CaImAn_stim_align.ipynb

{
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  {
   "cell_type": "code",
   "execution_count": 1,
   "id": "79378e6a-b14c-4378-a820-989bcb165b01",
   "metadata": {},
   "outputs": [],
   "source": [
    "import pandas as pd\n",
    "import numpy as np\n",
    "import matplotlib.pyplot as plt"
   ]
  },
  {
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   "execution_count": 2,
   "id": "a1d1199d-9706-4495-8daa-c8055fafd96f",
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     },
     "execution_count": 2,
     "metadata": {},
     "output_type": "execute_result"
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   ],
   "source": [
    "f_df_traces=r'C:\\Users\\neuro\\OneDrive\\Documentos\\Nicole\\BTBR_GCaMP6\\BTBR_R2_HEMBRA_PASIVA_27-09-2023\\C_traces_BTBR_R2_HEMBRA_PASIVA.csv'\n",
    "C=pd.read_csv(f_df_traces)\n",
    "C"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "id": "a4d782ca-16da-4460-8d5a-705efafc2f0c",
   "metadata": {},
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       "      <td>1</td>\n",
       "      <td>0.200046</td>\n",
       "      <td>439.976484</td>\n",
       "      <td>554.496037</td>\n",
       "      <td>115.298932</td>\n",
       "      <td>83.672382</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>...</td>\n",
       "      <td>1.472303e+02</td>\n",
       "      <td>214.284313</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>226.244356</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>126.200513</td>\n",
       "      <td>300.987938</td>\n",
       "      <td>1.536430e+02</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.000000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>2</td>\n",
       "      <td>0.400092</td>\n",
       "      <td>410.143111</td>\n",
       "      <td>503.510114</td>\n",
       "      <td>105.636492</td>\n",
       "      <td>76.612913</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>...</td>\n",
       "      <td>1.381606e+02</td>\n",
       "      <td>421.039946</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>205.507891</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>113.802471</td>\n",
       "      <td>275.973158</td>\n",
       "      <td>1.487379e+02</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.000000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>3</td>\n",
       "      <td>0.600138</td>\n",
       "      <td>402.197557</td>\n",
       "      <td>552.778283</td>\n",
       "      <td>96.783800</td>\n",
       "      <td>159.025366</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>25.082571</td>\n",
       "      <td>...</td>\n",
       "      <td>1.296497e+02</td>\n",
       "      <td>383.636645</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>377.607109</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>102.622422</td>\n",
       "      <td>253.037325</td>\n",
       "      <td>1.419572e+02</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.000000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>4</td>\n",
       "      <td>0.800184</td>\n",
       "      <td>374.925834</td>\n",
       "      <td>819.208263</td>\n",
       "      <td>88.672994</td>\n",
       "      <td>145.608334</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>23.107590</td>\n",
       "      <td>...</td>\n",
       "      <td>1.216630e+02</td>\n",
       "      <td>408.163659</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>354.297769</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>118.664596</td>\n",
       "      <td>232.007677</td>\n",
       "      <td>1.704254e+02</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.000000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>...</th>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4345</th>\n",
       "      <td>4345</td>\n",
       "      <td>869.199816</td>\n",
       "      <td>0.667872</td>\n",
       "      <td>0.073192</td>\n",
       "      <td>0.027042</td>\n",
       "      <td>0.004857</td>\n",
       "      <td>37.053663</td>\n",
       "      <td>0.000021</td>\n",
       "      <td>1.585548e-21</td>\n",
       "      <td>117.989826</td>\n",
       "      <td>...</td>\n",
       "      <td>3.863653e-11</td>\n",
       "      <td>592.454778</td>\n",
       "      <td>63.502886</td>\n",
       "      <td>188.269794</td>\n",
       "      <td>639.992349</td>\n",
       "      <td>190.241634</td>\n",
       "      <td>68.840880</td>\n",
       "      <td>2.443234e-42</td>\n",
       "      <td>210.211161</td>\n",
       "      <td>1607.368737</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4346</th>\n",
       "      <td>4346</td>\n",
       "      <td>869.399862</td>\n",
       "      <td>0.622586</td>\n",
       "      <td>0.066462</td>\n",
       "      <td>0.024776</td>\n",
       "      <td>0.004447</td>\n",
       "      <td>32.861807</td>\n",
       "      <td>0.000013</td>\n",
       "      <td>9.762217e-22</td>\n",
       "      <td>108.699404</td>\n",
       "      <td>...</td>\n",
       "      <td>3.625644e-11</td>\n",
       "      <td>539.823709</td>\n",
       "      <td>56.281942</td>\n",
       "      <td>171.013880</td>\n",
       "      <td>600.343019</td>\n",
       "      <td>171.552135</td>\n",
       "      <td>63.119588</td>\n",
       "      <td>2.290531e-42</td>\n",
       "      <td>196.185486</td>\n",
       "      <td>3166.807499</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4347</th>\n",
       "      <td>4347</td>\n",
       "      <td>869.599908</td>\n",
       "      <td>0.580370</td>\n",
       "      <td>0.060351</td>\n",
       "      <td>0.022700</td>\n",
       "      <td>0.004072</td>\n",
       "      <td>29.144173</td>\n",
       "      <td>0.000008</td>\n",
       "      <td>6.010596e-22</td>\n",
       "      <td>100.140515</td>\n",
       "      <td>...</td>\n",
       "      <td>3.402297e-11</td>\n",
       "      <td>491.868213</td>\n",
       "      <td>49.882095</td>\n",
       "      <td>155.339576</td>\n",
       "      <td>563.150076</td>\n",
       "      <td>154.698696</td>\n",
       "      <td>57.873790</td>\n",
       "      <td>2.137829e-42</td>\n",
       "      <td>183.095629</td>\n",
       "      <td>4027.146255</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4348</th>\n",
       "      <td>4348</td>\n",
       "      <td>869.799954</td>\n",
       "      <td>0.541017</td>\n",
       "      <td>0.054802</td>\n",
       "      <td>0.020797</td>\n",
       "      <td>0.003728</td>\n",
       "      <td>25.847112</td>\n",
       "      <td>0.000005</td>\n",
       "      <td>3.700723e-22</td>\n",
       "      <td>92.255523</td>\n",
       "      <td>...</td>\n",
       "      <td>3.192708e-11</td>\n",
       "      <td>448.172813</td>\n",
       "      <td>44.209980</td>\n",
       "      <td>141.101884</td>\n",
       "      <td>528.261350</td>\n",
       "      <td>139.500978</td>\n",
       "      <td>53.063961</td>\n",
       "      <td>1.985127e-42</td>\n",
       "      <td>170.879152</td>\n",
       "      <td>3796.983592</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4349</th>\n",
       "      <td>4349</td>\n",
       "      <td>870.000000</td>\n",
       "      <td>1331.496155</td>\n",
       "      <td>352.824192</td>\n",
       "      <td>331.004782</td>\n",
       "      <td>164.592236</td>\n",
       "      <td>219.703550</td>\n",
       "      <td>0.000003</td>\n",
       "      <td>2.278535e-22</td>\n",
       "      <td>84.991405</td>\n",
       "      <td>...</td>\n",
       "      <td>2.996031e-11</td>\n",
       "      <td>408.359127</td>\n",
       "      <td>986.438390</td>\n",
       "      <td>128.169163</td>\n",
       "      <td>495.534054</td>\n",
       "      <td>125.796286</td>\n",
       "      <td>524.871706</td>\n",
       "      <td>1.985127e-42</td>\n",
       "      <td>269.914804</td>\n",
       "      <td>3579.975382</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "<p>4350 rows × 68 columns</p>\n",
       "</div>"
      ],
      "text/plain": [
       "      Frame        time            1           2           3           4  \\\n",
       "0         0    0.000000   393.628158  610.644819   88.229411   66.662744   \n",
       "1         1    0.200046   439.976484  554.496037  115.298932   83.672382   \n",
       "2         2    0.400092   410.143111  503.510114  105.636492   76.612913   \n",
       "3         3    0.600138   402.197557  552.778283   96.783800  159.025366   \n",
       "4         4    0.800184   374.925834  819.208263   88.672994  145.608334   \n",
       "...     ...         ...          ...         ...         ...         ...   \n",
       "4345   4345  869.199816     0.667872    0.073192    0.027042    0.004857   \n",
       "4346   4346  869.399862     0.622586    0.066462    0.024776    0.004447   \n",
       "4347   4347  869.599908     0.580370    0.060351    0.022700    0.004072   \n",
       "4348   4348  869.799954     0.541017    0.054802    0.020797    0.003728   \n",
       "4349   4349  870.000000  1331.496155  352.824192  331.004782  164.592236   \n",
       "\n",
       "               5         6             7           8  ...            57  \\\n",
       "0       0.000000  0.000000  0.000000e+00    0.000000  ...  1.568954e+02   \n",
       "1       0.000000  0.000000  0.000000e+00    0.000000  ...  1.472303e+02   \n",
       "2       0.000000  0.000000  0.000000e+00    0.000000  ...  1.381606e+02   \n",
       "3       0.000000  0.000000  0.000000e+00   25.082571  ...  1.296497e+02   \n",
       "4       0.000000  0.000000  0.000000e+00   23.107590  ...  1.216630e+02   \n",
       "...          ...       ...           ...         ...  ...           ...   \n",
       "4345   37.053663  0.000021  1.585548e-21  117.989826  ...  3.863653e-11   \n",
       "4346   32.861807  0.000013  9.762217e-22  108.699404  ...  3.625644e-11   \n",
       "4347   29.144173  0.000008  6.010596e-22  100.140515  ...  3.402297e-11   \n",
       "4348   25.847112  0.000005  3.700723e-22   92.255523  ...  3.192708e-11   \n",
       "4349  219.703550  0.000003  2.278535e-22   84.991405  ...  2.996031e-11   \n",
       "\n",
       "              58          59          60          61          62          63  \\\n",
       "0     215.640692    0.000000  249.073205    0.000000  120.648935  328.270107   \n",
       "1     214.284313    0.000000  226.244356    0.000000  126.200513  300.987938   \n",
       "2     421.039946    0.000000  205.507891    0.000000  113.802471  275.973158   \n",
       "3     383.636645    0.000000  377.607109    0.000000  102.622422  253.037325   \n",
       "4     408.163659    0.000000  354.297769    0.000000  118.664596  232.007677   \n",
       "...          ...         ...         ...         ...         ...         ...   \n",
       "4345  592.454778   63.502886  188.269794  639.992349  190.241634   68.840880   \n",
       "4346  539.823709   56.281942  171.013880  600.343019  171.552135   63.119588   \n",
       "4347  491.868213   49.882095  155.339576  563.150076  154.698696   57.873790   \n",
       "4348  448.172813   44.209980  141.101884  528.261350  139.500978   53.063961   \n",
       "4349  408.359127  986.438390  128.169163  495.534054  125.796286  524.871706   \n",
       "\n",
       "                64          65           66  \n",
       "0     1.612700e+02    0.000000     0.000000  \n",
       "1     1.536430e+02    0.000000     0.000000  \n",
       "2     1.487379e+02    0.000000     0.000000  \n",
       "3     1.419572e+02    0.000000     0.000000  \n",
       "4     1.704254e+02    0.000000     0.000000  \n",
       "...            ...         ...          ...  \n",
       "4345  2.443234e-42  210.211161  1607.368737  \n",
       "4346  2.290531e-42  196.185486  3166.807499  \n",
       "4347  2.137829e-42  183.095629  4027.146255  \n",
       "4348  1.985127e-42  170.879152  3796.983592  \n",
       "4349  1.985127e-42  269.914804  3579.975382  \n",
       "\n",
       "[4350 rows x 68 columns]"
      ]
     },
     "execution_count": 4,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# Find the length of the longest column (i.e., the number of rows in the DataFrame)\n",
    "max_len = len(C)\n",
    "\n",
    "# Add a new column with values from 1 to max_len\n",
    "C.insert(0, 'Frame', range(0, max_len ))\n",
    "\n",
    "# Display the DataFrame with the new column\n",
    "C"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "id": "78a27ff7-d393-41d5-9131-001e44295271",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "[[[   0.  431.]\n",
      "  [   0.  963.]\n",
      "  [   0. 1249.]\n",
      "  [   0. 1906.]\n",
      "  [   0. 2254.]\n",
      "  [   0. 2909.]\n",
      "  [   0. 3442.]\n",
      "  [   0. 3913.]]\n",
      "\n",
      " [[  45.   61.]\n",
      "  [  45.  655.]\n",
      "  [  45. 1373.]\n",
      "  [  45. 2090.]\n",
      "  [  45. 2438.]\n",
      "  [  45. 3155.]\n",
      "  [  45. 3627.]\n",
      "  [  45. 3974.]]\n",
      "\n",
      " [[  90.  308.]\n",
      "  [  90. 1025.]\n",
      "  [  90. 1558.]\n",
      "  [  90. 1967.]\n",
      "  [  90. 2500.]\n",
      "  [  90. 2724.]\n",
      "  [  90. 3380.]\n",
      "  [  90. 4036.]]\n",
      "\n",
      " [[ 135.  123.]\n",
      "  [ 135.  902.]\n",
      "  [ 135. 1496.]\n",
      "  [ 135. 2029.]\n",
      "  [ 135. 2561.]\n",
      "  [ 135. 2786.]\n",
      "  [ 135. 3318.]\n",
      "  [ 135. 4159.]]\n",
      "\n",
      " [[ 180.  369.]\n",
      "  [ 180.  594.]\n",
      "  [ 180. 1188.]\n",
      "  [ 180. 1782.]\n",
      "  [ 180. 2192.]\n",
      "  [ 180. 2971.]\n",
      "  [ 180. 3503.]\n",
      "  [ 180. 3790.]]\n",
      "\n",
      " [[ 225.  246.]\n",
      "  [ 225.  779.]\n",
      "  [ 225. 1311.]\n",
      "  [ 225. 1844.]\n",
      "  [ 225. 2315.]\n",
      "  [ 225. 3094.]\n",
      "  [ 225. 3257.]\n",
      "  [ 225. 4097.]]\n",
      "\n",
      " [[ 270.  492.]\n",
      "  [ 270.  840.]\n",
      "  [ 270. 1435.]\n",
      "  [ 270. 1659.]\n",
      "  [ 270. 2623.]\n",
      "  [ 270. 2847.]\n",
      "  [ 270. 3565.]\n",
      "  [ 270. 4221.]]\n",
      "\n",
      " [[ 315.  184.]\n",
      "  [ 315.  717.]\n",
      "  [ 315. 1126.]\n",
      "  [ 315. 1721.]\n",
      "  [ 315. 2376.]\n",
      "  [ 315. 3032.]\n",
      "  [ 315. 3688.]\n",
      "  [ 315. 3851.]]]\n"
     ]
    },
    {
     "data": {
      "text/plain": [
       "(8, 8, 2)"
      ]
     },
     "execution_count": 5,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "stimsnframes = np.load('result.npy')\n",
    "\n",
    "print(stimsnframes)\n",
    "stimsnframes.shape"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "id": "9664ed74-9abc-44e6-b9f4-c4a995136d72",
   "metadata": {},
   "outputs": [
    {
     "data": {
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       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>Frame</th>\n",
       "      <th>Stim</th>\n",
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       "      <th>Stim</th>\n",
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       "      <th>61</th>\n",
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       "    <tr>\n",
       "      <th>123</th>\n",
       "      <td>123</td>\n",
       "      <td>135.0</td>\n",
       "      <td>24.605656</td>\n",
       "      <td>44.146528</td>\n",
       "      <td>605.321206</td>\n",
       "      <td>35.357892</td>\n",
       "      <td>213.267857</td>\n",
       "      <td>78.306244</td>\n",
       "      <td>2.647587e+00</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>...</td>\n",
       "      <td>512.677373</td>\n",
       "      <td>455.859921</td>\n",
       "      <td>116.104193</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>54.666191</td>\n",
       "      <td>492.219579</td>\n",
       "      <td>3.379130e+02</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>4.456103e+01</td>\n",
       "      <td>135.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>184</th>\n",
       "      <td>184</td>\n",
       "      <td>315.0</td>\n",
       "      <td>36.808462</td>\n",
       "      <td>424.599034</td>\n",
       "      <td>138.845657</td>\n",
       "      <td>554.126567</td>\n",
       "      <td>182.804980</td>\n",
       "      <td>30.280135</td>\n",
       "      <td>1.289944e-07</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>...</td>\n",
       "      <td>252.058038</td>\n",
       "      <td>52.349509</td>\n",
       "      <td>22.263869</td>\n",
       "      <td>2.696151</td>\n",
       "      <td>7.778335</td>\n",
       "      <td>72.783338</td>\n",
       "      <td>2.611419e+02</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>1.229916e+00</td>\n",
       "      <td>315.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>246</th>\n",
       "      <td>246</td>\n",
       "      <td>225.0</td>\n",
       "      <td>49.211313</td>\n",
       "      <td>20.568506</td>\n",
       "      <td>46.481679</td>\n",
       "      <td>316.979806</td>\n",
       "      <td>150.988403</td>\n",
       "      <td>22.817505</td>\n",
       "      <td>2.882186e-21</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>...</td>\n",
       "      <td>132.527669</td>\n",
       "      <td>29.865334</td>\n",
       "      <td>89.376187</td>\n",
       "      <td>0.051130</td>\n",
       "      <td>3.147583</td>\n",
       "      <td>64.177738</td>\n",
       "      <td>1.607988e+02</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>3.200639e-02</td>\n",
       "      <td>225.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>308</th>\n",
       "      <td>308</td>\n",
       "      <td>90.0</td>\n",
       "      <td>61.614164</td>\n",
       "      <td>0.264589</td>\n",
       "      <td>280.545238</td>\n",
       "      <td>3.460420</td>\n",
       "      <td>8.242981</td>\n",
       "      <td>0.505812</td>\n",
       "      <td>4.629142e-08</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>...</td>\n",
       "      <td>26.451771</td>\n",
       "      <td>61.268167</td>\n",
       "      <td>0.685815</td>\n",
       "      <td>0.000970</td>\n",
       "      <td>91.717507</td>\n",
       "      <td>544.029367</td>\n",
       "      <td>2.950100e+02</td>\n",
       "      <td>17.117244</td>\n",
       "      <td>8.329098e-04</td>\n",
       "      <td>90.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>...</th>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3974</th>\n",
       "      <td>3974</td>\n",
       "      <td>45.0</td>\n",
       "      <td>794.982755</td>\n",
       "      <td>175.498203</td>\n",
       "      <td>9.353675</td>\n",
       "      <td>2.364350</td>\n",
       "      <td>7.651767</td>\n",
       "      <td>144.037862</td>\n",
       "      <td>1.214224e-07</td>\n",
       "      <td>3.901541e-07</td>\n",
       "      <td>...</td>\n",
       "      <td>373.065455</td>\n",
       "      <td>1.382365</td>\n",
       "      <td>228.158905</td>\n",
       "      <td>359.923160</td>\n",
       "      <td>0.249721</td>\n",
       "      <td>0.612370</td>\n",
       "      <td>1.983306e-34</td>\n",
       "      <td>260.585640</td>\n",
       "      <td>9.648930e-01</td>\n",
       "      <td>45.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4036</th>\n",
       "      <td>4036</td>\n",
       "      <td>90.0</td>\n",
       "      <td>807.385606</td>\n",
       "      <td>51.362004</td>\n",
       "      <td>24.139593</td>\n",
       "      <td>11.428391</td>\n",
       "      <td>6.750763</td>\n",
       "      <td>4.954689</td>\n",
       "      <td>2.713000e-21</td>\n",
       "      <td>3.405013e-20</td>\n",
       "      <td>...</td>\n",
       "      <td>129.449007</td>\n",
       "      <td>15.606069</td>\n",
       "      <td>160.061538</td>\n",
       "      <td>389.728372</td>\n",
       "      <td>33.892453</td>\n",
       "      <td>118.260963</td>\n",
       "      <td>9.412619e-36</td>\n",
       "      <td>107.347964</td>\n",
       "      <td>2.510965e-02</td>\n",
       "      <td>90.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4097</th>\n",
       "      <td>4097</td>\n",
       "      <td>225.0</td>\n",
       "      <td>819.588411</td>\n",
       "      <td>330.640477</td>\n",
       "      <td>0.351480</td>\n",
       "      <td>0.195350</td>\n",
       "      <td>1.665797</td>\n",
       "      <td>6.957439</td>\n",
       "      <td>1.006413e-34</td>\n",
       "      <td>5.149925e-07</td>\n",
       "      <td>...</td>\n",
       "      <td>157.531837</td>\n",
       "      <td>0.009895</td>\n",
       "      <td>171.753154</td>\n",
       "      <td>609.133058</td>\n",
       "      <td>0.145521</td>\n",
       "      <td>0.594599</td>\n",
       "      <td>4.692248e-37</td>\n",
       "      <td>203.362116</td>\n",
       "      <td>6.930436e-04</td>\n",
       "      <td>225.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4159</th>\n",
       "      <td>4159</td>\n",
       "      <td>135.0</td>\n",
       "      <td>831.991262</td>\n",
       "      <td>37.359210</td>\n",
       "      <td>23.545393</td>\n",
       "      <td>2.377227</td>\n",
       "      <td>127.203383</td>\n",
       "      <td>57.400278</td>\n",
       "      <td>6.621287e-44</td>\n",
       "      <td>4.494521e-20</td>\n",
       "      <td>...</td>\n",
       "      <td>1.045773</td>\n",
       "      <td>40.412873</td>\n",
       "      <td>44.239234</td>\n",
       "      <td>736.860751</td>\n",
       "      <td>0.048948</td>\n",
       "      <td>107.682462</td>\n",
       "      <td>2.226916e-38</td>\n",
       "      <td>258.308027</td>\n",
       "      <td>1.803524e-05</td>\n",
       "      <td>135.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4221</th>\n",
       "      <td>4221</td>\n",
       "      <td>270.0</td>\n",
       "      <td>844.394114</td>\n",
       "      <td>7.637796</td>\n",
       "      <td>22.616421</td>\n",
       "      <td>0.010456</td>\n",
       "      <td>0.538429</td>\n",
       "      <td>2.587000</td>\n",
       "      <td>1.119725e-07</td>\n",
       "      <td>1.226251e-07</td>\n",
       "      <td>...</td>\n",
       "      <td>0.003269</td>\n",
       "      <td>3.955652</td>\n",
       "      <td>31.635283</td>\n",
       "      <td>277.439899</td>\n",
       "      <td>115.757734</td>\n",
       "      <td>10.691847</td>\n",
       "      <td>1.056851e-39</td>\n",
       "      <td>271.824983</td>\n",
       "      <td>4.693353e-07</td>\n",
       "      <td>270.0</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "<p>64 rows × 70 columns</p>\n",
       "</div>"
      ],
      "text/plain": [
       "      Frame   Stim        time           1           2           3  \\\n",
       "61       61   45.0   12.202805   57.614289  867.243554  495.106496   \n",
       "123     123  135.0   24.605656   44.146528  605.321206   35.357892   \n",
       "184     184  315.0   36.808462  424.599034  138.845657  554.126567   \n",
       "246     246  225.0   49.211313   20.568506   46.481679  316.979806   \n",
       "308     308   90.0   61.614164    0.264589  280.545238    3.460420   \n",
       "...     ...    ...         ...         ...         ...         ...   \n",
       "3974   3974   45.0  794.982755  175.498203    9.353675    2.364350   \n",
       "4036   4036   90.0  807.385606   51.362004   24.139593   11.428391   \n",
       "4097   4097  225.0  819.588411  330.640477    0.351480    0.195350   \n",
       "4159   4159  135.0  831.991262   37.359210   23.545393    2.377227   \n",
       "4221   4221  270.0  844.394114    7.637796   22.616421    0.010456   \n",
       "\n",
       "               4           5             6             7  ...          58  \\\n",
       "61    306.052440   77.780768  0.000000e+00  0.000000e+00  ...  441.922690   \n",
       "123   213.267857   78.306244  2.647587e+00  0.000000e+00  ...  512.677373   \n",
       "184   182.804980   30.280135  1.289944e-07  0.000000e+00  ...  252.058038   \n",
       "246   150.988403   22.817505  2.882186e-21  0.000000e+00  ...  132.527669   \n",
       "308     8.242981    0.505812  4.629142e-08  0.000000e+00  ...   26.451771   \n",
       "...          ...         ...           ...           ...  ...         ...   \n",
       "3974    7.651767  144.037862  1.214224e-07  3.901541e-07  ...  373.065455   \n",
       "4036    6.750763    4.954689  2.713000e-21  3.405013e-20  ...  129.449007   \n",
       "4097    1.665797    6.957439  1.006413e-34  5.149925e-07  ...  157.531837   \n",
       "4159  127.203383   57.400278  6.621287e-44  4.494521e-20  ...    1.045773   \n",
       "4221    0.538429    2.587000  1.119725e-07  1.226251e-07  ...    0.003269   \n",
       "\n",
       "              59          60          61          62          63  \\\n",
       "61     91.358145  511.273833    0.000000  235.066313   65.732980   \n",
       "123   455.859921  116.104193    0.000000   54.666191  492.219579   \n",
       "184    52.349509   22.263869    2.696151    7.778335   72.783338   \n",
       "246    29.865334   89.376187    0.051130    3.147583   64.177738   \n",
       "308    61.268167    0.685815    0.000970   91.717507  544.029367   \n",
       "...          ...         ...         ...         ...         ...   \n",
       "3974    1.382365  228.158905  359.923160    0.249721    0.612370   \n",
       "4036   15.606069  160.061538  389.728372   33.892453  118.260963   \n",
       "4097    0.009895  171.753154  609.133058    0.145521    0.594599   \n",
       "4159   40.412873   44.239234  736.860751    0.048948  107.682462   \n",
       "4221    3.955652   31.635283  277.439899  115.757734   10.691847   \n",
       "\n",
       "                64          65            66   Stim  \n",
       "61    4.798737e+02    0.000000  1.712356e+03   45.0  \n",
       "123   3.379130e+02    0.000000  4.456103e+01  135.0  \n",
       "184   2.611419e+02    0.000000  1.229916e+00  315.0  \n",
       "246   1.607988e+02    0.000000  3.200639e-02  225.0  \n",
       "308   2.950100e+02   17.117244  8.329098e-04   90.0  \n",
       "...            ...         ...           ...    ...  \n",
       "3974  1.983306e-34  260.585640  9.648930e-01   45.0  \n",
       "4036  9.412619e-36  107.347964  2.510965e-02   90.0  \n",
       "4097  4.692248e-37  203.362116  6.930436e-04  225.0  \n",
       "4159  2.226916e-38  258.308027  1.803524e-05  135.0  \n",
       "4221  1.056851e-39  271.824983  4.693353e-07  270.0  \n",
       "\n",
       "[64 rows x 70 columns]"
      ]
     },
     "execution_count": 6,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# Extraer las segundas columnas de stimsnframes\n",
    "stim_frame = stimsnframes[:, :, 1].flatten()\n",
    "\n",
    "# Encontrar las filas donde 'Time Frame' coincide con los valores de la segunda columna de stimsnframes\n",
    "C_stim_frames = C[C['Frame'].isin(stim_frame)].copy()\n",
    "\n",
    "# Extraer la primera columna de stimsnframes para los valores coincidentes\n",
    "tf_stimulus = []\n",
    "\n",
    "for time_frame in C_stim_frames['Frame']:\n",
    "    # Encontrar el índice correspondiente en stimsnframes\n",
    "    index = np.where(stimsnframes[:, :, 1] == time_frame)[0][0]  # Busca el índice de la fila en stimsnframes\n",
    "    # Extraer el valor correspondiente de la primera columna\n",
    "    tf_stimulus.append(stimsnframes[index, 0, 0])\n",
    "\n",
    "# Usar .loc[] para añadir la nueva columna sin el warning\n",
    "C_stim_frames.loc[:, 'Stim'] = tf_stimulus\n",
    "\n",
    "# Reordenar las columnas para que 'Stim Value' esté al lado de 'Time Frame'\n",
    "cols = ['Frame', 'Stim'] + [col for col in C_stim_frames.columns if col not in ['Frame', 'Stim Value']]\n",
    "C_stim_frames = C_stim_frames[cols]\n",
    "\n",
    "# Mostrar el resultado\n",
    "\n",
    "C_stim_frames"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "id": "14c2d71c-ff5d-426d-8e01-63e00d0294e8",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1200x900 with 3 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "neuronas = ['1', '2', '3']  # Cambia esto a las columnas que deseas graficar\n",
    "time = C['time']\n",
    "Estimulo = C_stim_frames[['time', 'Stim']].values\n",
    "\n",
    "# Asumimos que cada estímulo dura aproximadamente 4 segundos\n",
    "duracion_estimulo = 4\n",
    "\n",
    "# Agregar una columna de tiempo final para cada estímulo\n",
    "C_stim_frames['End_time'] = C_stim_frames['time'] + duracion_estimulo\n",
    "\n",
    "# Configurar las variables para graficar\n",
    "neuronas = ['1', '2', '3']\n",
    "time = C['time']\n",
    "\n",
    "# Colores para los diferentes tipos de estímulos\n",
    "colores_estimulos = {\n",
    "    0.0: 'red',\n",
    "    45.0: 'blue',\n",
    "    90.0: 'green',\n",
    "    135.0: 'purple',\n",
    "    180.0: 'orange',\n",
    "    225.0: 'pink',\n",
    "    270.0: 'brown',\n",
    "    315.0: 'gray'\n",
    "}\n",
    "\n",
    "num_columnas = len(neuronas)\n",
    "fig, axs = plt.subplots(num_columnas, 1, figsize=(12, 3 * num_columnas), sharex=True)\n",
    "\n",
    "# Crear un conjunto para las entradas de la leyenda\n",
    "legend_handles = {}\n",
    "for _, row in C_stim_frames.iterrows():\n",
    "    start = row['time']\n",
    "    end = row['End_time']\n",
    "    stimulus = row['Stim']\n",
    "    if isinstance(stimulus, pd.Series):\n",
    "        stimulus = stimulus.values[0]\n",
    "    color = colores_estimulos.get(stimulus, 'black')\n",
    "    if stimulus not in legend_handles:\n",
    "        legend_handles[stimulus] = plt.Line2D([0], [0], color=color, lw=4, label=f'Estímulo {int(stimulus)}°')\n",
    "\n",
    "# Graficar cada columna en su propio subgráfico\n",
    "for i, columna in enumerate(neuronas):\n",
    "    axs[i].plot(time, C[columna], label=f'Neurona {columna}')\n",
    "    # Añadir las barras de color para los intervalos de estímulo\n",
    "    for _, row in C_stim_frames.iterrows():\n",
    "        start = row['time']\n",
    "        end = row['End_time']\n",
    "        stimulus = row['Stim']\n",
    "        if isinstance(stimulus, pd.Series):\n",
    "            stimulus = stimulus.values[0]\n",
    "        color = colores_estimulos.get(stimulus, 'black')\n",
    "        axs[i].axvspan(start, end, color=color, alpha=0.3)\n",
    "    \n",
    "    axs[i].set_ylabel(f'Neurona {columna}')\n",
    "    axs[i].grid(True)\n",
    "\n",
    "# Añadir leyenda para estímulos al primer subgráfico\n",
    "axs[0].legend(handles=legend_handles.values(), loc='upper right')\n",
    "\n",
    "# Ajustar el diseño para que no se superpongan\n",
    "plt.xlabel('Tiempo (s)')\n",
    "plt.tight_layout()\n",
    "plt.savefig('trazos_con_estimulos.png', bbox_inches='tight')\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "id": "3e0e7449-ef36-4c4a-8f64-7297d49ab244",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1200x300 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "neuronas_unica = '1'  # Cambia esto a la neurona que deseas graficar\n",
    "neurona_datos = C[neuronas_unica]\n",
    "\n",
    "plt.figure(figsize=(12, 3))\n",
    "plt.plot(time, neurona_datos, label=f'Neurona {neuronas_unica}')\n",
    "plt.xlabel('Tiempo (s)')\n",
    "plt.ylabel('C_trace')\n",
    "plt.title(f'Transitorio de Neurona {neuronas_unica}')\n",
    "\n",
    "# Añadir las barras de color para los intervalos de estímulo\n",
    "for _, row in C_stim_frames.iterrows():\n",
    "    start = row['time']\n",
    "    end = row['End_time']\n",
    "    stimulus = row['Stim']\n",
    "    if isinstance(stimulus, pd.Series):\n",
    "        stimulus = stimulus.values[0]\n",
    "    color = colores_estimulos.get(stimulus, 'black')\n",
    "    plt.axvspan(start, end, color=color, alpha=0.3)\n",
    "\n",
    "plt.grid(True)\n",
    "plt.legend()\n",
    "plt.tight_layout()\n",
    "#plt.savefig('neurona_trazos_con_estimulos.png', bbox_inches='tight')\n",
    "plt.show()"
   ]
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "Python 3 (ipykernel)",
   "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": "3.10.8"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 5
}