new_event_features_test_aid_7_12202022_noisefloors.ipynb

{
 "cells": [
  {
   "cell_type": "markdown",
   "id": "661fb334-17e4-4f47-b6db-caed0ae70239",
   "metadata": {},
   "source": [
    "# new_event_features_test_aid_7\n",
    "\n",
    "* Using this for testing but also for getting the selfed noise floors from Ne and He. "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "id": "5769cf41-e66e-4298-8d4e-dae59aa2f1c4",
   "metadata": {},
   "outputs": [],
   "source": [
    "%load_ext autoreload"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "id": "672e18a1-4734-4adc-a136-61faf4e5d6ac",
   "metadata": {},
   "outputs": [],
   "source": [
    "%autoreload 2\n",
    "import sys\n",
    "import matplotlib.pyplot as plt\n",
    "import matplotlib.ticker as ticker\n",
    "import pandas as pd\n",
    "import seaborn as sns\n",
    "from datetime import datetime\n",
    "import numpy as np\n",
    "\n",
    "# Jupyter Lab imports.\n",
    "import ipywidgets as widgets\n",
    "from ipywidgets import interact, interact_manual, fixed\n",
    "\n",
    "# Path to local imports.\n",
    "sys.path.append(\"/home/drew/He6CRES/rocks_analysis_pipeline/\")\n",
    "from results import ExperimentResults\n",
    "from rocks_utility import he6cres_db_query"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "1fc80d69-bb39-4a7b-9a7e-68cc81c6c8b8",
   "metadata": {},
   "source": [
    "## Step 0: Query the postgres database to see what run_ids to analyze. "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "ca8933b6-4a70-4d96-a728-384398bc1b7a",
   "metadata": {
    "tags": []
   },
   "outputs": [],
   "source": [
    "query_run_log = '''\n",
    "                    SELECT run_id, run_notes, set_field, created_at, EXTRACT(MONTH from created_at::date) as month\n",
    "                    FROM he6cres_runs.run_log\n",
    "                    WHERE num_spec_acq = 100 AND\n",
    "                    EXTRACT(MONTH from created_at::date) = 10\n",
    "                    ORDER BY run_id DESC \n",
    "                    LIMIT 80\n",
    "                  '''\n",
    "\n",
    "run_log = he6cres_db_query(query_run_log, local = True)\n",
    "\n",
    "first_rid_per_field = run_log.groupby([\"set_field\"]).count()\n",
    "display(first_rid_per_field)\n",
    "display(run_log[:30])\n",
    "\n",
    "he6_run_list = run_log.run_id.to_list()\n",
    "he6_field_list = run_log.set_field.to_list()\n",
    "\n",
    "print(\" \".join(str(x) for x in he6_run_list[-57:]))\n",
    "print(f\"\\n\\n{len(he6_run_list)}\")\n",
    "print(\" \".join(str(x) for x in he6_field_list[-57:]))"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "860be59d-3ec5-4395-96d7-89e1fc92412e",
   "metadata": {},
   "source": [
    "## Step 1: Analyze the run_ids. \n",
    "\n",
    "* Follow the instructions in the [readme](https://github.com/Helium6CRES/rocks_analysis_pipeline)."
   ]
  },
  {
   "cell_type": "markdown",
   "id": "c43d0b16-2045-45b8-90e9-b0e741626e25",
   "metadata": {},
   "source": [
    "## Step 2: Visualize the results and/or build a spectrum. \n",
    "\n",
    "* Seems like there is a bug in here in that I am getting more root files for one analysis than another. \n",
    "* Need to get to the bottom of why there are more rid's for He than Ne. Is that right?"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "7c0e20da-14e8-4d6f-9a60-b35b3281dadb",
   "metadata": {},
   "source": [
    "### 2a: Grab the experiment directory and root files from rocks."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 33,
   "id": "ad44913f-5f43-41b8-b0ad-b4039bca6412",
   "metadata": {},
   "outputs": [],
   "source": [
    "local_dir = \"/media/drew/T7 Shield/rocks_analysis/saved_experiments\"\n",
    "# experiment_name = \"new_event_features_test\"\n",
    "experiment_name = \"he_noise_floors_test\"\n",
    "analysis_id = 10\n",
    "include_root_files = True\n",
    "max_root_files_to_grab = 1\n",
    "rebuild_experiment_dir = False"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 34,
   "id": "fb538f3f-0d44-4dab-8c78-ff9e673d5a70",
   "metadata": {
    "tags": []
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Keeping existing experiment directory.\n",
      "\n",
      "Collecting root_files, tracks, and events.\n",
      "\n",
      "Copying from remote path:  /data/eliza4/he6_cres/katydid_analysis/root_files/rid_0381/aid_010/Freq_data_2022-08-17-21-59-53_010.root\n",
      "Got above file. Put it: /media/drew/T7 Shield/rocks_analysis/saved_experiments/he_noise_floors_test_aid_10/root_files/Freq_data_2022-08-17-21-59-53_010.root \n",
      "Closing sftp connection to rocks.\n",
      "Closing ssh connection to rocks.\n"
     ]
    }
   ],
   "source": [
    "exp_results_demo = ExperimentResults(local_dir = local_dir, \n",
    "                                     experiment_name = experiment_name, \n",
    "                                     analysis_id = analysis_id, \n",
    "                                     include_root_files = include_root_files,\n",
    "                                     max_root_files_to_grab = max_root_files_to_grab,\n",
    "                                     rebuild_experiment_dir=rebuild_experiment_dir,\n",
    "                                    )"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "49711599-8b2c-451d-86cc-791b1a42ffd6",
   "metadata": {},
   "source": [
    "### 2b: Look at the attributes of the exp_results_demo object."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 22,
   "id": "fec5c010-4ac8-4060-a8a5-be158fb5fe33",
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   "outputs": [
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       "      <td>557</td>\n",
       "      <td>0</td>\n",
       "      <td>/data/eliza4/he6_cres/katydid_analysis/root_fi...</td>\n",
       "      <td>0.750156</td>\n",
       "      <td>12070.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>50331648.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>59.0</td>\n",
       "      <td>...</td>\n",
       "      <td>6.354270e+08</td>\n",
       "      <td>-0.617951</td>\n",
       "      <td>12.553843</td>\n",
       "      <td>0.75</td>\n",
       "      <td>-0.575314</td>\n",
       "      <td>0.065353</td>\n",
       "      <td>0.000311</td>\n",
       "      <td>0.000022</td>\n",
       "      <td>1.108192e+09</td>\n",
       "      <td>1.204435e+08</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>557</td>\n",
       "      <td>0</td>\n",
       "      <td>/data/eliza4/he6_cres/katydid_analysis/root_fi...</td>\n",
       "      <td>0.750156</td>\n",
       "      <td>12070.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>50331648.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>60.0</td>\n",
       "      <td>...</td>\n",
       "      <td>6.388116e+08</td>\n",
       "      <td>-0.663283</td>\n",
       "      <td>11.486917</td>\n",
       "      <td>0.75</td>\n",
       "      <td>-0.575314</td>\n",
       "      <td>0.065353</td>\n",
       "      <td>0.000311</td>\n",
       "      <td>0.000022</td>\n",
       "      <td>1.108192e+09</td>\n",
       "      <td>1.204435e+08</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "<p>3 rows × 50 columns</p>\n",
       "</div>"
      ],
      "text/plain": [
       "   run_id  file_id                                     root_file_path  \\\n",
       "0     557        0  /data/eliza4/he6_cres/katydid_analysis/root_fi...   \n",
       "1     557        0  /data/eliza4/he6_cres/katydid_analysis/root_fi...   \n",
       "2     557        0  /data/eliza4/he6_cres/katydid_analysis/root_fi...   \n",
       "\n",
       "      field  monitor_rate  UniqueID        Bits  Component  AcquisitionID  \\\n",
       "0  0.750156       12070.0       0.0  50331648.0        0.0            0.0   \n",
       "1  0.750156       12070.0       0.0  50331648.0        0.0            0.0   \n",
       "2  0.750156       12070.0       0.0  50331648.0        0.0            0.0   \n",
       "\n",
       "   TrackID  ...      FreqIntc  TimeIntc  MeanTrackSNR  set_field  \\\n",
       "0     57.0  ...  6.207404e+08 -0.473662     13.313495       0.75   \n",
       "1     59.0  ...  6.354270e+08 -0.617951     12.553843       0.75   \n",
       "2     60.0  ...  6.388116e+08 -0.663283     11.486917       0.75   \n",
       "\n",
       "   TimeIntc_mean  TimeIntc_std  TimeLength_mean  TimeLength_std    Slope_mean  \\\n",
       "0      -0.575314      0.065353         0.000311        0.000022  1.108192e+09   \n",
       "1      -0.575314      0.065353         0.000311        0.000022  1.108192e+09   \n",
       "2      -0.575314      0.065353         0.000311        0.000022  1.108192e+09   \n",
       "\n",
       "      Slope_std  \n",
       "0  1.204435e+08  \n",
       "1  1.204435e+08  \n",
       "2  1.204435e+08  \n",
       "\n",
       "[3 rows x 50 columns]"
      ]
     },
     "execution_count": 24,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "exp_results_demo.tracks.head(3)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 25,
   "id": "3fc259ab-be91-4788-92c3-bd3f460a473d",
   "metadata": {},
   "outputs": [
    {
     "data": {
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       "\n",
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       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>run_id</th>\n",
       "      <th>file_id</th>\n",
       "      <th>EventID</th>\n",
       "      <th>EventStartTime</th>\n",
       "      <th>EventEndTime</th>\n",
       "      <th>EventStartFreq</th>\n",
       "      <th>EventEndFreq</th>\n",
       "      <th>EventTimeLength</th>\n",
       "      <th>EventFreqLength</th>\n",
       "      <th>EventTrackCoverage</th>\n",
       "      <th>...</th>\n",
       "      <th>sTotalSNR</th>\n",
       "      <th>mMaxSNR</th>\n",
       "      <th>sMaxSNR</th>\n",
       "      <th>mTotalNUP</th>\n",
       "      <th>sTotalNUP</th>\n",
       "      <th>mTotalPower</th>\n",
       "      <th>sTotalPower</th>\n",
       "      <th>field</th>\n",
       "      <th>set_field</th>\n",
       "      <th>monitor_rate</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>492</td>\n",
       "      <td>0</td>\n",
       "      <td>1</td>\n",
       "      <td>0.183586</td>\n",
       "      <td>0.187259</td>\n",
       "      <td>2.520657e+08</td>\n",
       "      <td>9.088147e+08</td>\n",
       "      <td>0.003673</td>\n",
       "      <td>6.567489e+08</td>\n",
       "      <td>0.910781</td>\n",
       "      <td>...</td>\n",
       "      <td>8.447079</td>\n",
       "      <td>13.935300</td>\n",
       "      <td>2.331419</td>\n",
       "      <td>49.638790</td>\n",
       "      <td>7.864520</td>\n",
       "      <td>121.862069</td>\n",
       "      <td>33.088328</td>\n",
       "      <td>3.250452</td>\n",
       "      <td>3.25</td>\n",
       "      <td>13773.77</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>494</td>\n",
       "      <td>0</td>\n",
       "      <td>1</td>\n",
       "      <td>0.869270</td>\n",
       "      <td>0.874110</td>\n",
       "      <td>3.175379e+08</td>\n",
       "      <td>1.179350e+09</td>\n",
       "      <td>0.004840</td>\n",
       "      <td>8.618117e+08</td>\n",
       "      <td>0.956276</td>\n",
       "      <td>...</td>\n",
       "      <td>8.403078</td>\n",
       "      <td>15.428806</td>\n",
       "      <td>3.268891</td>\n",
       "      <td>51.037127</td>\n",
       "      <td>7.957780</td>\n",
       "      <td>107.318182</td>\n",
       "      <td>29.292251</td>\n",
       "      <td>3.250472</td>\n",
       "      <td>3.25</td>\n",
       "      <td>12920.00</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>496</td>\n",
       "      <td>0</td>\n",
       "      <td>1</td>\n",
       "      <td>0.000010</td>\n",
       "      <td>0.004557</td>\n",
       "      <td>1.108264e+09</td>\n",
       "      <td>1.198992e+09</td>\n",
       "      <td>0.004547</td>\n",
       "      <td>9.072759e+07</td>\n",
       "      <td>0.845345</td>\n",
       "      <td>...</td>\n",
       "      <td>39.061301</td>\n",
       "      <td>48.242732</td>\n",
       "      <td>36.942714</td>\n",
       "      <td>8.952561</td>\n",
       "      <td>2.868475</td>\n",
       "      <td>11.973913</td>\n",
       "      <td>4.453386</td>\n",
       "      <td>3.250489</td>\n",
       "      <td>3.25</td>\n",
       "      <td>12670.00</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "<p>3 rows × 28 columns</p>\n",
       "</div>"
      ],
      "text/plain": [
       "   run_id  file_id  EventID  EventStartTime  EventEndTime  EventStartFreq  \\\n",
       "0     492        0        1        0.183586      0.187259    2.520657e+08   \n",
       "1     494        0        1        0.869270      0.874110    3.175379e+08   \n",
       "2     496        0        1        0.000010      0.004557    1.108264e+09   \n",
       "\n",
       "   EventEndFreq  EventTimeLength  EventFreqLength  EventTrackCoverage  ...  \\\n",
       "0  9.088147e+08         0.003673     6.567489e+08            0.910781  ...   \n",
       "1  1.179350e+09         0.004840     8.618117e+08            0.956276  ...   \n",
       "2  1.198992e+09         0.004547     9.072759e+07            0.845345  ...   \n",
       "\n",
       "   sTotalSNR    mMaxSNR    sMaxSNR  mTotalNUP  sTotalNUP  mTotalPower  \\\n",
       "0   8.447079  13.935300   2.331419  49.638790   7.864520   121.862069   \n",
       "1   8.403078  15.428806   3.268891  51.037127   7.957780   107.318182   \n",
       "2  39.061301  48.242732  36.942714   8.952561   2.868475    11.973913   \n",
       "\n",
       "   sTotalPower     field  set_field  monitor_rate  \n",
       "0    33.088328  3.250452       3.25      13773.77  \n",
       "1    29.292251  3.250472       3.25      12920.00  \n",
       "2     4.453386  3.250489       3.25      12670.00  \n",
       "\n",
       "[3 rows x 28 columns]"
      ]
     },
     "execution_count": 25,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "exp_results_demo.events.head(3)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "17ae4fb4-7743-48fe-9ed7-66ffe7eaf1be",
   "metadata": {},
   "source": [
    "## Are all the desired fields present?"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 26,
   "id": "93ae4cbc-2eb7-4ba6-8e5c-0fece8074dac",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "57"
      ]
     },
     "execution_count": 26,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "len(exp_results_demo.run_ids)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 35,
   "id": "7950d534-4f05-4aba-8ca7-79b23638e769",
   "metadata": {
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "text/html": [
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       "\n",
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       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>set_field</th>\n",
       "      <th>run_id</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>0.75</td>\n",
       "      <td>[438, 439, 440, 436]</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>1.00</td>\n",
       "      <td>[430, 432, 433, 431, 434]</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>1.25</td>\n",
       "      <td>[424, 425, 426, 427, 428]</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>1.50</td>\n",
       "      <td>[418, 419, 420, 421, 422]</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>1.75</td>\n",
       "      <td>[411, 412, 413, 414, 416, 415]</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>5</th>\n",
       "      <td>2.00</td>\n",
       "      <td>[405, 406, 407, 408, 409]</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>6</th>\n",
       "      <td>2.25</td>\n",
       "      <td>[399, 400, 401, 402, 403]</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>7</th>\n",
       "      <td>2.50</td>\n",
       "      <td>[393, 394, 395, 396, 397]</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>8</th>\n",
       "      <td>2.75</td>\n",
       "      <td>[387, 388, 389, 390, 391]</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>9</th>\n",
       "      <td>3.00</td>\n",
       "      <td>[380, 381, 382, 383, 384]</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>10</th>\n",
       "      <td>3.25</td>\n",
       "      <td>[373, 374, 375, 376, 377]</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "    set_field                          run_id\n",
       "0        0.75            [438, 439, 440, 436]\n",
       "1        1.00       [430, 432, 433, 431, 434]\n",
       "2        1.25       [424, 425, 426, 427, 428]\n",
       "3        1.50       [418, 419, 420, 421, 422]\n",
       "4        1.75  [411, 412, 413, 414, 416, 415]\n",
       "5        2.00       [405, 406, 407, 408, 409]\n",
       "6        2.25       [399, 400, 401, 402, 403]\n",
       "7        2.50       [393, 394, 395, 396, 397]\n",
       "8        2.75       [387, 388, 389, 390, 391]\n",
       "9        3.00       [380, 381, 382, 383, 384]\n",
       "10       3.25       [373, 374, 375, 376, 377]"
      ]
     },
     "execution_count": 35,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "exp_results_demo.events.groupby([ \"set_field\"]).run_id.unique().reset_index()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "4b918cff-c74d-40bf-b89c-daa0f14d8cd2",
   "metadata": {},
   "source": [
    "### 2c: Visualize the quality of track and event reconstruction."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 28,
   "id": "9dc93941-a945-4c25-aa0c-1a1a37fa946f",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "Index(['run_id', 'file_id', 'root_file_path', 'field', 'monitor_rate',\n",
       "       'UniqueID', 'Bits', 'Component', 'AcquisitionID', 'TrackID', 'EventID',\n",
       "       'EventSequenceID', 'IsCut', 'StartTimeInRunC', 'StartTimeInAcq',\n",
       "       'EndTimeInRunC', 'TimeLength', 'StartFrequency', 'EndFrequency',\n",
       "       'FrequencyWidth', 'Slope', 'SlopeChange', 'Intercept', 'TotalPower',\n",
       "       'NTrackBins', 'TotalTrackSNR', 'MaxTrackSNR', 'TotalTrackNUP',\n",
       "       'MaxTrackNUP', 'TotalWideTrackSNR', 'TotalWideTrackNUP',\n",
       "       'StartTimeInRunCSigma', 'EndTimeInRunCSigma', 'TimeLengthSigma',\n",
       "       'StartFrequencySigma', 'EndFrequencySigma', 'FrequencyWidthSigma',\n",
       "       'SlopeSigma', 'InterceptSigma', 'TotalPowerSigma', 'FreqIntc',\n",
       "       'TimeIntc', 'MeanTrackSNR', 'set_field', 'TimeIntc_mean',\n",
       "       'TimeIntc_std', 'TimeLength_mean', 'TimeLength_std', 'Slope_mean',\n",
       "       'Slope_std'],\n",
       "      dtype='object')"
      ]
     },
     "execution_count": 28,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "exp_results_demo.tracks.columns"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 29,
   "id": "c6cab92c-1c57-4acf-9138-677a4079e902",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "Index(['run_id', 'file_id', 'EventID', 'EventStartTime', 'EventEndTime',\n",
       "       'EventStartFreq', 'EventEndFreq', 'EventTimeLength', 'EventFreqLength',\n",
       "       'EventTrackCoverage', 'EventSlope', 'EventNBins', 'EventTrackTot',\n",
       "       'EventFreqIntc', 'EventTimeIntc', 'mMeanSNR', 'sMeanSNR', 'mTotalSNR',\n",
       "       'sTotalSNR', 'mMaxSNR', 'sMaxSNR', 'mTotalNUP', 'sTotalNUP',\n",
       "       'mTotalPower', 'sTotalPower', 'field', 'set_field', 'monitor_rate'],\n",
       "      dtype='object')"
      ]
     },
     "execution_count": 29,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "exp_results_demo.events.columns"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 30,
   "id": "a9edde05-7294-4aca-927a-ae49f77b3da4",
   "metadata": {},
   "outputs": [
    {
     "data": {
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       "      <th>run_id</th>\n",
       "      <th>file_id</th>\n",
       "      <th>EventID</th>\n",
       "      <th>EventStartTime</th>\n",
       "      <th>EventEndTime</th>\n",
       "      <th>EventStartFreq</th>\n",
       "      <th>EventEndFreq</th>\n",
       "      <th>EventTimeLength</th>\n",
       "      <th>EventFreqLength</th>\n",
       "      <th>EventTrackCoverage</th>\n",
       "      <th>...</th>\n",
       "      <th>mTotalSNR</th>\n",
       "      <th>sTotalSNR</th>\n",
       "      <th>mMaxSNR</th>\n",
       "      <th>sMaxSNR</th>\n",
       "      <th>mTotalNUP</th>\n",
       "      <th>sTotalNUP</th>\n",
       "      <th>mTotalPower</th>\n",
       "      <th>sTotalPower</th>\n",
       "      <th>field</th>\n",
       "      <th>monitor_rate</th>\n",
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       "    <tr>\n",
       "      <th>set_field</th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
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       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0.75</th>\n",
       "      <td>558.500000</td>\n",
       "      <td>0.833333</td>\n",
       "      <td>1.500000</td>\n",
       "      <td>0.123506</td>\n",
       "      <td>0.640466</td>\n",
       "      <td>1.015714e+09</td>\n",
       "      <td>1.018547e+09</td>\n",
       "      <td>0.516961</td>\n",
       "      <td>2.832263e+06</td>\n",
       "      <td>0.540033</td>\n",
       "      <td>...</td>\n",
       "      <td>47.247028</td>\n",
       "      <td>6.557870</td>\n",
       "      <td>13.576029</td>\n",
       "      <td>2.142757</td>\n",
       "      <td>24.281000</td>\n",
       "      <td>2.660423</td>\n",
       "      <td>51.132995</td>\n",
       "      <td>5.850182</td>\n",
       "      <td>0.750159</td>\n",
       "      <td>11263.333333</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1.00</th>\n",
       "      <td>552.826923</td>\n",
       "      <td>0.615385</td>\n",
       "      <td>4.134615</td>\n",
       "      <td>0.465958</td>\n",
       "      <td>0.583546</td>\n",
       "      <td>8.440841e+08</td>\n",
       "      <td>8.680746e+08</td>\n",
       "      <td>0.117587</td>\n",
       "      <td>2.399058e+07</td>\n",
       "      <td>0.510546</td>\n",
       "      <td>...</td>\n",
       "      <td>49.234132</td>\n",
       "      <td>7.449869</td>\n",
       "      <td>14.175462</td>\n",
       "      <td>2.578718</td>\n",
       "      <td>34.644764</td>\n",
       "      <td>5.390437</td>\n",
       "      <td>81.214025</td>\n",
       "      <td>13.113347</td>\n",
       "      <td>1.000199</td>\n",
       "      <td>11548.760769</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1.25</th>\n",
       "      <td>544.313725</td>\n",
       "      <td>0.509804</td>\n",
       "      <td>4.549020</td>\n",
       "      <td>0.497024</td>\n",
       "      <td>0.528232</td>\n",
       "      <td>7.914057e+08</td>\n",
       "      <td>8.524044e+08</td>\n",
       "      <td>0.031208</td>\n",
       "      <td>6.099871e+07</td>\n",
       "      <td>0.512526</td>\n",
       "      <td>...</td>\n",
       "      <td>52.021879</td>\n",
       "      <td>8.227223</td>\n",
       "      <td>15.109377</td>\n",
       "      <td>3.079128</td>\n",
       "      <td>38.960629</td>\n",
       "      <td>6.725891</td>\n",
       "      <td>90.686571</td>\n",
       "      <td>18.248915</td>\n",
       "      <td>1.250299</td>\n",
       "      <td>11383.821961</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1.50</th>\n",
       "      <td>538.315315</td>\n",
       "      <td>0.315315</td>\n",
       "      <td>13.738739</td>\n",
       "      <td>0.479780</td>\n",
       "      <td>0.490104</td>\n",
       "      <td>8.093037e+08</td>\n",
       "      <td>8.856457e+08</td>\n",
       "      <td>0.010324</td>\n",
       "      <td>7.634204e+07</td>\n",
       "      <td>0.510077</td>\n",
       "      <td>...</td>\n",
       "      <td>50.340587</td>\n",
       "      <td>7.406691</td>\n",
       "      <td>14.839688</td>\n",
       "      <td>2.670436</td>\n",
       "      <td>36.230086</td>\n",
       "      <td>5.926581</td>\n",
       "      <td>83.659368</td>\n",
       "      <td>16.480526</td>\n",
       "      <td>1.500324</td>\n",
       "      <td>9745.365135</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1.75</th>\n",
       "      <td>531.911765</td>\n",
       "      <td>0.397059</td>\n",
       "      <td>4.161765</td>\n",
       "      <td>0.476507</td>\n",
       "      <td>0.485467</td>\n",
       "      <td>4.799620e+08</td>\n",
       "      <td>7.090251e+08</td>\n",
       "      <td>0.008959</td>\n",
       "      <td>2.290631e+08</td>\n",
       "      <td>0.756062</td>\n",
       "      <td>...</td>\n",
       "      <td>65.127807</td>\n",
       "      <td>10.585939</td>\n",
       "      <td>17.856007</td>\n",
       "      <td>4.065559</td>\n",
       "      <td>57.525369</td>\n",
       "      <td>10.321848</td>\n",
       "      <td>135.399012</td>\n",
       "      <td>29.356285</td>\n",
       "      <td>1.750365</td>\n",
       "      <td>10293.346618</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2.00</th>\n",
       "      <td>526.204082</td>\n",
       "      <td>0.438776</td>\n",
       "      <td>6.000000</td>\n",
       "      <td>0.513070</td>\n",
       "      <td>0.521578</td>\n",
       "      <td>4.437875e+08</td>\n",
       "      <td>7.775070e+08</td>\n",
       "      <td>0.008508</td>\n",
       "      <td>3.337195e+08</td>\n",
       "      <td>0.760544</td>\n",
       "      <td>...</td>\n",
       "      <td>66.332440</td>\n",
       "      <td>12.076262</td>\n",
       "      <td>18.208287</td>\n",
       "      <td>4.371548</td>\n",
       "      <td>58.443810</td>\n",
       "      <td>11.607586</td>\n",
       "      <td>134.602849</td>\n",
       "      <td>33.411017</td>\n",
       "      <td>2.000400</td>\n",
       "      <td>10563.318265</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2.25</th>\n",
       "      <td>518.543956</td>\n",
       "      <td>0.840659</td>\n",
       "      <td>51.000000</td>\n",
       "      <td>0.462820</td>\n",
       "      <td>0.490629</td>\n",
       "      <td>9.373921e+08</td>\n",
       "      <td>1.084932e+09</td>\n",
       "      <td>0.027809</td>\n",
       "      <td>1.475401e+08</td>\n",
       "      <td>0.403742</td>\n",
       "      <td>...</td>\n",
       "      <td>48.198295</td>\n",
       "      <td>10.153144</td>\n",
       "      <td>15.115164</td>\n",
       "      <td>3.251957</td>\n",
       "      <td>26.819391</td>\n",
       "      <td>5.531757</td>\n",
       "      <td>57.979488</td>\n",
       "      <td>14.606411</td>\n",
       "      <td>2.250422</td>\n",
       "      <td>10979.684725</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2.50</th>\n",
       "      <td>513.679487</td>\n",
       "      <td>0.525641</td>\n",
       "      <td>5.282051</td>\n",
       "      <td>0.495286</td>\n",
       "      <td>0.514837</td>\n",
       "      <td>4.118098e+08</td>\n",
       "      <td>9.592380e+08</td>\n",
       "      <td>0.019550</td>\n",
       "      <td>5.474283e+08</td>\n",
       "      <td>0.799394</td>\n",
       "      <td>...</td>\n",
       "      <td>63.928700</td>\n",
       "      <td>11.262093</td>\n",
       "      <td>17.538736</td>\n",
       "      <td>4.208476</td>\n",
       "      <td>55.761358</td>\n",
       "      <td>10.542010</td>\n",
       "      <td>122.301943</td>\n",
       "      <td>33.379000</td>\n",
       "      <td>2.500448</td>\n",
       "      <td>10561.503205</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2.75</th>\n",
       "      <td>508.138889</td>\n",
       "      <td>0.513889</td>\n",
       "      <td>4.472222</td>\n",
       "      <td>0.520011</td>\n",
       "      <td>0.524860</td>\n",
       "      <td>4.506282e+08</td>\n",
       "      <td>9.638562e+08</td>\n",
       "      <td>0.004849</td>\n",
       "      <td>5.132280e+08</td>\n",
       "      <td>0.796152</td>\n",
       "      <td>...</td>\n",
       "      <td>58.183555</td>\n",
       "      <td>9.002952</td>\n",
       "      <td>15.846241</td>\n",
       "      <td>3.403627</td>\n",
       "      <td>49.228338</td>\n",
       "      <td>8.466869</td>\n",
       "      <td>107.995084</td>\n",
       "      <td>29.292679</td>\n",
       "      <td>2.750549</td>\n",
       "      <td>11124.696528</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3.00</th>\n",
       "      <td>503.795455</td>\n",
       "      <td>0.950000</td>\n",
       "      <td>90.636364</td>\n",
       "      <td>0.495432</td>\n",
       "      <td>0.523517</td>\n",
       "      <td>1.090650e+09</td>\n",
       "      <td>1.178139e+09</td>\n",
       "      <td>0.028085</td>\n",
       "      <td>8.748896e+07</td>\n",
       "      <td>0.306479</td>\n",
       "      <td>...</td>\n",
       "      <td>45.542468</td>\n",
       "      <td>10.222852</td>\n",
       "      <td>18.351627</td>\n",
       "      <td>6.183715</td>\n",
       "      <td>15.362799</td>\n",
       "      <td>3.506034</td>\n",
       "      <td>24.268145</td>\n",
       "      <td>7.173631</td>\n",
       "      <td>3.000439</td>\n",
       "      <td>11226.509818</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3.25</th>\n",
       "      <td>494.167539</td>\n",
       "      <td>0.955497</td>\n",
       "      <td>155.316754</td>\n",
       "      <td>0.467786</td>\n",
       "      <td>0.506631</td>\n",
       "      <td>1.158041e+09</td>\n",
       "      <td>1.197155e+09</td>\n",
       "      <td>0.038845</td>\n",
       "      <td>3.911403e+07</td>\n",
       "      <td>0.278352</td>\n",
       "      <td>...</td>\n",
       "      <td>44.366137</td>\n",
       "      <td>11.335464</td>\n",
       "      <td>20.476124</td>\n",
       "      <td>8.931068</td>\n",
       "      <td>8.073518</td>\n",
       "      <td>2.438823</td>\n",
       "      <td>15.750163</td>\n",
       "      <td>4.540210</td>\n",
       "      <td>3.250473</td>\n",
       "      <td>12801.455916</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "<p>11 rows × 27 columns</p>\n",
       "</div>"
      ],
      "text/plain": [
       "               run_id   file_id     EventID  EventStartTime  EventEndTime  \\\n",
       "set_field                                                                   \n",
       "0.75       558.500000  0.833333    1.500000        0.123506      0.640466   \n",
       "1.00       552.826923  0.615385    4.134615        0.465958      0.583546   \n",
       "1.25       544.313725  0.509804    4.549020        0.497024      0.528232   \n",
       "1.50       538.315315  0.315315   13.738739        0.479780      0.490104   \n",
       "1.75       531.911765  0.397059    4.161765        0.476507      0.485467   \n",
       "2.00       526.204082  0.438776    6.000000        0.513070      0.521578   \n",
       "2.25       518.543956  0.840659   51.000000        0.462820      0.490629   \n",
       "2.50       513.679487  0.525641    5.282051        0.495286      0.514837   \n",
       "2.75       508.138889  0.513889    4.472222        0.520011      0.524860   \n",
       "3.00       503.795455  0.950000   90.636364        0.495432      0.523517   \n",
       "3.25       494.167539  0.955497  155.316754        0.467786      0.506631   \n",
       "\n",
       "           EventStartFreq  EventEndFreq  EventTimeLength  EventFreqLength  \\\n",
       "set_field                                                                   \n",
       "0.75         1.015714e+09  1.018547e+09         0.516961     2.832263e+06   \n",
       "1.00         8.440841e+08  8.680746e+08         0.117587     2.399058e+07   \n",
       "1.25         7.914057e+08  8.524044e+08         0.031208     6.099871e+07   \n",
       "1.50         8.093037e+08  8.856457e+08         0.010324     7.634204e+07   \n",
       "1.75         4.799620e+08  7.090251e+08         0.008959     2.290631e+08   \n",
       "2.00         4.437875e+08  7.775070e+08         0.008508     3.337195e+08   \n",
       "2.25         9.373921e+08  1.084932e+09         0.027809     1.475401e+08   \n",
       "2.50         4.118098e+08  9.592380e+08         0.019550     5.474283e+08   \n",
       "2.75         4.506282e+08  9.638562e+08         0.004849     5.132280e+08   \n",
       "3.00         1.090650e+09  1.178139e+09         0.028085     8.748896e+07   \n",
       "3.25         1.158041e+09  1.197155e+09         0.038845     3.911403e+07   \n",
       "\n",
       "           EventTrackCoverage  ...  mTotalSNR  sTotalSNR    mMaxSNR   sMaxSNR  \\\n",
       "set_field                      ...                                              \n",
       "0.75                 0.540033  ...  47.247028   6.557870  13.576029  2.142757   \n",
       "1.00                 0.510546  ...  49.234132   7.449869  14.175462  2.578718   \n",
       "1.25                 0.512526  ...  52.021879   8.227223  15.109377  3.079128   \n",
       "1.50                 0.510077  ...  50.340587   7.406691  14.839688  2.670436   \n",
       "1.75                 0.756062  ...  65.127807  10.585939  17.856007  4.065559   \n",
       "2.00                 0.760544  ...  66.332440  12.076262  18.208287  4.371548   \n",
       "2.25                 0.403742  ...  48.198295  10.153144  15.115164  3.251957   \n",
       "2.50                 0.799394  ...  63.928700  11.262093  17.538736  4.208476   \n",
       "2.75                 0.796152  ...  58.183555   9.002952  15.846241  3.403627   \n",
       "3.00                 0.306479  ...  45.542468  10.222852  18.351627  6.183715   \n",
       "3.25                 0.278352  ...  44.366137  11.335464  20.476124  8.931068   \n",
       "\n",
       "           mTotalNUP  sTotalNUP  mTotalPower  sTotalPower     field  \\\n",
       "set_field                                                             \n",
       "0.75       24.281000   2.660423    51.132995     5.850182  0.750159   \n",
       "1.00       34.644764   5.390437    81.214025    13.113347  1.000199   \n",
       "1.25       38.960629   6.725891    90.686571    18.248915  1.250299   \n",
       "1.50       36.230086   5.926581    83.659368    16.480526  1.500324   \n",
       "1.75       57.525369  10.321848   135.399012    29.356285  1.750365   \n",
       "2.00       58.443810  11.607586   134.602849    33.411017  2.000400   \n",
       "2.25       26.819391   5.531757    57.979488    14.606411  2.250422   \n",
       "2.50       55.761358  10.542010   122.301943    33.379000  2.500448   \n",
       "2.75       49.228338   8.466869   107.995084    29.292679  2.750549   \n",
       "3.00       15.362799   3.506034    24.268145     7.173631  3.000439   \n",
       "3.25        8.073518   2.438823    15.750163     4.540210  3.250473   \n",
       "\n",
       "           monitor_rate  \n",
       "set_field                \n",
       "0.75       11263.333333  \n",
       "1.00       11548.760769  \n",
       "1.25       11383.821961  \n",
       "1.50        9745.365135  \n",
       "1.75       10293.346618  \n",
       "2.00       10563.318265  \n",
       "2.25       10979.684725  \n",
       "2.50       10561.503205  \n",
       "2.75       11124.696528  \n",
       "3.00       11226.509818  \n",
       "3.25       12801.455916  \n",
       "\n",
       "[11 rows x 27 columns]"
      ]
     },
     "execution_count": 30,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "exp_results_demo.events.groupby(\"set_field\").mean()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "2eef5fa3-a8b8-4fd1-beb5-74a5564b7754",
   "metadata": {},
   "source": [
    "## Notes 12/22/22\n",
    "* Maybe it was this cut below that messed up everything for Ne and He. "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "id": "72e7dc2e-34c8-4a06-8ff7-a825b09bc590",
   "metadata": {},
   "outputs": [],
   "source": [
    "# Impose SNR Cut and stuff: \n",
    "condition = ((exp_results_demo.events.mMeanSNR > exp_results_demo.events.mMeanSNR.max()*.35 ) & (exp_results_demo.events.EventStartFreq > 330e6)\n",
    "            & (exp_results_demo.events.EventNBins > 50))\n",
    "exp_results_demo.events = exp_results_demo.events[condition]"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 36,
   "id": "ae770d0f-8a50-4a40-a913-9f97237335e3",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "1a387d66a3d640b988b676de57fe2775",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "interactive(children=(Select(description='run_id: ', options=(373, 374, 375, 376, 377, 380, 381, 382, 383, 384…"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "%matplotlib widget\n",
    "\n",
    "plt.rcParams['figure.dpi']= 100\n",
    "\n",
    "@interact\n",
    "def analysis_viz(\n",
    "    run_id = widgets.Select(options = exp_results_demo.run_ids, description='run_id: '),\n",
    "    file_id = widgets.Select(options = exp_results_demo.file_ids, description='file_id: '),\n",
    "    events = widgets.Checkbox(True, description='events'),\n",
    "    tracks = widgets.Checkbox(False, description='tracks'),\n",
    "    sparse = widgets.Checkbox(False, description='sparse_spec'),\n",
    "    EventID = widgets.IntSlider(value=1,min=1,max=20,step=1),\n",
    "    mrk_sz = widgets.FloatSlider(value=.08,min=0,max=10.0,step=1e-1),\n",
    "    event_alpha = widgets.FloatSlider(value=1.0,min=0.0,max=1.0,step=1e-2), \n",
    "    ss_alpha = widgets.FloatSlider(value=.3,min=0.0,max=1.0,step=1e-2),\n",
    "    frac_pts = widgets.FloatSlider(value=.7,min=0.0,max=1.0,step=1e-2),\n",
    "):\n",
    "\n",
    "    config = {\"tracks\": {\"show\": tracks,  \"alpha\": event_alpha, \"EventIDs\":[]}, \n",
    "              \"events\": {\"show\": events, \"alpha\": event_alpha}, \n",
    "              \"sparse_spec\": {\"show\": sparse, \"frac_pts\": frac_pts,  \"alpha\": ss_alpha, \"mrk_sz\": mrk_sz}}\n",
    "    \n",
    "    exp_results_demo.visualize(run_id, file_id, config)\n"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "8c92b280-98b2-413f-8403-64b1d9aa9c3c",
   "metadata": {},
   "source": [
    "### 2d: Visualize the relationship between different track attributes."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "id": "43842d3d-5a9e-4806-99e8-f476dcbc8f15",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "11553beec76946c3b159b640fb6dfd2f",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "interactive(children=(Select(description='set_field: ', options=(0.75, 1.0, 1.25, 1.5, 1.75, 2.0, 2.25, 2.5, 2…"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "%matplotlib widget\n",
    "\n",
    "set_fields = sorted(exp_results_demo.tracks['set_field'].unique().tolist())\n",
    "\n",
    "plt.rcParams['figure.dpi']= 100\n",
    "@interact\n",
    "def scatter_plots(\n",
    "    field = widgets.Select(options = set_fields,  description='set_field: '),\n",
    "    column_1 = widgets.Select(options = exp_results_demo.tracks.columns,value = 'StartFrequency', description='x_col: '),\n",
    "    column_2 = widgets.Select(options = exp_results_demo.tracks.columns,value = 'Slope', description='y_col: '),\n",
    "    mrk_sz = widgets.FloatSlider(value=.4, min=0,max=1.0,step=1e-2),\n",
    "    alpha = widgets.FloatSlider(value=.5, min=0.0,max=1.0,step=1e-2), \n",
    "    frac_pts = widgets.FloatSlider(value=0.02,min=0.0,max=1.0,step=1e-2), \n",
    "    bins = widgets.IntSlider(value=200,min=50,max=700,step=10),\n",
    "    fix_field = widgets.Checkbox(\n",
    "    value=False,\n",
    "    description='fix field',\n",
    "    disabled=False,\n",
    "    indent=False\n",
    ")\n",
    "):\n",
    "    \n",
    "    plt.close(\"all\")\n",
    "    scatt_settings={\n",
    "            \"figsize\": (12, 4),\n",
    "            \"colors\": [\"b\", \"r\", \"g\", \"c\", \"m\", \"k\"],\n",
    "            \"hist_bins\": bins,\n",
    "            \"markersize\": mrk_sz,\n",
    "            \"alpha\": alpha,\n",
    "        }\n",
    "    exp_results_demo.scatter(\"tracks\", column_1, column_2, fix_field = fix_field, field_value = field, scatt_settings = scatt_settings)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "b5233df6-02e3-4703-b68f-5be866c2e350",
   "metadata": {},
   "source": [
    "### 2e: Visualize the relationship between different event attributes."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "id": "c3978f5c-ad41-4545-9469-ed384ab58e49",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "83a1fc4cbbe94c848d778f670c01f1fc",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "interactive(children=(Select(description='set_field: ', options=(0.75, 1.0, 1.25, 1.5, 1.75, 2.0, 2.25, 2.5, 2…"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "%matplotlib widget\n",
    "\n",
    "set_fields = sorted(exp_results_demo.events['set_field'].unique().tolist())\n",
    "\n",
    "plt.rcParams['figure.dpi']= 100\n",
    "@interact\n",
    "def scatter_plots(\n",
    "    field = widgets.Select(options = set_fields,  description='set_field: '),\n",
    "    column_1 = widgets.Select(options = exp_results_demo.events.columns,value = 'EventStartFreq', description='x_col: '),\n",
    "    column_2 = widgets.Select(options = exp_results_demo.events.columns,value = 'EventSlope', description='y_col: '),\n",
    "    mrk_sz = widgets.FloatSlider(value=.4, min=0,max=1.0,step=1e-2),\n",
    "    alpha = widgets.FloatSlider(value=.5, min=0.0,max=1.0,step=1e-2), \n",
    "    frac_pts = widgets.FloatSlider(value=0.02,min=0.0,max=1.0,step=1e-2), \n",
    "    bins = widgets.IntSlider(value=200,min=50,max=700,step=10),\n",
    "    fix_field = widgets.Checkbox(\n",
    "    value=False,\n",
    "    description='fix field',\n",
    "    disabled=False,\n",
    "    indent=False\n",
    ")\n",
    "):\n",
    "    \n",
    "    plt.close(\"all\")\n",
    "    scatt_settings={\n",
    "            \"figsize\": (12, 4),\n",
    "            \"colors\": [\"b\", \"r\", \"g\", \"c\", \"m\", \"k\"],\n",
    "            \"hist_bins\": bins,\n",
    "            \"markersize\": mrk_sz,\n",
    "            \"alpha\": alpha,\n",
    "        }\n",
    "    exp_results_demo.scatter(\"events\", column_1, column_2, fix_field = fix_field, field_value = field, scatt_settings = scatt_settings)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "af7d9268-c6f3-430c-9945-c3c8ebccecbc",
   "metadata": {},
   "source": [
    "## Do the noise and SNR follow the same shape? Answer: No"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "id": "4057e885-8fae-4b2f-9c0d-cffd4c05f642",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "be2a94d5f3894e83b7eef191e3bd2ce6",
       "version_major": 2,
       "version_minor": 0
      },
      "image/png": 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      "text/html": [
       "\n",
       "            <div style=\"display: inline-block;\">\n",
       "                <div class=\"jupyter-widgets widget-label\" style=\"text-align: center;\">\n",
       "                    Figure\n",
       "                </div>\n",
       "                <img 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' width=1000.0/>\n",
       "            </div>\n",
       "        "
      ],
      "text/plain": [
       "Canvas(toolbar=Toolbar(toolitems=[('Home', 'Reset original view', 'home', 'home'), ('Back', 'Back to previous …"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "df = exp_results_demo.tracks\n",
    "\n",
    "fig0, ax0 = plt.subplots(figsize=(10,5))\n",
    "\n",
    "MeanTrackSNR_normed = df.MeanTrackSNR /df.MeanTrackSNR.mean()\n",
    "MeanNoise = df.TotalPower / df.TotalTrackSNR\n",
    "MeanNoise_normed = MeanNoise / MeanNoise.mean()\n",
    "# Scatter Plots\n",
    "ax0.plot(\n",
    "    df.StartFrequency,\n",
    "     MeanTrackSNR_normed,\n",
    "    \"o\",\n",
    "    markersize=.5,\n",
    "    alpha=.5,\n",
    "    color='b',\n",
    "    label = \"Track SNR (normalized)\"\n",
    ")\n",
    "ax0.plot(\n",
    "    df.StartFrequency,\n",
    "    MeanNoise_normed,\n",
    "    \"o\",\n",
    "    markersize=.5,\n",
    "    alpha=.5,\n",
    "    color='r',\n",
    "    label = \"Noise Power (normalized)\"\n",
    ")\n",
    "plt.legend()\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "a2887d1b-bf10-46e7-875a-4e565bc4dbf3",
   "metadata": {},
   "outputs": [],
   "source": []
  }
 ],
 "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",
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