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{
 "cells": [
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {},
   "outputs": [],
   "source": [
    "%matplotlib inline"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# Example plot for LFPy: Hay et al. (2011) spike waveforms\n",
    "Run Hay et al. (2011) layer 5b pyramidal cell model, generating and plotting a\n",
    "single action potential and corresponding extracellular potentials (spikes)\n",
    "\n",
    "\n",
    "Copyright (C) 2017 Computational Neuroscience Group, NMBU.\n",
    "\n",
    "This program is free software: you can redistribute it and/or modify\n",
    "it under the terms of the GNU General Public License as published by\n",
    "the Free Software Foundation, either version 3 of the License, or\n",
    "(at your option) any later version.\n",
    "\n",
    "This program is distributed in the hope that it will be useful,\n",
    "but WITHOUT ANY WARRANTY; without even the implied warranty of\n",
    "MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE.  See the\n",
    "GNU General Public License for more details."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {},
   "outputs": [],
   "source": [
    "import numpy as np\n",
    "import sys\n",
    "if sys.version < '3':\n",
    "    from urllib2 import urlopen\n",
    "else:    \n",
    "    from urllib.request import urlopen\n",
    "import ssl\n",
    "from warnings import warn\n",
    "import zipfile\n",
    "import os\n",
    "import matplotlib.pyplot as plt\n",
    "from matplotlib.collections import LineCollection\n",
    "import LFPy\n",
    "import neuron"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Fetch Hay et al. 2011 model files"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {},
   "outputs": [],
   "source": [
    "if not os.path.isfile('L5bPCmodelsEH/morphologies/cell1.asc'):\n",
    "    #get the model files:\n",
    "    u = urlopen('http://senselab.med.yale.edu/ModelDB/eavBinDown.asp?o=139653&a=23&mime=application/zip',\n",
    "                context=ssl._create_unverified_context())\n",
    "    localFile = open('L5bPCmodelsEH.zip', 'wb')\n",
    "    localFile.write(u.read())\n",
    "    localFile.close()\n",
    "    #unzip:\n",
    "    myzip = zipfile.ZipFile('L5bPCmodelsEH.zip', 'r')\n",
    "    myzip.extractall('.')\n",
    "    myzip.close()\n",
    "\n",
    "#compile mod files every time, because of incompatibility with Mainen96 files:\n",
    "if \"win32\" in sys.platform:\n",
    "    pth = \"L5bPCmodelsEH/mod/\"\n",
    "    warn(\"no autompile of NMODL (.mod) files on Windows.\\n\" \n",
    "         + \"Run mknrndll from NEURON bash in the folder L5bPCmodelsEH/mod and rerun example script\")\n",
    "    if not pth in neuron.nrn_dll_loaded:\n",
    "        neuron.h.nrn_load_dll(pth+\"nrnmech.dll\")\n",
    "    neuron.nrn_dll_loaded.append(pth)\n",
    "else:\n",
    "    os.system('''\n",
    "              cd L5bPCmodelsEH/mod/\n",
    "              nrnivmodl\n",
    "              ''')\n",
    "    neuron.load_mechanisms('L5bPCmodelsEH/mod/')"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Simulation parameters:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {},
   "outputs": [],
   "source": [
    "# define cell parameters used as input to cell-class\n",
    "cellParameters = {\n",
    "    'morphology'    : 'L5bPCmodelsEH/morphologies/cell1.asc',\n",
    "    'templatefile'  : ['L5bPCmodelsEH/models/L5PCbiophys3.hoc',\n",
    "                       'L5bPCmodelsEH/models/L5PCtemplate.hoc'],\n",
    "    'templatename'  : 'L5PCtemplate',\n",
    "    'templateargs'  : 'L5bPCmodelsEH/morphologies/cell1.asc',\n",
    "    'passive' : False,\n",
    "    'nsegs_method' : None,\n",
    "    'dt' : 2**-6,\n",
    "    'tstart' : -159,\n",
    "    'tstop' : 10,\n",
    "    'v_init' : -60,\n",
    "    'celsius': 34,\n",
    "    'pt3d' : True,\n",
    "}\n",
    "\n",
    "# Generate the grid in xz-plane over which we calculate local field potentials\n",
    "X, Y, Z = np.mgrid[-4:5:1, 1:2, -4:5:1] * 20\n",
    "# define parameters for extracellular recording electrode, using optional method\n",
    "electrodeParameters = {\n",
    "    'sigma' : 0.3,          # extracellular conductivity\n",
    "    'x' : X.flatten(),      # x,y,z-coordinates of contacts\n",
    "    'y' : Y.flatten(),\n",
    "    'z' : Z.flatten(),\n",
    "    'method' : 'soma_as_point',  #sphere source soma segment\n",
    "    'N' : np.array([[0, 1, 0]]*X.size), #surface normals\n",
    "    'r' : 2.5,              # contact site radius\n",
    "    'n' : 20,               # datapoints for averaging\n",
    "}"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Main simulation procedure, setting up extracellular electrode, cell, synapse:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "metadata": {},
   "outputs": [],
   "source": [
    "# delete old sections from NEURON namespace\n",
    "LFPy.cell.neuron.h(\"forall delete_section()\")\n",
    "\n",
    "# create extracellular electrode object for LFPs on grid\n",
    "electrode = LFPy.RecExtElectrode(**electrodeParameters)\n",
    "\n",
    "# Initialize cell instance, using the LFPy.Cell class\n",
    "cell = LFPy.TemplateCell(**cellParameters)\n",
    "cell.set_rotation(x=4.729, y=-3.166)\n",
    "\n",
    "# Override passive reversal potential, AP is generated\n",
    "for sec in cell.allseclist:\n",
    "    for seg in sec:\n",
    "        seg.e_pas = -59.5\n",
    "\n",
    "# perform NEURON simulation, results saved as attributes in the cell instance\n",
    "cell.simulate(electrode=electrode)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Plot output"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "metadata": {},
   "outputs": [],
   "source": [
    "def plotstuff(cell, electrode):\n",
    "    '''plotting'''\n",
    "    fig = plt.figure(dpi=160)\n",
    "    \n",
    "    ax1 = fig.add_axes([0.05, 0.1, 0.55, 0.9], frameon=False)\n",
    "    cax = fig.add_axes([0.05, 0.115, 0.55, 0.015])\n",
    "    \n",
    "    ax1.plot(electrode.x, electrode.z, '.', marker='o', markersize=1, color='k',\n",
    "             zorder=0)\n",
    "    \n",
    "    #normalize to min peak\n",
    "    LFPmin = electrode.LFP.min(axis=1)\n",
    "    LFPnorm = -(electrode.LFP.T / LFPmin).T\n",
    "    \n",
    "    i = 0\n",
    "    zips = []\n",
    "    for x in LFPnorm:\n",
    "        zips.append(list(zip(cell.tvec*1.6 + electrode.x[i] + 2,\n",
    "                        x*12 + electrode.z[i])))\n",
    "        i += 1\n",
    "    \n",
    "    line_segments = LineCollection(zips,\n",
    "                                    linewidths = (1),\n",
    "                                    linestyles = 'solid',\n",
    "                                    cmap='nipy_spectral',\n",
    "                                    zorder=1,\n",
    "                                    rasterized=False)\n",
    "    line_segments.set_array(np.log10(-LFPmin))\n",
    "    ax1.add_collection(line_segments)\n",
    "    \n",
    "    axcb = fig.colorbar(line_segments, cax=cax, orientation='horizontal')\n",
    "    axcb.outline.set_visible(False)\n",
    "    xticklabels = np.array([-0.1  , -0.05 , -0.02 , -0.01 , -0.005, -0.002])\n",
    "    xticks = np.log10(-xticklabels)\n",
    "    axcb.set_ticks(xticks)\n",
    "    axcb.set_ticklabels(np.round(-10**xticks, decimals=3))  \n",
    "    axcb.set_label('spike amplitude (mV)', va='center')\n",
    "    \n",
    "    ax1.plot([22, 38], [100, 100], color='k', lw = 1)\n",
    "    ax1.text(22, 102, '10 ms')\n",
    "    \n",
    "    ax1.plot([60, 80], [100, 100], color='k', lw = 1)\n",
    "    ax1.text(60, 102, '20 $\\mu$m')\n",
    "    \n",
    "    ax1.set_xticks([])\n",
    "    ax1.set_yticks([])\n",
    "    \n",
    "    axis = ax1.axis(ax1.axis('equal'))\n",
    "    ax1.set_xlim(axis[0]*1.02, axis[1]*1.02)\n",
    "    \n",
    "    # plot morphology\n",
    "    zips = []\n",
    "    for x, z in cell.get_pt3d_polygons():\n",
    "        zips.append(list(zip(x, z)))\n",
    "    from matplotlib.collections import PolyCollection\n",
    "    polycol = PolyCollection(zips, edgecolors='none',\n",
    "                             facecolors='gray', zorder=-1, rasterized=False)\n",
    "    ax1.add_collection(polycol)\n",
    "\n",
    "    ax1.text(-0.05, 0.95, 'a',\n",
    "        horizontalalignment='center',\n",
    "        verticalalignment='center',\n",
    "        fontsize=16, fontweight='demibold',\n",
    "        transform=ax1.transAxes)\n",
    "    \n",
    "\n",
    "    # plot extracellular spike in detail\n",
    "    ind = np.where(electrode.LFP == electrode.LFP.min())[0][0]\n",
    "    timeind = (cell.tvec >= 0) & (cell.tvec <= 10)\n",
    "    xticks = np.arange(10)\n",
    "    xticklabels = xticks\n",
    "    LFPtrace = electrode.LFP[ind, ]\n",
    "    vline0 = cell.tvec[cell.somav==cell.somav.max()]\n",
    "    vline1 = cell.tvec[LFPtrace == LFPtrace.min()]\n",
    "    vline2 = cell.tvec[LFPtrace == LFPtrace.max()]\n",
    "    \n",
    "    # plot asterix to link trace in (a) and (c)\n",
    "    ax1.plot(electrode.x[ind], electrode.z[ind], '*', markersize=5, \n",
    "             markeredgecolor='none', markerfacecolor='k')\n",
    "    \n",
    "    ax2 = fig.add_axes([0.75, 0.6, 0.2, 0.35], frameon=True)\n",
    "    ax2.plot(cell.tvec[timeind], cell.somav[timeind], lw=1, color='k', clip_on=False)\n",
    "    \n",
    "    ax2.vlines(vline0, cell.somav.min(), cell.somav.max(), 'k', 'dashed', lw=0.25)\n",
    "    ax2.vlines(vline1, cell.somav.min(), cell.somav.max(), 'k', 'dashdot', lw=0.25)\n",
    "    ax2.vlines(vline2, cell.somav.min(), cell.somav.max(), 'k', 'dotted', lw=0.25)\n",
    "    \n",
    "    ax2.set_xticks(xticks)\n",
    "    ax2.set_xticklabels(xticks)\n",
    "    ax2.axis(ax2.axis('tight'))\n",
    "    ax2.set_ylabel(r'$V_\\mathrm{soma}(t)$ (mV)')\n",
    "    \n",
    "    for loc, spine in ax2.spines.items():\n",
    "        if loc in ['right', 'top']:\n",
    "            spine.set_color('none')            \n",
    "    ax2.xaxis.set_ticks_position('bottom')\n",
    "    ax2.yaxis.set_ticks_position('left')\n",
    "    \n",
    "    ax2.set_title('somatic potential', va='center')\n",
    "\n",
    "    ax2.text(-0.3, 1.0, 'b',\n",
    "        horizontalalignment='center',\n",
    "        verticalalignment='center',\n",
    "        fontsize=16, fontweight='demibold',\n",
    "        transform=ax2.transAxes)\n",
    "\n",
    "    ax3 = fig.add_axes([0.75, 0.1, 0.2, 0.35], frameon=True)\n",
    "    ax3.plot(cell.tvec[timeind], LFPtrace[timeind], lw=1, color='k', clip_on=False)\n",
    "    ax3.plot(0.5, 0, '*', markersize=5, markeredgecolor='none', markerfacecolor='k')\n",
    "\n",
    "    ax3.vlines(vline0, LFPtrace.min(), LFPtrace.max(), 'k', 'dashed', lw=0.25)\n",
    "    ax3.vlines(vline1, LFPtrace.min(), LFPtrace.max(), 'k', 'dashdot', lw=0.25)\n",
    "    ax3.vlines(vline2, LFPtrace.min(), LFPtrace.max(), 'k', 'dotted', lw=0.25)\n",
    "\n",
    "    ax3.set_xticks(xticks)\n",
    "    ax3.set_xticklabels(xticks)\n",
    "    ax3.axis(ax3.axis('tight'))\n",
    "    \n",
    "    for loc, spine in ax3.spines.items():\n",
    "        if loc in ['right', 'top']:\n",
    "            spine.set_color('none')            \n",
    "    ax3.xaxis.set_ticks_position('bottom')\n",
    "    ax3.yaxis.set_ticks_position('left')\n",
    "\n",
    "    ax3.set_xlabel(r'$t$ (ms)', va='center')\n",
    "    ax3.set_ylabel(r'$\\Phi(\\mathbf{r},t)$ (mV)')\n",
    "                   \n",
    "    ax3.set_title('extracellular spike', va='center')\n",
    "\n",
    "    ax3.text(-0.3, 1.0, 'c',\n",
    "        horizontalalignment='center',\n",
    "        verticalalignment='center',\n",
    "        fontsize=16, fontweight='demibold',\n",
    "        transform=ax3.transAxes)\n",
    "\n",
    "    return fig"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 960x640 with 4 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "# Plotting of simulation results:\n",
    "fig = plotstuff(cell, electrode)\n",
    "# Optional: save image\n",
    "# fig.savefig('LFPy-example-4.pdf')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": []
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "Python 3",
   "language": "python",
   "name": "python3"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.6.8"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 2
}