pv_estimator.ipynb

{
 "cells": [
  {
   "cell_type": "markdown",
   "id": "8b3da3a5-0e7f-463d-b3d0-9f567e880599",
   "metadata": {},
   "source": [
    "# Linear PV Estimator"
   ]
  },
  {
   "cell_type": "code",
   "id": "999b5825-4580-4f4f-91a7-21abc77db2eb",
<<<<<<< HEAD
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "/home/tylor/dev/oedisi_dopf/scenario/\n",
      "0 omoo_medium_extreme\n",
      "1 small_extreme\n",
      "2 medium_extreme\n",
      "3 ieee123_update\n",
      "4 omoo_small\n",
      "5 small\n",
      "6 omoo_medium\n",
      "7 ekf_ieee123\n",
      "8 omoo\n",
      "9 epri_j1\n",
      "10 medium_medium\n",
      "11 large\n",
      "12 medium_high\n",
      "13 ieee123\n",
      "14 medium_low\n",
      "15 small_medium\n",
      "16 small_low\n",
      "17 lest_small\n",
      "18 medium\n",
      "19 small_high\n",
      "20 lest_ieee123\n",
      "21 lest_test\n"
     ]
=======
   "metadata": {
    "ExecuteTime": {
     "end_time": "2024-08-29T23:16:27.366730Z",
     "start_time": "2024-08-29T23:16:26.560819Z"
>>>>>>> master
    }
   },
   "source": [
    "import numpy as np\n",
    "import matplotlib.pyplot as plt\n",
    "import pandas as pd\n",
    "import json\n",
    "import os\n",
    "from oedisi.componentframework import wiring_diagram_utils\n",
    "from post_process import plotter\n",
    "\n",
    "ROOT = os.getcwd()\n",
    "OUTPUTS = f\"{ROOT}/outputs\"\n",
    "SCENARIO_DIR, SCENARIOS, _ = next(os.walk(f'{ROOT}/scenario/'))\n",
    "\n",
    "print(SCENARIO_DIR)\n",
    "for idx, scenario in enumerate(SCENARIOS):\n",
    "    print(idx, scenario)"
   ],
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "/home/gray/git/oedisi_dopf/scenario/\n",
      "0 medium\n",
      "1 medium_extreme\n",
      "2 medium_high\n",
      "3 small\n",
      "4 ekf_small_medium\n",
      "5 medium_medium\n",
      "6 omoo_medium_extreme\n",
      "7 omoo_medium\n",
      "8 medium_low\n",
      "9 ekf_ieee123\n",
      "10 ieee123\n",
      "11 lest_small\n",
      "12 small_medium\n",
      "13 omoo\n",
      "14 omoo_small\n",
      "15 small_low\n",
      "16 small_high\n",
      "17 lest_test\n",
      "18 ieee123_update\n",
      "19 lest_ieee123\n",
      "20 small_extreme\n",
      "21 large\n",
      "22 ekf_medium_medium\n"
     ]
    }
   ],
   "execution_count": 1
  },
  {
   "cell_type": "code",
<<<<<<< HEAD
   "execution_count": 3,
   "id": "229b2928-d9d5-4c1a-81b6-be31a9e47eb4",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
=======
   "id": "229b2928-d9d5-4c1a-81b6-be31a9e47eb4",
   "metadata": {
    "ExecuteTime": {
     "end_time": "2024-08-29T23:16:34.912462Z",
     "start_time": "2024-08-29T23:16:34.651616Z"
>>>>>>> master
    }
   },
   "source": [
<<<<<<< HEAD
    "index = 20\n",
=======
    "index = 11\n",
>>>>>>> master
    "SCENARIO = SCENARIOS[index]\n",
    "\n",
    "path = f\"{SCENARIO_DIR}{SCENARIO}\"\n",
    "with open(f\"{path}/system.json\") as f:\n",
    "    wiring_diagram = wiring_diagram_utils.WiringDiagram.parse_obj(json.load(f))\n",
    "\n",
    "wiring_diagram_utils.plot_graph_matplotlib(wiring_diagram)"
   ],
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ],
      "image/png": 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"
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "execution_count": 2
  },
  {
   "cell_type": "code",
   "id": "4a1dc553-541d-4bf8-bdc7-acddecb72ad8",
   "metadata": {
    "ExecuteTime": {
     "end_time": "2024-08-29T23:16:43.046305Z",
     "start_time": "2024-08-29T23:16:43.018350Z"
    }
   },
   "source": [
    "os.system(f\"oedisi build --system {path}/system.json --component-dict {path}/components.json --target-directory build_{SCENARIO}\") "
   ],
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "sh: 1: oedisi: not found\n"
     ]
    },
    {
     "data": {
      "text/plain": [
       "32512"
      ]
     },
     "execution_count": 3,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "execution_count": 3
  },
  {
   "cell_type": "code",
   "id": "347785e6-a737-45c1-9639-1fb63197ffae",
   "metadata": {
    "ExecuteTime": {
     "end_time": "2024-08-29T23:16:49.004141Z",
     "start_time": "2024-08-29T23:16:48.961690Z"
    }
   },
   "source": [
    "os.system(\"pkill -9 helics_broker\")\n",
    "os.system(f\"oedisi run --runner build_{SCENARIO}/system_runner.json\")"
   ],
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "sh: 1: oedisi: not found\n"
     ]
    },
    {
     "data": {
      "text/plain": [
       "32512"
      ]
     },
     "execution_count": 4,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "execution_count": 4
  },
  {
   "cell_type": "code",
<<<<<<< HEAD
   "execution_count": 4,
=======
>>>>>>> master
   "id": "f8b158ac-c93e-4c81-9d80-b088da1eaf0d",
   "metadata": {
    "ExecuteTime": {
     "end_time": "2024-08-29T23:16:50.321382Z",
     "start_time": "2024-08-29T23:16:50.315514Z"
    }
   },
   "source": [
    "# Directory location\n",
    "directory = f\"{OUTPUTS}/{SCENARIO}\"\n",
    "power_real = os.path.join(directory, \"power_real.feather\")\n",
    "power_imag = os.path.join(directory, \"power_imag.feather\")\n",
    "power_real_est = os.path.join(directory, \"lest_power_real.feather\")\n",
    "power_imag_est = os.path.join(directory, \"lest_power_imag.feather\")\n",
    "time = [\"12:00\"]\n",
    "\n",
    "from math import sqrt, floor\n",
    "import pandas as pd\n",
    "from datetime import datetime\n",
    "import pyarrow.feather as feather\n",
    "from matplotlib import colormaps"
   ],
   "outputs": [],
   "execution_count": 5
  },
  {
   "cell_type": "code",
<<<<<<< HEAD
   "execution_count": 9,
=======
>>>>>>> master
   "id": "a3db097e-1f1a-4691-8222-db5e3f99bc75",
   "metadata": {
    "ExecuteTime": {
     "end_time": "2024-08-29T23:16:51.605916Z",
     "start_time": "2024-08-29T23:16:51.570089Z"
    }
   },
   "source": [
    "def get_time(x):\n",
    "    return datetime.strptime(\n",
    "        x, '%Y-%m-%d %H:%M:%S'\n",
    "        ).time().strftime(\"%H:%M\")\n",
    "    \n",
    "def plot_ang(true, estimated, time, unit=\"rad\"):\n",
    "    n_nodes = len(true.columns)\n",
    "    x_axis = np.arange(n_nodes)\n",
    "    fig, ax = plt.subplots(figsize=(10, 10))\n",
    "    ax.plot(x_axis, np.angle(true.to_numpy()[0]), \"-o\")\n",
    "    ax.plot(x_axis, np.angle(estimated.to_numpy()[0]), \"-o\")\n",
    "\n",
    "    # ax.set_xticks(x_axis, true_voltages.index, rotation=-90, fontsize=5)\n",
    "    # ax.set_tick_params(axis='x', labelsize=5, rotation=-90)\n",
    "    ax.set_xlabel(\"Node number\")\n",
    "    ax.set_ylabel(\"Voltage Angles\")\n",
    "    ax.legend([\"True\", \"Estimate\"])\n",
    "    ax.set_title(f\"Voltage Angles at t={time}\")\n",
    "    return fig\n",
    "\n",
    "def plot_mag(true, estimated, time, unit=\"pu\"):\n",
    "    n_nodes = len(true.columns)\n",
    "    x_axis = np.arange(n_nodes)\n",
    "    fig, ax = plt.subplots(figsize=(10, 10))\n",
    "    ax.plot(x_axis, np.abs(true.to_numpy()[0]), \"-o\")\n",
    "    ax.plot(x_axis, np.abs(estimated.to_numpy()[0]), \"-o\")\n",
    "    # ax.set_xticks(x_axis, true_voltages.index, rotation=-90, fontsize=5)\n",
    "    ax.set_xlabel(\"Node number\")\n",
    "    ax.set_ylabel(f\"Voltage Magnitudes ({unit})\")\n",
    "    ax.legend([\"True\", \"Estimate\"])\n",
    "    ax.set_title(f\"Voltage Magnitudes at t={time}\")\n",
    "    return fig\n",
    "\n",
    "\n",
    "def errors(true_voltages, estimated_voltages):\n",
    "    true_mag = np.abs(true_voltages)\n",
    "    nonzero_parts = true_mag != 0.0\n",
    "    MAPE = np.mean(\n",
    "        np.array(np.abs(true_mag - np.abs(estimated_voltages)) / true_mag)[\n",
    "            nonzero_parts\n",
    "        ]\n",
    "        * 100\n",
    "    )\n",
    "    angle_difference = np.abs(np.angle(true_voltages) - np.angle(estimated_voltages))\n",
    "    angle_difference[angle_difference >= np.pi] = (\n",
    "        2 * np.pi - angle_difference[angle_difference >= np.pi]\n",
    "    )\n",
    "    MAE = np.mean(np.array(angle_difference)[nonzero_parts] * 180 / np.pi)\n",
    "    return MAPE, MAE\n",
    "\n",
    "\n",
    "def error_table(true_voltages, estimated_voltages):\n",
    "    error_table = []\n",
    "    for i, t in enumerate(true_voltages.columns):\n",
    "        MAPE, MAE = errors(true_voltages.iloc[:, i], estimated_voltages.iloc[:, i])\n",
    "        error_table.append({\"t\": t, \"MAPE\": MAPE, \"MAE\": MAE})\n",
    "    return pd.DataFrame(error_table)\n",
    "\n",
    "\n",
    "def plot_errors(err_table):\n",
    "    fig, ax = plt.subplots()\n",
    "    ax.plot(err_table[\"t\"], err_table[\"MAPE\"])\n",
    "    ax.plot(err_table[\"t\"], err_table[\"MAE\"])\n",
    "    ax.legend([\"MAPE (magnitudes)\", \"MAE (angles)\"])\n",
    "    ax.set_ylabel(\"Error\")\n",
    "    ax.set_xlabel(\"Time (15 minute)\")\n",
    "    ax.set_title(\"Voltage Errors\")\n",
    "    ax.set_xticks(err_table[\"t\"][::5], err_table[\"t\"][::5], rotation=-25, fontsize=5)\n",
    "    return fig"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "id": "b4e0d8c1-1bcb-489c-9690-dd0536ed5d76",
   "metadata": {},
   "outputs": [
    {
     "ename": "TypeError",
     "evalue": "'<' not supported between instances of 'str' and 'int'",
     "output_type": "error",
     "traceback": [
      "\u001b[0;31m---------------------------------------------------------------------------\u001b[0m",
      "\u001b[0;31mTypeError\u001b[0m                                 Traceback (most recent call last)",
      "Cell \u001b[0;32mIn[15], line 2\u001b[0m\n\u001b[1;32m      1\u001b[0m df_act \u001b[38;5;241m=\u001b[39m pd\u001b[38;5;241m.\u001b[39mread_feather(power_real)\n\u001b[0;32m----> 2\u001b[0m df_act \u001b[38;5;241m=\u001b[39m df_act[\u001b[43mdf_act\u001b[49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mlt\u001b[49m\u001b[43m(\u001b[49m\u001b[38;5;241;43m0\u001b[39;49m\u001b[43m)\u001b[49m]\u001b[38;5;241m.\u001b[39mdropna(axis\u001b[38;5;241m=\u001b[39m\u001b[38;5;241m1\u001b[39m)\n\u001b[1;32m      3\u001b[0m df_act[\u001b[38;5;124m'\u001b[39m\u001b[38;5;124mtime\u001b[39m\u001b[38;5;124m'\u001b[39m] \u001b[38;5;241m=\u001b[39m pd\u001b[38;5;241m.\u001b[39mto_datetime(df_act[\u001b[38;5;124m'\u001b[39m\u001b[38;5;124mtime\u001b[39m\u001b[38;5;124m'\u001b[39m],\u001b[38;5;28mformat\u001b[39m\u001b[38;5;241m=\u001b[39m\u001b[38;5;124m'\u001b[39m\u001b[38;5;124m%\u001b[39m\u001b[38;5;124mY-\u001b[39m\u001b[38;5;124m%\u001b[39m\u001b[38;5;124mm-\u001b[39m\u001b[38;5;132;01m%d\u001b[39;00m\u001b[38;5;124m \u001b[39m\u001b[38;5;124m%\u001b[39m\u001b[38;5;124mH:\u001b[39m\u001b[38;5;124m%\u001b[39m\u001b[38;5;124mM:\u001b[39m\u001b[38;5;124m%\u001b[39m\u001b[38;5;124mS\u001b[39m\u001b[38;5;124m'\u001b[39m)\n\u001b[1;32m      4\u001b[0m df_act\u001b[38;5;241m.\u001b[39mset_index(\u001b[38;5;124m'\u001b[39m\u001b[38;5;124mtime\u001b[39m\u001b[38;5;124m'\u001b[39m, inplace\u001b[38;5;241m=\u001b[39m\u001b[38;5;28;01mTrue\u001b[39;00m)\n",
      "File \u001b[0;32m~/dev/oedisi_dopf/.venv/lib/python3.12/site-packages/pandas/core/frame.py:8335\u001b[0m, in \u001b[0;36mDataFrame.lt\u001b[0;34m(self, other, axis, level)\u001b[0m\n\u001b[1;32m   8333\u001b[0m \u001b[38;5;129m@Appender\u001b[39m(ops\u001b[38;5;241m.\u001b[39mmake_flex_doc(\u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mlt\u001b[39m\u001b[38;5;124m\"\u001b[39m, \u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mdataframe\u001b[39m\u001b[38;5;124m\"\u001b[39m))\n\u001b[1;32m   8334\u001b[0m \u001b[38;5;28;01mdef\u001b[39;00m \u001b[38;5;21mlt\u001b[39m(\u001b[38;5;28mself\u001b[39m, other, axis: Axis \u001b[38;5;241m=\u001b[39m \u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mcolumns\u001b[39m\u001b[38;5;124m\"\u001b[39m, level\u001b[38;5;241m=\u001b[39m\u001b[38;5;28;01mNone\u001b[39;00m) \u001b[38;5;241m-\u001b[39m\u001b[38;5;241m>\u001b[39m DataFrame:\n\u001b[0;32m-> 8335\u001b[0m     \u001b[38;5;28;01mreturn\u001b[39;00m \u001b[38;5;28;43mself\u001b[39;49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43m_flex_cmp_method\u001b[49m\u001b[43m(\u001b[49m\u001b[43mother\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43moperator\u001b[49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mlt\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43maxis\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[43maxis\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43mlevel\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[43mlevel\u001b[49m\u001b[43m)\u001b[49m\n",
      "File \u001b[0;32m~/dev/oedisi_dopf/.venv/lib/python3.12/site-packages/pandas/core/frame.py:8318\u001b[0m, in \u001b[0;36mDataFrame._flex_cmp_method\u001b[0;34m(self, other, op, axis, level)\u001b[0m\n\u001b[1;32m   8314\u001b[0m axis \u001b[38;5;241m=\u001b[39m \u001b[38;5;28mself\u001b[39m\u001b[38;5;241m.\u001b[39m_get_axis_number(axis) \u001b[38;5;28;01mif\u001b[39;00m axis \u001b[38;5;129;01mis\u001b[39;00m \u001b[38;5;129;01mnot\u001b[39;00m \u001b[38;5;28;01mNone\u001b[39;00m \u001b[38;5;28;01melse\u001b[39;00m \u001b[38;5;241m1\u001b[39m\n\u001b[1;32m   8316\u001b[0m \u001b[38;5;28mself\u001b[39m, other \u001b[38;5;241m=\u001b[39m \u001b[38;5;28mself\u001b[39m\u001b[38;5;241m.\u001b[39m_align_for_op(other, axis, flex\u001b[38;5;241m=\u001b[39m\u001b[38;5;28;01mTrue\u001b[39;00m, level\u001b[38;5;241m=\u001b[39mlevel)\n\u001b[0;32m-> 8318\u001b[0m new_data \u001b[38;5;241m=\u001b[39m \u001b[38;5;28;43mself\u001b[39;49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43m_dispatch_frame_op\u001b[49m\u001b[43m(\u001b[49m\u001b[43mother\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43mop\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43maxis\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[43maxis\u001b[49m\u001b[43m)\u001b[49m\n\u001b[1;32m   8319\u001b[0m \u001b[38;5;28;01mreturn\u001b[39;00m \u001b[38;5;28mself\u001b[39m\u001b[38;5;241m.\u001b[39m_construct_result(new_data)\n",
      "File \u001b[0;32m~/dev/oedisi_dopf/.venv/lib/python3.12/site-packages/pandas/core/frame.py:7945\u001b[0m, in \u001b[0;36mDataFrame._dispatch_frame_op\u001b[0;34m(self, right, func, axis)\u001b[0m\n\u001b[1;32m   7942\u001b[0m right \u001b[38;5;241m=\u001b[39m lib\u001b[38;5;241m.\u001b[39mitem_from_zerodim(right)\n\u001b[1;32m   7943\u001b[0m \u001b[38;5;28;01mif\u001b[39;00m \u001b[38;5;129;01mnot\u001b[39;00m is_list_like(right):\n\u001b[1;32m   7944\u001b[0m     \u001b[38;5;66;03m# i.e. scalar, faster than checking np.ndim(right) == 0\u001b[39;00m\n\u001b[0;32m-> 7945\u001b[0m     bm \u001b[38;5;241m=\u001b[39m \u001b[38;5;28;43mself\u001b[39;49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43m_mgr\u001b[49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mapply\u001b[49m\u001b[43m(\u001b[49m\u001b[43marray_op\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43mright\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[43mright\u001b[49m\u001b[43m)\u001b[49m\n\u001b[1;32m   7946\u001b[0m     \u001b[38;5;28;01mreturn\u001b[39;00m \u001b[38;5;28mself\u001b[39m\u001b[38;5;241m.\u001b[39m_constructor_from_mgr(bm, axes\u001b[38;5;241m=\u001b[39mbm\u001b[38;5;241m.\u001b[39maxes)\n\u001b[1;32m   7948\u001b[0m \u001b[38;5;28;01melif\u001b[39;00m \u001b[38;5;28misinstance\u001b[39m(right, DataFrame):\n",
      "File \u001b[0;32m~/dev/oedisi_dopf/.venv/lib/python3.12/site-packages/pandas/core/internals/managers.py:361\u001b[0m, in \u001b[0;36mBaseBlockManager.apply\u001b[0;34m(self, f, align_keys, **kwargs)\u001b[0m\n\u001b[1;32m    358\u001b[0m             kwargs[k] \u001b[38;5;241m=\u001b[39m obj[b\u001b[38;5;241m.\u001b[39mmgr_locs\u001b[38;5;241m.\u001b[39mindexer]\n\u001b[1;32m    360\u001b[0m \u001b[38;5;28;01mif\u001b[39;00m \u001b[38;5;28mcallable\u001b[39m(f):\n\u001b[0;32m--> 361\u001b[0m     applied \u001b[38;5;241m=\u001b[39m \u001b[43mb\u001b[49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mapply\u001b[49m\u001b[43m(\u001b[49m\u001b[43mf\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[38;5;241;43m*\u001b[39;49m\u001b[38;5;241;43m*\u001b[39;49m\u001b[43mkwargs\u001b[49m\u001b[43m)\u001b[49m\n\u001b[1;32m    362\u001b[0m \u001b[38;5;28;01melse\u001b[39;00m:\n\u001b[1;32m    363\u001b[0m     applied \u001b[38;5;241m=\u001b[39m \u001b[38;5;28mgetattr\u001b[39m(b, f)(\u001b[38;5;241m*\u001b[39m\u001b[38;5;241m*\u001b[39mkwargs)\n",
      "File \u001b[0;32m~/dev/oedisi_dopf/.venv/lib/python3.12/site-packages/pandas/core/internals/blocks.py:393\u001b[0m, in \u001b[0;36mBlock.apply\u001b[0;34m(self, func, **kwargs)\u001b[0m\n\u001b[1;32m    387\u001b[0m \u001b[38;5;129m@final\u001b[39m\n\u001b[1;32m    388\u001b[0m \u001b[38;5;28;01mdef\u001b[39;00m \u001b[38;5;21mapply\u001b[39m(\u001b[38;5;28mself\u001b[39m, func, \u001b[38;5;241m*\u001b[39m\u001b[38;5;241m*\u001b[39mkwargs) \u001b[38;5;241m-\u001b[39m\u001b[38;5;241m>\u001b[39m \u001b[38;5;28mlist\u001b[39m[Block]:\n\u001b[1;32m    389\u001b[0m \u001b[38;5;250m    \u001b[39m\u001b[38;5;124;03m\"\"\"\u001b[39;00m\n\u001b[1;32m    390\u001b[0m \u001b[38;5;124;03m    apply the function to my values; return a block if we are not\u001b[39;00m\n\u001b[1;32m    391\u001b[0m \u001b[38;5;124;03m    one\u001b[39;00m\n\u001b[1;32m    392\u001b[0m \u001b[38;5;124;03m    \"\"\"\u001b[39;00m\n\u001b[0;32m--> 393\u001b[0m     result \u001b[38;5;241m=\u001b[39m \u001b[43mfunc\u001b[49m\u001b[43m(\u001b[49m\u001b[38;5;28;43mself\u001b[39;49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mvalues\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[38;5;241;43m*\u001b[39;49m\u001b[38;5;241;43m*\u001b[39;49m\u001b[43mkwargs\u001b[49m\u001b[43m)\u001b[49m\n\u001b[1;32m    395\u001b[0m     result \u001b[38;5;241m=\u001b[39m maybe_coerce_values(result)\n\u001b[1;32m    396\u001b[0m     \u001b[38;5;28;01mreturn\u001b[39;00m \u001b[38;5;28mself\u001b[39m\u001b[38;5;241m.\u001b[39m_split_op_result(result)\n",
      "File \u001b[0;32m~/dev/oedisi_dopf/.venv/lib/python3.12/site-packages/pandas/core/ops/array_ops.py:344\u001b[0m, in \u001b[0;36mcomparison_op\u001b[0;34m(left, right, op)\u001b[0m\n\u001b[1;32m    341\u001b[0m     \u001b[38;5;28;01mreturn\u001b[39;00m invalid_comparison(lvalues, rvalues, op)\n\u001b[1;32m    343\u001b[0m \u001b[38;5;28;01melif\u001b[39;00m lvalues\u001b[38;5;241m.\u001b[39mdtype \u001b[38;5;241m==\u001b[39m \u001b[38;5;28mobject\u001b[39m \u001b[38;5;129;01mor\u001b[39;00m \u001b[38;5;28misinstance\u001b[39m(rvalues, \u001b[38;5;28mstr\u001b[39m):\n\u001b[0;32m--> 344\u001b[0m     res_values \u001b[38;5;241m=\u001b[39m \u001b[43mcomp_method_OBJECT_ARRAY\u001b[49m\u001b[43m(\u001b[49m\u001b[43mop\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43mlvalues\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43mrvalues\u001b[49m\u001b[43m)\u001b[49m\n\u001b[1;32m    346\u001b[0m \u001b[38;5;28;01melse\u001b[39;00m:\n\u001b[1;32m    347\u001b[0m     res_values \u001b[38;5;241m=\u001b[39m _na_arithmetic_op(lvalues, rvalues, op, is_cmp\u001b[38;5;241m=\u001b[39m\u001b[38;5;28;01mTrue\u001b[39;00m)\n",
      "File \u001b[0;32m~/dev/oedisi_dopf/.venv/lib/python3.12/site-packages/pandas/core/ops/array_ops.py:129\u001b[0m, in \u001b[0;36mcomp_method_OBJECT_ARRAY\u001b[0;34m(op, x, y)\u001b[0m\n\u001b[1;32m    127\u001b[0m     result \u001b[38;5;241m=\u001b[39m libops\u001b[38;5;241m.\u001b[39mvec_compare(x\u001b[38;5;241m.\u001b[39mravel(), y\u001b[38;5;241m.\u001b[39mravel(), op)\n\u001b[1;32m    128\u001b[0m \u001b[38;5;28;01melse\u001b[39;00m:\n\u001b[0;32m--> 129\u001b[0m     result \u001b[38;5;241m=\u001b[39m \u001b[43mlibops\u001b[49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mscalar_compare\u001b[49m\u001b[43m(\u001b[49m\u001b[43mx\u001b[49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mravel\u001b[49m\u001b[43m(\u001b[49m\u001b[43m)\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43my\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43mop\u001b[49m\u001b[43m)\u001b[49m\n\u001b[1;32m    130\u001b[0m \u001b[38;5;28;01mreturn\u001b[39;00m result\u001b[38;5;241m.\u001b[39mreshape(x\u001b[38;5;241m.\u001b[39mshape)\n",
      "File \u001b[0;32mops.pyx:107\u001b[0m, in \u001b[0;36mpandas._libs.ops.scalar_compare\u001b[0;34m()\u001b[0m\n",
      "\u001b[0;31mTypeError\u001b[0m: '<' not supported between instances of 'str' and 'int'"
     ]
    }
   ],
   "source": [
    "df_act = pd.read_feather(power_real)\n",
    "df_act['time'] = pd.to_datetime(df_act['time'],format='%Y-%m-%d %H:%M:%S')\n",
    "df_act.set_index('time', inplace=True)\n",
    "\n",
    "df_act_a = df_act.filter(like='.1')\n",
    "df_act_b = df_act.filter(like='.2')\n",
    "df_act_c = df_act.filter(like='.3')\n",
    "\n",
    "df_est = pd.read_feather(power_real_est)\n",
    "df_est['time'] = pd.to_datetime(df_est['time'],format='%Y-%m-%d %H:%M:%S')\n",
    "df_est.set_index('time', inplace=True)\n",
    "\n",
    "df_est_a = df_est.filter(like='.1')\n",
    "df_est_b = df_est.filter(like='.2')\n",
    "df_est_c = df_est.filter(like='.3')\n",
    "\n",
    "df_est_a_true = df_est_a.filter(items=df_act_a.columns)\n",
    "cm = colormaps['tab20'].colors\n",
    "idx = ['true', 'est']"
   ],
   "outputs": [],
   "execution_count": 6
  },
  {
   "metadata": {
    "ExecuteTime": {
     "end_time": "2024-08-29T23:18:45.146615Z",
     "start_time": "2024-08-29T23:18:45.139008Z"
    }
   },
   "cell_type": "code",
<<<<<<< HEAD
   "execution_count": 13,
   "id": "e5f1e613-352c-4f28-a21b-f71b5c08e13b",
   "metadata": {},
   "outputs": [
    {
     "ename": "TypeError",
     "evalue": "Index must be DatetimeIndex",
     "output_type": "error",
     "traceback": [
      "\u001b[0;31m---------------------------------------------------------------------------\u001b[0m",
      "\u001b[0;31mTypeError\u001b[0m                                 Traceback (most recent call last)",
      "\u001b[0;32m/tmp/ipykernel_20046/2227269437.py\u001b[0m in \u001b[0;36m?\u001b[0;34m()\u001b[0m\n\u001b[1;32m      1\u001b[0m \u001b[0mtime\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0;34m'07:00'\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m----> 2\u001b[0;31m \u001b[0mtrue\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mdf_act\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mat_time\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mtime\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m      3\u001b[0m \u001b[0mestimated\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mef_est\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mat_time\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mtime\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m      4\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m      5\u001b[0m \u001b[0merr_table\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0merror_table\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mtrue\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mestimated\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n",
      "\u001b[0;32m~/dev/oedisi_dopf/.venv/lib/python3.12/site-packages/pandas/core/generic.py\u001b[0m in \u001b[0;36m?\u001b[0;34m(self, time, asof, axis)\u001b[0m\n\u001b[1;32m   9288\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m   9289\u001b[0m         \u001b[0mindex\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mself\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0m_get_axis\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0maxis\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m   9290\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m   9291\u001b[0m         \u001b[0;32mif\u001b[0m \u001b[0;32mnot\u001b[0m \u001b[0misinstance\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mindex\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mDatetimeIndex\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m-> 9292\u001b[0;31m             \u001b[0;32mraise\u001b[0m \u001b[0mTypeError\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m\"Index must be DatetimeIndex\"\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m   9293\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m   9294\u001b[0m         \u001b[0mindexer\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mindex\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mindexer_at_time\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mtime\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0masof\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0masof\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m   9295\u001b[0m         \u001b[0;32mreturn\u001b[0m \u001b[0mself\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0m_take_with_is_copy\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mindexer\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0maxis\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0maxis\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n",
      "\u001b[0;31mTypeError\u001b[0m: Index must be DatetimeIndex"
     ]
    }
   ],
   "source": [
    "time='07:00'\n",
    "true = df_act.at_time(time)\n",
    "estimated = ef_est.at_time(time)\n",
    "\n",
    "err_table = error_table(true, estimated)\n",
    "plot_errors(err_table).savefig(f\"{directory}/errors_morning.png\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "id": "8a8ceaab-e0f1-49bf-9f87-cf0d5613a901",
   "metadata": {},
=======
   "source": "df_act_a.head()\n",
   "id": "69763ae8bfc5573b",
>>>>>>> master
   "outputs": [
    {
     "data": {
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<<<<<<< HEAD
     "execution_count": 6,
=======
     "execution_count": 13,
>>>>>>> master
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "execution_count": 13
  },
  {
   "metadata": {
    "ExecuteTime": {
     "end_time": "2024-08-29T23:18:46.112464Z",
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    "\n",
    "df_est_a.head()"
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   "id": "451c2e0062ecc00f",
   "outputs": [
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     },
     "execution_count": 14,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "execution_count": 14
  },
  {
   "cell_type": "code",
   "id": "8a8ceaab-e0f1-49bf-9f87-cf0d5613a901",
   "metadata": {
    "ExecuteTime": {
     "end_time": "2024-08-29T23:21:01.705373Z",
     "start_time": "2024-08-29T23:21:01.475470Z"
    }
   },
   "source": [
    "df = pd.concat([df_est_a, df_act_a], ignore_index=True).fillna(0)\n",
    "fig, ax = plt.subplots()\n",
    "df.plot.bar(color=cm, ax=ax)"
<<<<<<< HEAD
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "id": "cb1d0c4c-e900-4437-87c5-843958b7b39b",
   "metadata": {},
=======
   ],
>>>>>>> master
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<Axes: >"
      ]
     },
<<<<<<< HEAD
     "execution_count": 7,
=======
     "execution_count": 22,
>>>>>>> master
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ],
      "image/png": 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"
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "execution_count": 22
  },
  {
   "cell_type": "code",
   "id": "cb1d0c4c-e900-4437-87c5-843958b7b39b",
   "metadata": {
    "ExecuteTime": {
     "end_time": "2024-08-29T23:21:11.658148Z",
     "start_time": "2024-08-29T23:21:11.403707Z"
    }
   },
   "source": [
    "df = pd.concat([df_est_b, df_act_b], ignore_index=True).fillna(0)\n",
    "fig, ax = plt.subplots()\n",
<<<<<<< HEAD
    "df.plot.bar(color=cm, ax=ax)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "id": "8c1127d7-70e6-4788-aa78-c08a1e4ba968",
   "metadata": {},
=======
    "df.plot.bar(color=cm, ax=ax)\n"
   ],
>>>>>>> master
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<Axes: >"
      ]
     },
<<<<<<< HEAD
     "execution_count": 8,
=======
     "execution_count": 23,
>>>>>>> master
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ],
      "image/png": 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"
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "execution_count": 23
  },
  {
   "cell_type": "code",
   "id": "8c1127d7-70e6-4788-aa78-c08a1e4ba968",
   "metadata": {
    "ExecuteTime": {
     "end_time": "2024-08-29T23:21:20.645675Z",
     "start_time": "2024-08-29T23:21:20.473962Z"
    }
   },
   "source": [
    "df = pd.concat([df_est_c, df_act_c], ignore_index=True).fillna(0)\n",
    "fig, ax = plt.subplots()\n",
    "df.plot.bar(color=cm, ax=ax)"
<<<<<<< HEAD
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "08b5fb2d-d57f-4eb3-acdd-72e06a4aeb88",
   "metadata": {},
   "outputs": [],
   "source": []
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "fb074ec6-92af-4c0a-b4a7-5efc907edd05",
   "metadata": {},
   "outputs": [],
   "source": []
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "537f43ab-b9b0-4f30-ad7a-590fe99187c8",
   "metadata": {},
   "outputs": [],
   "source": []
=======
   ],
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<Axes: >"
      ]
     },
     "execution_count": 24,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ],
      "image/png": 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"
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "execution_count": 24
>>>>>>> master
  }
 ],
 "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": "3.12.3"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 5
}