kingjr/ipyvolume_topo.ipynb

## ipyvolume_topo.ipynb
{
 "cells": [
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<matplotlib.figure.Figure at 0x7f46928a5f10>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "%matplotlib inline\n",
    "import numpy as np\n",
    "import matplotlib.pyplot as plt\n",
    "import mne\n",
    "import os.path as op\n",
    "from scipy.spatial import Delaunay\n",
    "import ipyvolume as p3\n",
    "\n",
    "data_path = mne.datasets.sample.data_path()\n",
    "fname = op.join(data_path, 'MEG', 'sample', 'sample_audvis-ave.fif')\n",
    "evoked = mne.read_evokeds(fname, baseline=(None, 0), proj=True, verbose=False)[0]\n",
    "evoked = evoked.pick_types(meg='mag', eeg=False)\n",
    "evoked.plot_joint();"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {},
   "outputs": [],
   "source": [
    "# transform evoked into colors\n",
    "cmap = plt.get_cmap('RdBu_r')\n",
    "data = np.array(evoked.data)\n",
    "n_chans, n_times = data.shape\n",
    "vmax = data.max()\n",
    "data[data<=-vmax] = -vmax\n",
    "data[data>=vmax] = vmax\n",
    "data -= -vmax\n",
    "data /= 2*vmax\n",
    "colors = np.reshape(cmap(data.ravel())[:, :3], [n_chans, n_times, 3])\n",
    "colors = colors.transpose(1, 0, 2)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "metadata": {},
   "outputs": [
    {
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       "version_major": 2,
       "version_minor": 0
      },
      "text/html": [
       "<p>Failed to display Jupyter Widget of type <code>VBox</code>.</p>\n",
       "<p>\n",
       "  If you're reading this message in the Jupyter Notebook or JupyterLab Notebook, it may mean\n",
       "  that the widgets JavaScript is still loading. If this message persists, it\n",
       "  likely means that the widgets JavaScript library is either not installed or\n",
       "  not enabled. See the <a href=\"https://ipywidgets.readthedocs.io/en/stable/user_install.html\">Jupyter\n",
       "  Widgets Documentation</a> for setup instructions.\n",
       "</p>\n",
       "<p>\n",
       "  If you're reading this message in another frontend (for example, a static\n",
       "  rendering on GitHub or <a href=\"https://nbviewer.jupyter.org/\">NBViewer</a>),\n",
       "  it may mean that your frontend doesn't currently support widgets.\n",
       "</p>\n"
      ],
      "text/plain": [
       "VBox(children=(Figure(animation=10.0, animation_exponent=1.0, camera_center=[0.0, 0.0, 0.0], height=500, matrix_projection=[0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0], matrix_world=[0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0], meshes=[Mesh(color=array([[[0.96908881, 0.96647443, 0.96493656],\n",
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       "       -0.0542    , -0.0861    , -0.0884    , -0.1051    , -0.1034    ,\n",
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       "       -0.0661    , -0.0798    , -0.0994    , -0.0033    , -0.0206    ,\n",
       "       -0.0524    , -0.0361    ]), z=array([[-0.0604, -0.0256, -0.0266, ..., -0.0621, -0.062 , -0.0278],\n",
       "       [-0.0604, -0.0256, -0.0266, ..., -0.0621, -0.062 , -0.0278],\n",
       "       [-0.0604, -0.0256, -0.0266, ..., -0.0621, -0.062 , -0.0278],\n",
       "       ...,\n",
       "       [-0.0604, -0.0256, -0.0266, ..., -0.0621, -0.062 , -0.0278],\n",
       "       [-0.0604, -0.0256, -0.0266, ..., -0.0621, -0.062 , -0.0278],\n",
       "       [-0.0604, -0.0256, -0.0266, ..., -0.0621, -0.062 , -0.0278]]))], style={'box': {'visible': True}, 'axes': {'color': 'black', 'visible': True, 'ticklabel': {'color': 'black'}, 'label': {'color': 'black'}}, 'background-color': 'white'}, tf=None, width=400, xlim=[-0.11060000211000443, 0.1445000022649765], ylim=[-0.11060000211000443, 0.1445000022649765], zlim=[-0.11060000211000443, 0.1445000022649765]), HBox(children=(Play(value=0, interval=10, max=420), FloatSlider(value=0.0, max=420.0, step=1.0)))))"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# set up 3D mesh\n",
    "pos3D = np.array([ch['loc'][:3] for ch in evoked.info['chs']])\n",
    "tri3D = Delaunay(pos3D).convex_hull\n",
    "\n",
    "# plot\n",
    "fig = p3.figure()\n",
    "s = p3.plot_trisurf(pos3D[:, 0], pos3D[:, 1], [pos3D[:, 2] for _ in range(n_times)],\n",
    "                    triangles=tri3D, color=colors)\n",
    "p3.xyzlim(pos3D.min(), pos3D.max())\n",
    "p3.animation_control(s, interval=10)\n",
    "p3.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {},
   "outputs": [
    {
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      "text/html": [
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       "        3.88598479e-01,  3.64377672e-01]), y=array([ 0.21921269,  0.24798546,  0.13560263,  0.07558156,  0.12619932,\n",
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       "       -0.16484755, -0.2329225 , -0.23265921, -0.30438816, -0.3694654 ,\n",
       "       -0.4209698 , -0.4208967 , -0.04169701, -0.04788332, -0.12321118,\n",
       "       -0.09630405, -0.20218057, -0.24531229, -0.35246698, -0.29015459,\n",
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       "       -0.21982215, -0.30576736, -0.3815068 ,  0.00298669, -0.06863966,\n",
       "       -0.19912554, -0.11434157]), z=array([[0.00079247, 0.00083548, 0.00084566, ..., 0.00080531, 0.00080934,\n",
       "        0.00085415],\n",
       "       [0.00079247, 0.00083548, 0.00084566, ..., 0.00080531, 0.00080934,\n",
       "        0.00085415],\n",
       "       [0.00079247, 0.00083548, 0.00084566, ..., 0.00080531, 0.00080934,\n",
       "        0.00085415],\n",
       "       ...,\n",
       "       [0.00079247, 0.00083548, 0.00084566, ..., 0.00080531, 0.00080934,\n",
       "        0.00085415],\n",
       "       [0.00079247, 0.00083548, 0.00084566, ..., 0.00080531, 0.00080934,\n",
       "        0.00085415],\n",
       "       [0.00079247, 0.00083548, 0.00084566, ..., 0.00080531, 0.00080934,\n",
       "        0.00085415]]))], style={'box': {'visible': True}, 'axes': {'color': 'black', 'visible': True, 'ticklabel': {'color': 'black'}, 'label': {'color': 'black'}}, 'background-color': 'white'}, tf=None, width=400, xlim=[-0.43999078922032964, 0.43936000550906223], ylim=[-0.43999078922032964, 0.43936000550906223], zlim=[-0.43999078922032964, 0.43936000550906223]), HBox(children=(Play(value=0, interval=10, max=420), FloatSlider(value=0.0, max=420.0, step=1.0)))))"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# set up 2D topography\n",
    "pos = mne.find_layout(evoked.info).pos[:, :3]\n",
    "pos -= pos.mean(0, keepdims=True)\n",
    "pos[:, 2] = (1-(pos[:, 0] ** 2 + pos[:, 1] ** 2))/1e3\n",
    "tri2D = Delaunay(pos).convex_hull\n",
    "\n",
    "# plot\n",
    "fig = p3.figure()\n",
    "s = p3.plot_trisurf(pos[:, 0], pos[:, 1], [pos[:, 2] for _ in range(n_times)],\n",
    "                    triangles=tri2D, color=colors)\n",
    "p3.xyzlim(pos.min(), pos.max())\n",
    "p3.animation_control(s, interval=10, add=True)\n",
    "p3.show()"
   ]
  }
 ],
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