wk_LinProg/LinProg_Scripts/temo_gantt.ipynb

{
 "cells": [
  {
   "cell_type": "code",
   "execution_count": 25,
   "id": "6209e815",
   "metadata": {},
   "outputs": [],
   "source": [
    "import pandas as pd\n",
    "import plotly.express as px\n",
    "import plotly.graph_objects as go\n",
    "from datetime import datetime, timedelta\n",
    "import re"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 26,
   "id": "e9cae940",
   "metadata": {},
   "outputs": [],
   "source": [
    "t0_end_ = 1.0\n",
    "t0_start = 0.0\n",
    "t10_end_ = 198.0\n",
    "t10_start = 106.0\n",
    "t11_end_ = 203.0\n",
    "t11_start = 198.0\n",
    "t12_end_ = 208.0\n",
    "t12_start = 208.0\n",
    "t13_end_ = 216.0\n",
    "t13_start = 209.0\n",
    "t14_end_ = 209.0\n",
    "t14_start = 208.0\n",
    "t15_end_ = 216.0\n",
    "t15_start = 216.0\n",
    "t16_end_ = 249.0\n",
    "t16_start = 216.0\n",
    "t17_end_ = 247.0\n",
    "t17_start = 246.0\n",
    "t18_end_ = 249.0\n",
    "t18_start = 247.0\n",
    "t19_end_ = 242.0\n",
    "t19_start = 241.0\n",
    "t1_end_ = 5.0\n",
    "t1_start = 1.0\n",
    "t20_end_ = 244.0\n",
    "t20_start = 242.0\n",
    "t21_end_ = 246.0\n",
    "t21_start = 244.0\n",
    "t22_end_ = 240.0\n",
    "t22_start = 239.0\n",
    "t23_end_ = 241.0\n",
    "t23_start = 240.0\n",
    "t24_end_ = 249.0\n",
    "t24_start = 249.0\n",
    "t25_end_ = 260.0\n",
    "t25_start = 259.0\n",
    "t26_end_ = 257.0\n",
    "t26_start = 256.0\n",
    "t27_end_ = 259.0\n",
    "t27_start = 257.0\n",
    "t28_end_ = 252.0\n",
    "t28_start = 251.0\n",
    "t29_end_ = 254.0\n",
    "t29_start = 252.0\n",
    "t2_end_ = 12.0\n",
    "t2_start = 5.0\n",
    "t30_end_ = 256.0\n",
    "t30_start = 254.0\n",
    "t31_end_ = 250.0\n",
    "t31_start = 249.0\n",
    "t32_end_ = 251.0\n",
    "t32_start = 250.0\n",
    "t33_end_ = 260.0\n",
    "t33_start = 260.0\n",
    "t34_end_ = 293.0\n",
    "t34_start = 260.0\n",
    "t35_end_ = 291.0\n",
    "t35_start = 290.0\n",
    "t36_end_ = 293.0\n",
    "t36_start = 291.0\n",
    "t37_end_ = 286.0\n",
    "t37_start = 285.0\n",
    "t38_end_ = 288.0\n",
    "t38_start = 286.0\n",
    "t39_end_ = 290.0\n",
    "t39_start = 288.0\n",
    "t3_end_ = 102.0\n",
    "t3_start = 12.0\n",
    "t40_end_ = 284.0\n",
    "t40_start = 283.0\n",
    "t41_end_ = 285.0\n",
    "t41_start = 284.0\n",
    "t42_end_ = 293.0\n",
    "t42_start = 293.0\n",
    "t43_end_ = 304.0\n",
    "t43_start = 303.0\n",
    "t44_end_ = 301.0\n",
    "t44_start = 300.0\n",
    "t45_end_ = 303.0\n",
    "t45_start = 301.0\n",
    "t46_end_ = 296.0\n",
    "t46_start = 295.0\n",
    "t47_end_ = 298.0\n",
    "t47_start = 296.0\n",
    "t48_end_ = 300.0\n",
    "t48_start = 298.0\n",
    "t49_end_ = 294.0\n",
    "t49_start = 293.0\n",
    "t4_end_ = 102.0\n",
    "t4_start = 97.0\n",
    "t50_end_ = 295.0\n",
    "t50_start = 294.0\n",
    "t51_end_ = 304.0\n",
    "t51_start = 304.0\n",
    "t52_end_ = 341.0\n",
    "t52_start = 304.0\n",
    "t53_end_ = 307.0\n",
    "t53_start = 305.0\n",
    "t54_end_ = 315.0\n",
    "t54_start = 307.0\n",
    "t55_end_ = 318.0\n",
    "t55_start = 315.0\n",
    "t56_end_ = 305.0\n",
    "t56_start = 304.0\n",
    "t57_end_ = 341.0\n",
    "t57_start = 341.0\n",
    "t58_end_ = 374.0\n",
    "t58_start = 372.0\n",
    "t59_end_ = 368.0\n",
    "t59_start = 367.0\n",
    "t5_end_ = 102.0\n",
    "t5_start = 102.0\n",
    "t60_end_ = 370.0\n",
    "t60_start = 368.0\n",
    "t61_end_ = 372.0\n",
    "t61_start = 370.0\n",
    "t62_end_ = 342.0\n",
    "t62_start = 341.0\n",
    "t63_end_ = 344.0\n",
    "t63_start = 342.0\n",
    "t64_end_ = 363.0\n",
    "t64_start = 344.0\n",
    "t65_end_ = 365.0\n",
    "t65_start = 363.0\n",
    "t66_end_ = 367.0\n",
    "t66_start = 365.0\n",
    "t67_end_ = 342.0\n",
    "t67_start = 341.0\n",
    "t68_end_ = 343.0\n",
    "t68_start = 342.0\n",
    "t69_end_ = 375.0\n",
    "t69_start = 374.0\n",
    "t6_end_ = 192.0\n",
    "t6_start = 102.0\n",
    "t7_end_ = 208.0\n",
    "t7_start = 203.0\n",
    "t8_end_ = 103.0\n",
    "t8_start = 102.0\n",
    "t9_end_ = 106.0\n",
    "t9_start = 103.0"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 27,
   "id": "79e3a8a6",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Task Data Summary:\n",
      "     Task  Start    End  Duration\n",
      "0  Task 0    0.0    1.0       1.0\n",
      "1  Task 1    1.0    5.0       4.0\n",
      "2  Task 2    5.0   12.0       7.0\n",
      "3  Task 3   12.0  102.0      90.0\n",
      "4  Task 4   97.0  102.0       5.0\n",
      "5  Task 5  102.0  102.0       0.0\n",
      "6  Task 6  102.0  192.0      90.0\n",
      "7  Task 7  203.0  208.0       5.0\n",
      "8  Task 8  102.0  103.0       1.0\n",
      "9  Task 9  103.0  106.0       3.0\n",
      "\n",
      "Total tasks: 70\n",
      "Timeline: 0.0 to 375.0\n",
      "Total duration: 375.0\n"
     ]
    }
   ],
   "source": [
    "# Extract task data from the variables and create a structured dataset\n",
    "def extract_task_data():\n",
    "    # Get all variables from the current namespace\n",
    "    variables = globals()\n",
    "    \n",
    "    # Extract task numbers, start times, and end times\n",
    "    tasks = {}\n",
    "    \n",
    "    for var_name, value in variables.items():\n",
    "        if var_name.startswith('t') and ('_start' in var_name or '_end_' in var_name):\n",
    "            # Extract task number\n",
    "            match = re.match(r't(\\d+)_(start|end_)', var_name)\n",
    "            if match:\n",
    "                task_num = int(match.group(1))\n",
    "                time_type = match.group(2)\n",
    "                \n",
    "                if task_num not in tasks:\n",
    "                    tasks[task_num] = {}\n",
    "                \n",
    "                if time_type == 'start':\n",
    "                    tasks[task_num]['start'] = value\n",
    "                else:  # end_\n",
    "                    tasks[task_num]['end'] = value\n",
    "    \n",
    "    # Convert to list of dictionaries\n",
    "    task_list = []\n",
    "    for task_num in sorted(tasks.keys()):\n",
    "        if 'start' in tasks[task_num] and 'end' in tasks[task_num]:\n",
    "            task_list.append({\n",
    "                'Task': f'Task {task_num}',\n",
    "                'Start': tasks[task_num]['start'],\n",
    "                'End': tasks[task_num]['end'],\n",
    "                'Duration': tasks[task_num]['end'] - tasks[task_num]['start']\n",
    "            })\n",
    "    \n",
    "    return task_list\n",
    "\n",
    "# Create the dataset\n",
    "task_data = extract_task_data()\n",
    "\n",
    "# Create DataFrame\n",
    "df = pd.DataFrame(task_data)\n",
    "\n",
    "# Display the first few rows\n",
    "print(\"Task Data Summary:\")\n",
    "print(df.head(10))\n",
    "print(f\"\\nTotal tasks: {len(df)}\")\n",
    "print(f\"Timeline: {df['Start'].min()} to {df['End'].max()}\")\n",
    "print(f\"Total duration: {df['End'].max() - df['Start'].min()}\")"
   ]
  },
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           "x": 0.05
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         "text": "Task Schedule Gantt Chart"
        },
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         "gridcolor": "lightgray",
         "gridwidth": 1,
         "showgrid": true,
         "title": {
          "text": "Time"
         }
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          "Task 2",
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          "Task 5",
          "Task 6",
          "Task 7",
          "Task 8",
          "Task 9",
          "Task 10",
          "Task 11",
          "Task 12",
          "Task 13",
          "Task 14",
          "Task 15",
          "Task 16",
          "Task 17",
          "Task 18",
          "Task 19",
          "Task 20",
          "Task 21",
          "Task 22",
          "Task 23",
          "Task 24",
          "Task 25",
          "Task 26",
          "Task 27",
          "Task 28",
          "Task 29",
          "Task 30",
          "Task 31",
          "Task 32",
          "Task 33",
          "Task 34",
          "Task 35",
          "Task 36",
          "Task 37",
          "Task 38",
          "Task 39",
          "Task 40",
          "Task 41",
          "Task 42",
          "Task 43",
          "Task 44",
          "Task 45",
          "Task 46",
          "Task 47",
          "Task 48",
          "Task 49",
          "Task 50",
          "Task 51",
          "Task 52",
          "Task 53",
          "Task 54",
          "Task 55",
          "Task 56",
          "Task 57",
          "Task 58",
          "Task 59",
          "Task 60",
          "Task 61",
          "Task 62",
          "Task 63",
          "Task 64",
          "Task 65",
          "Task 66",
          "Task 67",
          "Task 68",
          "Task 69"
         ],
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         "gridwidth": 1,
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          "text": "Tasks"
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      }
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Longest task: Task 10 (Duration: 92.0)\n",
      "Shortest task: Task 5 (Duration: 0.0)\n",
      "Average task duration: 7.2\n"
     ]
    }
   ],
   "source": [
    "# Create Gantt chart using plotly\n",
    "fig = go.Figure()\n",
    "\n",
    "# Add bars for each task\n",
    "for i, row in df.iterrows():\n",
    "    fig.add_trace(go.Bar(\n",
    "        name=row['Task'],\n",
    "        x=[row['Duration']],\n",
    "        y=[row['Task']],\n",
    "        base=[row['Start']],\n",
    "        orientation='h',\n",
    "        marker_color=px.colors.qualitative.Set3[i % len(px.colors.qualitative.Set3)],\n",
    "        text=f\"Duration: {row['Duration']:.1f}\",\n",
    "        textposition='inside',\n",
    "        hovertemplate=(\n",
    "            f\"<b>{row['Task']}</b><br>\" +\n",
    "            f\"Start: {row['Start']:.1f}<br>\" +\n",
    "            f\"End: {row['End']:.1f}<br>\" +\n",
    "            f\"Duration: {row['Duration']:.1f}<br>\" +\n",
    "            \"<extra></extra>\"\n",
    "        )\n",
    "    ))\n",
    "\n",
    "# Update layout\n",
    "fig.update_layout(\n",
    "    title=\"Task Schedule Gantt Chart\",\n",
    "    xaxis_title=\"Time\",\n",
    "    yaxis_title=\"Tasks\",\n",
    "    showlegend=False,\n",
    "    height=max(600, len(df) * 25),  # Adjust height based on number of tasks\n",
    "    bargap=0.2,\n",
    "    xaxis=dict(\n",
    "        showgrid=True,\n",
    "        gridwidth=1,\n",
    "        gridcolor='lightgray'\n",
    "    ),\n",
    "    yaxis=dict(\n",
    "        showgrid=True,\n",
    "        gridwidth=1,\n",
    "        gridcolor='lightgray',\n",
    "        categoryorder='array',\n",
    "        categoryarray=[f'Task {i}' for i in sorted(df.index)]\n",
    "    )\n",
    ")\n",
    "\n",
    "# Show the chart\n",
    "fig.show()\n",
    "\n",
    "# Print some statistics\n",
    "print(f\"Longest task: {df.loc[df['Duration'].idxmax(), 'Task']} (Duration: {df['Duration'].max():.1f})\")\n",
    "print(f\"Shortest task: {df.loc[df['Duration'].idxmin(), 'Task']} (Duration: {df['Duration'].min():.1f})\")\n",
    "print(f\"Average task duration: {df['Duration'].mean():.1f}\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 29,
   "id": "9f24db33",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Data saved as CSV: gantt_output/task_schedule.csv\n",
      "Data saved as JSON: gantt_output/task_schedule.json\n",
      "openpyxl not available, Excel export skipped\n",
      "Gantt chart saved as HTML: gantt_output/gantt_chart.html\n",
      "\n",
      "Data structure:\n",
      "Task         object\n",
      "Start       float64\n",
      "End         float64\n",
      "Duration    float64\n",
      "dtype: object\n",
      "\n",
      "First 5 rows:\n",
      "     Task  Start    End  Duration\n",
      "0  Task 0    0.0    1.0       1.0\n",
      "1  Task 1    1.0    5.0       4.0\n",
      "2  Task 2    5.0   12.0       7.0\n",
      "3  Task 3   12.0  102.0      90.0\n",
      "4  Task 4   97.0  102.0       5.0\n"
     ]
    }
   ],
   "source": [
    "# Save data in different formats\n",
    "import json\n",
    "import os\n",
    "\n",
    "# Create output directory if it doesn't exist\n",
    "output_dir = \"gantt_output\"\n",
    "if not os.path.exists(output_dir):\n",
    "    os.makedirs(output_dir)\n",
    "\n",
    "# Save as CSV\n",
    "csv_path = os.path.join(output_dir, \"task_schedule.csv\")\n",
    "df.to_csv(csv_path, index=False)\n",
    "print(f\"Data saved as CSV: {csv_path}\")\n",
    "\n",
    "# Save as JSON\n",
    "json_path = os.path.join(output_dir, \"task_schedule.json\")\n",
    "df.to_json(json_path, orient='records', indent=2)\n",
    "print(f\"Data saved as JSON: {json_path}\")\n",
    "\n",
    "# Save as Excel (if openpyxl is available)\n",
    "try:\n",
    "    excel_path = os.path.join(output_dir, \"task_schedule.xlsx\")\n",
    "    df.to_excel(excel_path, index=False)\n",
    "    print(f\"Data saved as Excel: {excel_path}\")\n",
    "except ImportError:\n",
    "    print(\"openpyxl not available, Excel export skipped\")\n",
    "\n",
    "# Save the Gantt chart as HTML\n",
    "html_path = os.path.join(output_dir, \"gantt_chart.html\")\n",
    "fig.write_html(html_path)\n",
    "print(f\"Gantt chart saved as HTML: {html_path}\")\n",
    "\n",
    "# Display the data structure\n",
    "print(\"\\nData structure:\")\n",
    "print(df.dtypes)\n",
    "print(\"\\nFirst 5 rows:\")\n",
    "print(df.head())"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 30,
   "id": "f57f4fb1",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1500x1000 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Task Overlap Analysis:\n",
      "==================================================\n",
      "Found 24 task overlaps:\n",
      "      Task1    Task2  Overlap_Duration  Overlap_Start  Overlap_End\n",
      "3    Task 6  Task 10              86.0          106.0        192.0\n",
      "19  Task 52  Task 54               8.0          307.0        315.0\n",
      "0    Task 3   Task 4               5.0           97.0        102.0\n",
      "2    Task 6   Task 9               3.0          103.0        106.0\n",
      "20  Task 52  Task 55               3.0          315.0        318.0\n",
      "8   Task 16  Task 21               2.0          244.0        246.0\n",
      "7   Task 16  Task 20               2.0          242.0        244.0\n",
      "5   Task 16  Task 18               2.0          247.0        249.0\n",
      "14  Task 34  Task 38               2.0          286.0        288.0\n",
      "18  Task 52  Task 53               2.0          305.0        307.0\n",
      "12  Task 34  Task 36               2.0          291.0        293.0\n",
      "15  Task 34  Task 39               2.0          288.0        290.0\n",
      "6   Task 16  Task 19               1.0          241.0        242.0\n",
      "4   Task 16  Task 17               1.0          246.0        247.0\n",
      "1    Task 6   Task 8               1.0          102.0        103.0\n",
      "11  Task 34  Task 35               1.0          290.0        291.0\n",
      "13  Task 34  Task 37               1.0          285.0        286.0\n",
      "9   Task 16  Task 22               1.0          239.0        240.0\n",
      "10  Task 16  Task 23               1.0          240.0        241.0\n",
      "17  Task 34  Task 41               1.0          284.0        285.0\n",
      "16  Task 34  Task 40               1.0          283.0        284.0\n",
      "21  Task 52  Task 56               1.0          304.0        305.0\n",
      "22  Task 62  Task 67               1.0          341.0        342.0\n",
      "23  Task 63  Task 68               1.0          342.0        343.0\n",
      "\n",
      "Overlap analysis saved to: gantt_output/task_overlaps.csv\n"
     ]
    }
   ],
   "source": [
    "# Create a timeline view and analyze task overlaps\n",
    "import matplotlib.pyplot as plt\n",
    "import matplotlib.patches as mpatches\n",
    "import numpy as np\n",
    "\n",
    "# Create a timeline plot using matplotlib\n",
    "fig, ax = plt.subplots(figsize=(15, 10))\n",
    "\n",
    "# Sort tasks by start time for better visualization\n",
    "df_sorted = df.sort_values('Start')\n",
    "\n",
    "# Create color map\n",
    "colors = plt.cm.Set3(np.linspace(0, 1, len(df_sorted)))\n",
    "\n",
    "# Plot each task as a horizontal bar\n",
    "for i, (idx, row) in enumerate(df_sorted.iterrows()):\n",
    "    ax.barh(i, row['Duration'], left=row['Start'], \n",
    "            color=colors[i], alpha=0.7, height=0.6)\n",
    "    \n",
    "    # Add task labels\n",
    "    ax.text(row['Start'] + row['Duration']/2, i, \n",
    "            f\"{row['Task']}\\n({row['Duration']:.1f})\", \n",
    "            ha='center', va='center', fontsize=8)\n",
    "\n",
    "# Customize the plot\n",
    "ax.set_xlabel('Time')\n",
    "ax.set_ylabel('Tasks (sorted by start time)')\n",
    "ax.set_title('Task Schedule Timeline (Sorted by Start Time)')\n",
    "ax.set_yticks(range(len(df_sorted)))\n",
    "ax.set_yticklabels([f\"{row['Task']}\" for _, row in df_sorted.iterrows()])\n",
    "ax.grid(True, alpha=0.3)\n",
    "\n",
    "plt.tight_layout()\n",
    "plt.show()\n",
    "\n",
    "# Analyze task overlaps\n",
    "print(\"Task Overlap Analysis:\")\n",
    "print(\"=\" * 50)\n",
    "\n",
    "overlaps = []\n",
    "for i, row1 in df.iterrows():\n",
    "    for j, row2 in df.iterrows():\n",
    "        if i < j:  # Avoid duplicate comparisons\n",
    "            # Check if tasks overlap\n",
    "            if (row1['Start'] < row2['End'] and row2['Start'] < row1['End']):\n",
    "                overlap_start = max(row1['Start'], row2['Start'])\n",
    "                overlap_end = min(row1['End'], row2['End'])\n",
    "                overlap_duration = overlap_end - overlap_start\n",
    "                overlaps.append({\n",
    "                    'Task1': row1['Task'],\n",
    "                    'Task2': row2['Task'],\n",
    "                    'Overlap_Duration': overlap_duration,\n",
    "                    'Overlap_Start': overlap_start,\n",
    "                    'Overlap_End': overlap_end\n",
    "                })\n",
    "\n",
    "if overlaps:\n",
    "    overlap_df = pd.DataFrame(overlaps)\n",
    "    print(f\"Found {len(overlaps)} task overlaps:\")\n",
    "    print(overlap_df.sort_values('Overlap_Duration', ascending=False))\n",
    "    \n",
    "    # Save overlaps analysis\n",
    "    overlap_path = os.path.join(output_dir, \"task_overlaps.csv\")\n",
    "    overlap_df.to_csv(overlap_path, index=False)\n",
    "    print(f\"\\nOverlap analysis saved to: {overlap_path}\")\n",
    "else:\n",
    "    print(\"No task overlaps found - all tasks are sequential\")"
   ]
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "env",
   "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": "3.10.12"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 5
}