{ "cells": [ { "cell_type": "code", "execution_count": 3, "id": "f9555b7c", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Active code page: 1252\n", "Requirement already satisfied: requests in c:\\users\\satya\\anaconda3\\envs\\myenv\\lib\\site-packages (2.32.5)\n", "Requirement already satisfied: pandas in c:\\users\\satya\\anaconda3\\envs\\myenv\\lib\\site-packages (2.3.2)\n", "Requirement already satisfied: numpy in c:\\users\\satya\\anaconda3\\envs\\myenv\\lib\\site-packages (2.3.2)\n", "Requirement already satisfied: matplotlib in c:\\users\\satya\\anaconda3\\envs\\myenv\\lib\\site-packages (3.10.7)\n", "Requirement already satisfied: plotly in c:\\users\\satya\\anaconda3\\envs\\myenv\\lib\\site-packages (6.3.1)\n", "Requirement already satisfied: streamlit in c:\\users\\satya\\anaconda3\\envs\\myenv\\lib\\site-packages (1.49.1)\n", "Requirement already satisfied: langchain in c:\\users\\satya\\anaconda3\\envs\\myenv\\lib\\site-packages 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streamlit langchain transformers seaborn\n" ] }, { "cell_type": "code", "execution_count": 7, "id": "43af09f0", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "šŸ” Dataset Loaded Successfully!\n", "Total Rows: 203\n", "Total Columns: 25\n", "\n", "šŸ“Š Columns in dataset:\n", "['state_name', 'district_name', 'crop_year', 'season', 'crop', 'area_', 'production_', 'subdivision', 'jan', 'feb', 'mar', 'apr', 'may', 'jun', 'jul', 'aug', 'sep', 'oct', 'nov', 'dec', 'annual', 'jf', 'mam', 'jjas', 'ond']\n", "\n", "šŸ›ļø Unique States in Dataset:\n", "['andaman and nicobar islands']\n", "\n", "šŸŒ¾ Unique Crops in Dataset:\n", "['Arecanut', 'Other Kharif pulses', 'Rice', 'Banana', 'Cashewnut', 'Coconut', 'Dry ginger', 'Sugarcane', 'Sweet potato', 'Tapioca', 'Black pepper', 'Dry chillies', 'other oilseeds', 'Turmeric', 'Maize', 'Moong(Green Gram)', 'Urad', 'Arhar/Tur', 'Groundnut', 'Sunflower']\n", "\n", "šŸ“… Crop Year Range: 2000 - 2010\n", "\n", "šŸ›ļø Number of Records by State:\n", "state_name\n", "andaman and nicobar islands 203\n", "Name: count, dtype: int64\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "c:\\Users\\satya\\anaconda3\\envs\\myenv\\Lib\\site-packages\\IPython\\core\\pylabtools.py:170: UserWarning: Glyph 128200 (\\N{CHART WITH UPWARDS TREND}) missing from font(s) Arial.\n", " fig.canvas.print_figure(bytes_io, **kw)\n" ] }, { "data": { "image/png": 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", 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", 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", 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" ] }, "metadata": {}, "output_type": "display_data" }, { "name": "stderr", "output_type": "stream", "text": [ "C:\\Users\\satya\\AppData\\Local\\Temp\\ipykernel_98312\\2703230501.py:87: FutureWarning: \n", "\n", "Passing `palette` without assigning `hue` is deprecated and will be removed in v0.14.0. Assign the `y` variable to `hue` and set `legend=False` for the same effect.\n", "\n", " sns.barplot(x=state_avg.values, y=state_avg.index, palette='Greens_r')\n", "c:\\Users\\satya\\anaconda3\\envs\\myenv\\Lib\\site-packages\\IPython\\core\\pylabtools.py:170: UserWarning: Glyph 127806 (\\N{EAR OF RICE}) missing from font(s) Arial.\n", " fig.canvas.print_figure(bytes_io, **kw)\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ "šŸ”— Correlation between Rainfall & Production: -0.033\n" ] }, { "data": { "image/png": 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", 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" ] }, "metadata": {}, "output_type": "display_data" }, { "name": "stdout", "output_type": "stream", "text": [ "\n", "šŸ“Š Summary Statistics:\n", " area_ production_ annual\n", "count 203.00 201.00 203.00\n", "mean 1664.51 3573249.95 2761.79\n", "std 3784.62 13116121.83 317.31\n", "min 0.20 0.10 2355.90\n", "25% 46.65 35.95 2404.70\n", "50% 145.26 402.00 2763.20\n", "75% 950.79 2350.00 3119.00\n", "max 18394.70 71300000.00 3157.10\n", "\n", "šŸ’¾ Cleaned dataset saved to: ../hybrid_dataset/merged_cleaned.csv\n", "\n", "āœ… Notebook Analysis Completed Successfully!\n", "šŸŽÆ You can now proceed to Phase 2 (Intelligent Q&A System).\n" ] } ], "source": [ "# ===============================================\n", "# šŸŒ¾ Project Samarth - Notebook 02\n", "# Phase 1: Data Integration Analysis (Final)\n", "# ===============================================\n", "\n", "# āœ… Step 1: Import Libraries\n", "import pandas as pd\n", "import matplotlib.pyplot as plt\n", "import seaborn as sns\n", "import numpy as np\n", "\n", "# Visualization Settings\n", "sns.set(style=\"whitegrid\")\n", "plt.rcParams['font.size'] = 11\n", "plt.rcParams['figure.figsize'] = (10, 5)\n", "\n", "# āœ… Step 2: Load Integrated Dataset\n", "data_path = \"../hybrid_dataset/merged_agri_rainfall.csv\"\n", "df = pd.read_csv(data_path)\n", "\n", "print(\"šŸ” Dataset Loaded Successfully!\")\n", "print(f\"Total Rows: {len(df)}\")\n", "print(f\"Total Columns: {len(df.columns)}\")\n", "\n", "print(\"\\nšŸ“Š Columns in dataset:\")\n", "print(df.columns.tolist())\n", "\n", "# āœ… Step 3: Quick Data Summary\n", "print(\"\\nšŸ›ļø Unique States in Dataset:\")\n", "print(df['state_name'].dropna().unique().tolist())\n", "\n", "print(\"\\nšŸŒ¾ Unique Crops in Dataset:\")\n", "print(df['crop'].dropna().unique().tolist()[:20])\n", "\n", "print(\"\\nšŸ“… Crop Year Range:\", int(df['crop_year'].min()), \"-\", int(df['crop_year'].max()))\n", "\n", "# āœ… Step 4: Basic Cleaning & Conversion\n", "df.columns = df.columns.str.lower().str.strip()\n", "\n", "# Convert numeric columns safely\n", "for col in ['area_', 'production_', 'annual', 'jjas', 'jf', 'mam', 'ond']:\n", " if col in df.columns:\n", " df[col] = pd.to_numeric(df[col], errors='coerce')\n", "\n", "# āœ… Step 5: State-Wise Summary\n", "print(\"\\nšŸ›ļø Number of Records by State:\")\n", "print(df['state_name'].value_counts())\n", "\n", "# āœ… Step 6: Visualize Crop Production Over Time\n", "if 'crop_year' in df.columns and 'production_' in df.columns:\n", " yearly_prod = df.groupby('crop_year')['production_'].sum()\n", " plt.figure(figsize=(10,5))\n", " yearly_prod.plot(kind='line', marker='o', color='green')\n", " plt.title(\"šŸ“ˆ Total Crop Production Over Years\")\n", " plt.xlabel(\"Year\")\n", " plt.ylabel(\"Production (Tonnes)\")\n", " plt.grid(True)\n", " plt.show()\n", "\n", "# āœ… Step 7: Average Rainfall Trend\n", "if 'crop_year' in df.columns and 'annual' in df.columns:\n", " yearly_rain = df.groupby('crop_year')['annual'].mean()\n", " plt.figure(figsize=(10,5))\n", " yearly_rain.plot(kind='line', marker='o', color='blue')\n", " plt.title(\"šŸŒ¦ļø Average Annual Rainfall Over Years\")\n", " plt.xlabel(\"Year\")\n", " plt.ylabel(\"Rainfall (mm)\")\n", " plt.grid(True)\n", " plt.show()\n", "\n", "# āœ… Step 8: Compare Rainfall vs Production (Correlation)\n", "if all(col in df.columns for col in ['annual', 'production_']):\n", " plt.figure(figsize=(6,5))\n", " sns.scatterplot(data=df, x='annual', y='production_', alpha=0.6, color='teal')\n", " plt.title(\"šŸŒ¾ Correlation: Rainfall vs Crop Production\")\n", " plt.xlabel(\"Average Annual Rainfall (mm)\")\n", " plt.ylabel(\"Crop Production (Tonnes)\")\n", " plt.grid(True)\n", " plt.show()\n", "\n", " corr_value = df[['annual', 'production_']].corr().iloc[0, 1]\n", " print(f\"šŸ”— Correlation between Rainfall & Production: {round(corr_value, 3)}\")\n", "\n", "# āœ… Step 9: State-wise Average Production (Bar Chart)\n", "plt.figure(figsize=(10,5))\n", "state_avg = df.groupby('state_name')['production_'].mean().sort_values(ascending=False)\n", "sns.barplot(x=state_avg.values, y=state_avg.index, palette='Greens_r')\n", "plt.title(\"šŸŒ¾ Average Crop Production by State\")\n", "plt.xlabel(\"Average Production (Tonnes)\")\n", "plt.ylabel(\"State\")\n", "plt.show()\n", "\n", "# āœ… Step 10: Summary Statistics\n", "print(\"\\nšŸ“Š Summary Statistics:\")\n", "print(df[['area_', 'production_', 'annual']].describe().round(2))\n", "\n", "# āœ… Step 11: Save Cleaned Version (Optional)\n", "cleaned_path = \"../hybrid_dataset/merged_cleaned.csv\"\n", "df.to_csv(cleaned_path, index=False)\n", "print(f\"\\nšŸ’¾ Cleaned dataset saved to: {cleaned_path}\")\n", "\n", "print(\"\\nāœ… Notebook Analysis Completed Successfully!\")\n", "print(\"šŸŽÆ You can now proceed to Phase 2 (Intelligent Q&A System).\")\n" ] } ], "metadata": { "kernelspec": { "display_name": "myenv", "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": "3.13.0" } }, "nbformat": 4, "nbformat_minor": 5 }