projected1*R/(R+projected1[2]) # x coordinate on stereographic projection plane\n", "projected2 =(reflection2/np.linalg.norm(reflection2)*R) # Coordinates on ewals sphere surface\n", "projected2 = projected2*R/(R+projected2[2]) # x coordinate on stereographic projection plane\n", "\n", "if projected1[2]>=0:\n", " print(f'Projected coordinates: {projected1[:2]}')\n", "else:\n", " print('negative l Miller index is not supported')\n", "plt.figure()\n", "plt.title(f'Stereographic Projection of {reflection1} and {reflection2}')\n", "wulff_net(plt.gca(), density=10)\n", "add_main_circles(plt.gca())\n", "if projected1[2]>=0:\n", " plt.scatter(projected1[0], projected1[1], color='red')\n", "if projected2[2]>=0:\n", " plt.scatter(projected2[0], projected2[1], color='orange')" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Cubic Crystal Reflections \n", "\n", "change the maximum Miller index around to see what happens" ] }, { "cell_type": "code", "execution_count": 7, "metadata": {}, "outputs": [ { "data": { "application/vnd.jupyter.widget-view+json": { "model_id": "55c25d918c3445ab98faf164cc9b5429", "version_major": 2, "version_minor": 0 }, "image/png": 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", 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"plt.figure()\n", "plt.title(f'Stereographic Projection of hkl up to [{hkl_max}{hkl_max}{hkl_max}]' )\n", "wulff_net(plt.gca(), density=10)\n", "add_main_circles(plt.gca())\n", "color=['orange', 'green', 'red'] + ['blue']*200\n", "for index, spot in enumerate(projected):\n", " color_index = int(np.abs(reflections[index]).sum()-1)\n", " plt.scatter(spot[0], spot[1], color=color[color_index])\n", " if color_index<3:\n", " plt.text(spot[0], spot[1], f'{reflections[index]}', horizontalalignment='left', verticalalignment='top')\n" ] }, { "attachments": {}, "cell_type": "markdown", "metadata": {}, "source": [ "### Stereographic Projections for Any Symmertry and Any Orientation \n", "\n", "We did already all the work in the earlier notebooks and now we can just plot those the projections of the allowed $\\vec{g}$ vectors.\n", "\n", "The stereographic projection is after all only a projection of allowed reflections.\n", "\n", "Use a high ``hkl_max`` parameter (about 15) and you start seeing the Kikuchi bands (next [notebook](CH2_10-Kikuchi_Lines.ipynb)) \n", "\n", "Also see whether you can detect the 3-fold symmetry in [111] zone axis." ] }, { "cell_type": "code", "execution_count": 8, "metadata": {}, "outputs": [ { "data": { "application/vnd.jupyter.widget-view+json": { "model_id": "6b0bd8de78564df988e438084ee59167", "version_major": 2, "version_minor": 0 }, "image/png": 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", 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' +\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", "\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 (fig.ws.readyState == 1 && 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", " rubberband_canvas.addEventListener(\n", " 'dblclick',\n", " on_mouse_event_closure('dblclick')\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", " var img = evt.data;\n", " if (img.type !== 'image/png') {\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", " img.type = 'image/png';\n", " }\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", " img\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.key === this._key) {\n", " return;\n", " } else {\n", " this._key = event.key;\n", " }\n", " }\n", " if (name === 'key_release') {\n", " this._key = null;\n", " }\n", "\n", " var value = '';\n", " if (event.ctrlKey && event.key !== 'Control') {\n", " value += 'ctrl+';\n", " }\n", " else if (event.altKey && event.key !== 'Alt') {\n", " value += 'alt+';\n", " }\n", " else if (event.shiftKey && event.key !== 'Shift') {\n", " value += 'shift+';\n", " }\n", "\n", " value += 'k' + event.key;\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\", \"pgf\", \"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.binaryType = comm.kernel.ws.binaryType;\n", " ws.readyState = comm.kernel.ws.readyState;\n", " function updateReadyState(_event) {\n", " if (comm.kernel.ws) {\n", " ws.readyState = comm.kernel.ws.readyState;\n", " } else {\n", " ws.readyState = 3; // Closed state.\n", " }\n", " }\n", " comm.kernel.ws.addEventListener('open', updateReadyState);\n", " comm.kernel.ws.addEventListener('close', updateReadyState);\n", " comm.kernel.ws.addEventListener('error', updateReadyState);\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", " var data = msg['content']['data'];\n", " if (data['blob'] !== undefined) {\n", " data = {\n", " data: new Blob(msg['buffers'], { type: data['blob'] }),\n", " };\n", " }\n", " // Pass the mpl event to the overridden (by mpl) onmessage function.\n", " ws.onmessage(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": [ "def add_main_planes(ax):\n", " ax.scatter(0, 0, color='blue', s=50)\n", " ax.text(0, 0, '[001]', horizontalalignment='left',verticalalignment='top')\n", " ax.scatter(-90, 0, color='blue', s=50)\n", " ax.text(-90, 0, r'[0$\\bar{1}$0]', horizontalalignment='left',verticalalignment='top')\n", " ax.scatter(90, 0, color='blue', s=50)\n", " ax.text(90, 0, '[010]', horizontalalignment='left',verticalalignment='top')\n", " ax.scatter(0, 90, color='blue', s=50)\n", " ax.text(0, 90, r'[$\\bar{1}$00]', horizontalalignment='left', verticalalignment='top')\n", " ax.scatter(0, -90, color='blue', s=50)\n", " ax.text(0, -90, '[100]', horizontalalignment='left', verticalalignment='top')\n", " \n", " phi_r = np.radians(45)\n", " r = 46.6# 1/np.tan(phi_r/2)*20\n", " x,y = r*np.sin(phi_r), r*np.cos(phi_r)\n", " ax.scatter(x,-y, color='red', s=50)\n", " ax.text(x,-y, '[111]', horizontalalignment='left',verticalalignment='top')\n", " ax.scatter(x,y, color='red', s=50)\n", " ax.text(x,y, r'[$\\bar{1}$11]', horizontalalignment='left',verticalalignment='top')\n", " ax.scatter(-x,y, color='red', s=50)\n", " ax.text(-x,y, r'[$\\bar{1}\\bar{1}$1]', horizontalalignment='left',verticalalignment='top')\n", " ax.scatter(-x,-y, color='red', s=50)\n", " ax.text(-x,-y, r'[1,$\\bar{1}$,1]', horizontalalignment='left',verticalalignment='top')\n", "\n", " ax.scatter(37.2, 0, color='green', s=50)\n", " ax.text(37.2, 0, '[011]', horizontalalignment='left',verticalalignment='top')\n", " ax.scatter(-37.2, 0, color='green', s=50)\n", " ax.text(-37.2, 0, r'[0$\\bar{1}$1]', horizontalalignment='left',verticalalignment='top')\n", " ax.scatter(0, -37.2, color='green', s=50)\n", " ax.text(0, -37.2, r'[101]', horizontalalignment='left',verticalalignment='top')\n", " ax.scatter(0, 37.2, color='green', s=50)\n", " ax.text(0,37.2 , r'[$\\bar{1}$01]', horizontalalignment='left',verticalalignment='top')\n", " \n", " phi = 45\n", " phi_r = np.radians(phi)\n", " x,y = 90*np.sin(phi_r), 90*np.cos(phi_r)\n", "\n", " ax.scatter(-x, -y, color='green', s=50)\n", " ax.text(-x, -y, '[110]', horizontalalignment='left',verticalalignment='top')\n", " ax.scatter(x,-y, color='green', s=50)\n", " ax.text(x,-y, r'[1$\\bar{1}$0]', horizontalalignment='left',verticalalignment='top')\n", " ax.scatter(x,y, color='green', s=50)\n", " ax.text(x,y, r'[$\\bar{1}$10]', horizontalalignment='left',verticalalignment='top')\n", " ax.scatter(-x,y, color='green', s=50)\n", " ax.text(-x,y, r'[$\\bar{1}\\bar{1}$0]', horizontalalignment='left',verticalalignment='top')\n", "\n", "plt.figure(figsize=(5, 5))\n", "\n", "wulff_net(plt.gca(), density=10)\n", "add_main_planes(plt.gca())\n", "add_main_circles(plt.gca())" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Summary\n", "\n", "Lot's of information can be gained with basic crystallogrpahy tools and trigonometry.\n" ] }, { "attachments": {}, "cell_type": "markdown", "metadata": {}, "source": [ "## Navigation\n", "\n", "- **Back: [Spot Diffraction Pattern](CH2_08-Spot_Diffraction_Pattern.ipynb)** \n", "- **Next: [Kikuchi Lines](CH2_10-Kikuchi_Lines.ipynb)** \n", "- **Chapter 2: [Diffraction](CH2_00-Diffraction.ipynb)** \n", "- **List of Content: [Front](../_MSE672_Intro_TEM.ipynb)** " ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [] } ], "metadata": { "kernelspec": { "display_name": "pyTEMlib", "language": "python", "name": "pytemlib" }, "language_info": { "codemirror_mode": { "name": "ipython", "version": 3 }, "file_extension": ".py", "mimetype": "text/x-python", "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", "version": "3.11.7" }, "toc": { "base_numbering": "9", "nav_menu": {}, "number_sections": true, "sideBar": true, "skip_h1_title": false, "title_cell": "Table of Contents", "title_sidebar": "Contents", "toc_cell": false, "toc_position": {}, "toc_section_display": true, "toc_window_display": true }, "vscode": { "interpreter": { "hash": "838e0debddb5b6f29d3d8c39ba50ae8c51920a564d3bac000e89375a158a81de" } } }, "nbformat": 4, "nbformat_minor": 4 }