{
 "cells": [
  {
   "cell_type": "code",
   "execution_count": 145,
   "metadata": {},
   "outputs": [],
   "source": [
    "import h5py\n",
    "import pandas as pd\n",
    "from raster_maker import SonataWriter\n",
    "import numpy as np\n",
    "import matplotlib.pyplot as plt\n",
    "import scipy.signal as ss\n",
    "import scipy"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 146,
   "metadata": {},
   "outputs": [],
   "source": [
    "df = pd.read_csv('Connections.csv')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 147,
   "metadata": {},
   "outputs": [],
   "source": [
    "p_delta = 0.1 # change p_delta of the nodes to 100% modulation\n",
    "num_cells = int(p_delta * df[(df['Source Population']=='exc_stim')&(df.Name.str.contains('dend'))]['Node ID'].nunique())\n",
    "cells_to_change = np.random.choice(df[(df['Source Population']=='exc_stim')&\n",
    "                                      (df.Name.str.contains('dend'))]['Node ID'].unique(),\n",
    "                                   num_cells,\n",
    "                                   replace=False)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 149,
   "metadata": {},
   "outputs": [],
   "source": [
    "depth_of_mod = 1\n",
    "freq = 64\n",
    "phase= 0#2*np.pi/3\n",
    "tsim = 400 # seconds\n",
    "t = np.arange(0,tsim,.001)\n",
    "\n",
    "mod_trace = depth_of_mod*(np.sin((2 * np.pi * freq * t ) - phase) + 1) + (1-depth_of_mod)\n",
    "\n",
    "#numbPoints = scipy.stats.poisson(rate_temp/1000).rvs()#Poisson number of points\n",
    "#simSpks=np.where(numbPoints>0)[0]"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 150,
   "metadata": {},
   "outputs": [],
   "source": [
    "f = h5py.File('exc_stim_spikes.h5','r')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 151,
   "metadata": {},
   "outputs": [],
   "source": [
    "mask = np.isin(f['spikes']['exc_stim']['node_ids'][:], cells_to_change)\n",
    "anti_mask = ~mask"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 152,
   "metadata": {},
   "outputs": [],
   "source": [
    "old_timestamps = f['spikes']['exc_stim']['timestamps'][anti_mask]\n",
    "old_nodeids = f['spikes']['exc_stim']['node_ids'][anti_mask]"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 153,
   "metadata": {},
   "outputs": [],
   "source": [
    "fr_df = pd.DataFrame(np.concatenate((f['spikes']['exc_stim']['timestamps'][mask].reshape(-1,1),\n",
    "                                     f['spikes']['exc_stim']['node_ids'][mask].reshape(-1,1)),axis=1),\n",
    "             columns = ['timestamps','node_ids'])\n",
    "fr_df = (fr_df.groupby('node_ids')['timestamps'].count()/tsim).reset_index()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 154,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div>\n",
       "<style scoped>\n",
       "    .dataframe tbody tr th:only-of-type {\n",
       "        vertical-align: middle;\n",
       "    }\n",
       "\n",
       "    .dataframe tbody tr th {\n",
       "        vertical-align: top;\n",
       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>node_ids</th>\n",
       "      <th>timestamps</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>14.0</td>\n",
       "      <td>2.2650</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>17.0</td>\n",
       "      <td>5.6725</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>28.0</td>\n",
       "      <td>1.2175</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>32.0</td>\n",
       "      <td>10.4400</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>38.0</td>\n",
       "      <td>6.1325</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "   node_ids  timestamps\n",
       "0      14.0      2.2650\n",
       "1      17.0      5.6725\n",
       "2      28.0      1.2175\n",
       "3      32.0     10.4400\n",
       "4      38.0      6.1325"
      ]
     },
     "execution_count": 154,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "fr_df.head()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 155,
   "metadata": {},
   "outputs": [],
   "source": [
    "ts = []\n",
    "nid = []\n",
    "for n in fr_df['node_ids']:\n",
    "    fr = fr_df.loc[fr_df.node_ids==n,'timestamps'].values\n",
    "    #import pdb; pdb.set_trace()\n",
    "    numbPoints = scipy.stats.poisson(fr*mod_trace/1000).rvs()\n",
    "    ts.append(np.where(numbPoints>0)[0])\n",
    "    nid.append(np.repeat(n,np.where(numbPoints>0)[0].shape[0]))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 156,
   "metadata": {},
   "outputs": [],
   "source": [
    "new_timestamps = np.concatenate(ts).ravel()\n",
    "new_nodeids = np.concatenate(nid).ravel()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 157,
   "metadata": {},
   "outputs": [],
   "source": [
    "timestamps = np.concatenate((old_timestamps,new_timestamps)).astype(int)\n",
    "node_ids = np.concatenate((old_nodeids,new_nodeids)).astype(int)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 158,
   "metadata": {},
   "outputs": [],
   "source": [
    "!rm exc_stim_spikes2.h5"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 159,
   "metadata": {},
   "outputs": [],
   "source": [
    "#f = h5py.File(\"exc_stim_spikes2.h5\", \"w\")\n",
    "#f.create_dataset('spikes/exc_stim/timestamps', timestamps, chunks=True)\n",
    "#f.create_dataset('spikes/exc_stim/node_ids', node_ids, chunks=True)\n",
    "#f.close()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 160,
   "metadata": {},
   "outputs": [],
   "source": [
    "fname = 'exc_stim_spikes2.h5'\n",
    "writer = SonataWriter(fname, [\"spikes\", \"exc_stim\"], [\"timestamps\", \"node_ids\"], [np.float, np.int])\n",
    "\n",
    "for i in np.unique(node_ids):\n",
    "    simSpks = timestamps[node_ids==i]\n",
    "    writer.append_repeat(\"node_ids\", int(i), len(simSpks))\n",
    "    writer.append_ds(simSpks, \"timestamps\")\n",
    "    \n",
    "writer.close()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 161,
   "metadata": {},
   "outputs": [],
   "source": [
    "# make sin wave\n",
    "sw = np.sin(2*np.pi*(64/1000)*np.arange(0,tsim*1000,1))\n",
    "pks = ss.find_peaks(sw)[0]\n",
    "\n",
    "prox_spk = np.zeros((pks[::5].shape[0],78))\n",
    "ts = timestamps\n",
    "\n",
    "for c,i in enumerate(pks[::5]):\n",
    "    h = np.histogram(ts[(ts>i) & (ts<i+78)], bins = np.arange(i,i+79))\n",
    "    prox_spk[c,:] = h[0]"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 162,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "[<matplotlib.lines.Line2D at 0x7f930bbb7b00>]"
      ]
     },
     "execution_count": 162,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 432x288 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "plt.plot(np.mean(prox_spk,axis=0))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 163,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "(0, 100)"
      ]
     },
     "execution_count": 163,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 720x720 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "plt.figure(figsize=(10,10))\n",
    "plt.scatter(old_timestamps,old_nodeids)\n",
    "plt.scatter(new_timestamps,new_nodeids)\n",
    "plt.plot(np.arange(0,1000,.1), 100*np.sin(2*np.pi*(64/1000)*np.arange(0,1000,.1))+1000,color='r')\n",
    "plt.xlim(0,100)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 17,
   "metadata": {},
   "outputs": [],
   "source": [
    "f = h5py.File('./exc_stim_spikes.h5','r')\n",
    "g = h5py.File('./prox_inh_stim_spikes.h5','r')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 24,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "(array([18., 30., 24., ..., 19., 27., 31.]),\n",
       " array([    0,     1,     2, ..., 99997, 99998, 99999]),\n",
       " <a list of 99999 Patch objects>)"
      ]
     },
     "execution_count": 24,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": "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\n",
      "text/plain": [
       "<Figure size 432x288 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "plt.hist(f['spikes']['exc_stim']['timestamps'][:],bins=np.arange(0,100000,1))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": [
    "plt.hist(g['spikes']['exc_stim']['timestamps'][:],bins=np.arange(0,100000,1))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 22,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "(0, 100)"
      ]
     },
     "execution_count": 22,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 432x288 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "plt.scatter(f['spikes']['exc_stim']['timestamps'][:],\n",
    "            f['spikes']['exc_stim']['node_ids'][:])\n",
    "plt.scatter(g['spikes']['prox_inh_stim']['timestamps'][:],\n",
    "            g['spikes']['prox_inh_stim']['node_ids'][:])\n",
    "plt.ylim(0,500)\n",
    "plt.xlim(0,100)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 65,
   "metadata": {},
   "outputs": [],
   "source": [
    "f = h5py.File('./output_64Hz_soma_0deg_exc_30p/v_report.h5','r')\n",
    "g = h5py.File('./output_64Hz_soma_180deg_exc_30p/v_report.h5','r')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 64,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "(5.73, 7.34)"
      ]
     },
     "execution_count": 64,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "f['spikes']['biophysical']['timestamps'][:].shape[0]/100, g['spikes']['biophysical']['timestamps'][:].shape[0]/100"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 66,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "[<matplotlib.lines.Line2D at 0x7ff11c5f6710>]"
      ]
     },
     "execution_count": 66,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 432x288 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "plt.plot(f['report']['biophysical']['data'][:,0])\n",
    "plt.plot(g['report']['biophysical']['data'][:,0])"
   ]
  },
  {
   "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": "3.6.10"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 4
}
