subway_data.ipynb

{
 "cells": [
  {
   "cell_type": "code",
   "execution_count": 6,
   "id": "294e24a8",
   "metadata": {},
   "outputs": [],
   "source": [
    "import numpy as np \n",
    "import pandas as pd \n",
    "import matplotlib.pyplot as plt\n",
    "import matplotlib.font_manager as fm\n",
    "from matplotlib import rc\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "id": "1f307061",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "<class 'pandas.core.frame.DataFrame'>\n",
      "RangeIndex: 16380 entries, 0 to 16379\n",
      "Data columns (total 25 columns):\n",
      " #   Column   Non-Null Count  Dtype \n",
      "---  ------   --------------  ----- \n",
      " 0   월        16380 non-null  int64 \n",
      " 1   일        16380 non-null  int64 \n",
      " 2   역번호      16380 non-null  int64 \n",
      " 3   역명       16380 non-null  object\n",
      " 4   승하차      16380 non-null  object\n",
      " 5   05시-06시  16380 non-null  int64 \n",
      " 6   06시-07시  16380 non-null  int64 \n",
      " 7   07시-08시  16380 non-null  int64 \n",
      " 8   08시-09시  16380 non-null  int64 \n",
      " 9   09시-10시  16380 non-null  int64 \n",
      " 10  10시-11시  16380 non-null  int64 \n",
      " 11  11시-12시  16380 non-null  int64 \n",
      " 12  12시-13시  16380 non-null  int64 \n",
      " 13  13시-14시  16380 non-null  int64 \n",
      " 14  14시-15시  16380 non-null  int64 \n",
      " 15  15시-16시  16380 non-null  int64 \n",
      " 16  16시-17시  16380 non-null  int64 \n",
      " 17  17시-18시  16380 non-null  int64 \n",
      " 18  18시-19시  16380 non-null  int64 \n",
      " 19  19시-20시  16380 non-null  int64 \n",
      " 20  20시-21시  16380 non-null  int64 \n",
      " 21  21시-22시  16380 non-null  int64 \n",
      " 22  22시-23시  16380 non-null  int64 \n",
      " 23  23시-24시  16380 non-null  int64 \n",
      " 24  일계       16380 non-null  int64 \n",
      "dtypes: int64(23), object(2)\n",
      "memory usage: 3.1+ MB\n"
     ]
    }
   ],
   "source": [
    "\n",
    "\n",
    "# CSV 파일 로드\n",
    "metro_all = pd.read_csv('Daegu_subway_data.csv', encoding = 'cp949')\n",
    "\n",
    "\n",
    "metro_all.head()\n",
    "metro_all.info()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "id": "e20d4402",
   "metadata": {},
   "outputs": [
    {
     "data": {
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\n",
      "text/plain": [
       "<Figure size 1440x720 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "\n",
    "font_path = './nanum-myeongjo-eco/NanumMyeongjoEco.ttf'\n",
    "font_name = fm.FontProperties(fname = font_path).get_name()\n",
    "\n",
    "rc('font',family=font_name)\n",
    "\n",
    "fontprop = fm.FontProperties(fname=path,size=12)\n",
    "\n",
    "metro_recent = metro_all[metro_all['월']==1]\n",
    "metro_recent\n",
    "# 불필요한 작업일자 컬럼 제거\n",
    "metro_recent = metro_recent.drop(columns={'일계'})\n",
    "metro_recent\n",
    "\n",
    "\n",
    "metro_line = metro_recent.groupby(['역명']).mean().reset_index()\n",
    "metro_line = metro_line.drop(columns='월').set_index('역명')\n",
    "metro_line = metro_line.mean(axis=1).sort_values(ascending=False)\n",
    "\n",
    "plt.figure(figsize=(20,10))\n",
    "plt.rc('font', family=font_name)\n",
    "plt.rcParams['axes.unicode_minus'] = False\n",
    "\n",
    "metro_line.plot(kind=('bar'))\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "8293954d",
   "metadata": {},
   "outputs": [],
   "source": []
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "Python 3",
   "language": "python",
   "name": "python3"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.8.8"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 5
}