{ "cells": [ { "attachments": {}, "cell_type": "markdown", "metadata": {}, "source": [ "# Homework 4: Workflow, NumPy, and Matplotlib\n", "\n", "---\n", "General:\n", "- Please submit your homework as a Jupyter notebook with well-commented code, plots, and your written summary\n", "- Make sure to submit other relevent file(s) required to run the main parts of your code\n", "- Late submission policy is same as Homework 3\n", "- Total 80 points\n", "---" ] }, { "cell_type": "code", "execution_count": 1, "metadata": {}, "outputs": [], "source": [ "#Import libraries \n", "import numpy as np\n", "import pandas as pd\n", "import matplotlib.pylab as plt\n", "from scipy import stats\n", "import os\n", "import zipfile\n", "from urllib.request import urlretrieve" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## 1. Problem statement\n", "In this assignment, you will analyze air quality data for the core-based statistical area (CBSA) of Miami to understand correlations between different air quality variables. You will be working with EPA daily air quality data for PM2.5, PM10, wind and temperature from 01-01-2018 to 31-12-2019. To complete the assignment, you will mainly use the skills learned in the lessons on Data Science Workflow, NumPy, and Matplotlib including Exercises 6, 7 and 8. " ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## 2. Data Preparation" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### 2.1 Data Collection (8 points)\n", "\n", "Retrieve data from the [Pre-Generated Data Files - Daily Data](https://aqs.epa.gov/aqsweb/airdata/download_files.html#Daily) for PM2.5, PM10, Wind, and Temperature for the years 2018 and 2019 within the Miami Core Based Statistical Area (CBSA).\n", "\n", "Instructions (2 points):\n", "- Download and unzip the file using Python libraries\n", "- Filter the data by CBSA region\n", "- Retain relevant columns\n", "- Save the filtered data for each parameter and each year to a CSV file\n", "\n", "For help check Pandas lesson and Exercise 6, and use language models." ] }, { "cell_type": "code", "execution_count": 2, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Download 1: 2018 : PM2.5 FRM/FEM Mass : daily_88101_2018.zip\n", "Download 2: 2018 : PM2.5 non FRM/FEM Mass : daily_88502_2018.zip\n", "Download 3: 2018 : PM10 Mass : daily_81102_2018.zip\n", "Download 4: 2018 : Winds : daily_WIND_2018.zip\n", "Download 5: 2018 : Temperature : daily_TEMP_2018.zip\n", "Download 6: 2019 : PM2.5 FRM/FEM Mass : daily_88101_2019.zip\n", "Download 7: 2019 : PM2.5 non FRM/FEM Mass : daily_88502_2019.zip\n", "Download 8: 2019 : PM10 Mass : daily_81102_2019.zip\n", "Download 9: 2019 : Winds : daily_WIND_2019.zip\n", "Download 10: 2019 : Temperature : daily_TEMP_2019.zip\n" ] }, { "data": { "text/html": [ "
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" ], "text/plain": [ " Category Parameter FileID \\\n", "0 Particulates PM2.5 FRM/FEM Mass 88101 \n", "1 Particulates PM2.5 non FRM/FEM Mass 88502 \n", "2 Particulates PM10 Mass 81102 \n", "3 Meteorological Winds WIND \n", "4 Meteorological Temperature TEMP \n", "\n", " Unit Records \n", "0 Micrograms/cubic meter (LC) 7409 \n", "1 Micrograms/cubic meter (LC) 5359 \n", "2 Micrograms/cubic meter (25 C) 2753 \n", "3 Knots 1440 \n", "4 Degrees Fahrenheit 730 " ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "#ChatGPT 3.5 Turbo Code\n", "\n", "# 1. Define Attributes dictionary for air quality data\n", "\n", "\n", "# 2. Define region and CBSA_Name_Value\n", "region = 'Miami'\n", "CBSA_Name_Value = 'Miami-Fort Lauderdale-West Palm Beach, FL'\n", "\n", "# 3. Initialize download_count\n", "download_count = 0\n", "\n", "# 4. Loop through each year and download files\n", "\n", " # 5. Show download progress\n", "\n", " # Download file\n", " \n", " # 6. Unzip file\n", " \n", " # 7. Read csv file\n", " \n", " # 8. Delete zip file if exists\n", " \n", " # 9. Delete csv file if exists\n", " \n", " # 10. Handle warning in raw_data\n", " \n", " # 11. Update 'Unit' in Attributes\n", " \n", " # 12. Filter by CBSA_Name_Value\n", " \n", " # 13. Keep required columns\n", " \n", " # 14. Convert 'Date Local' to datetime and set as index\n", " \n", " # 15. Update 'Records' in Attributes\n", " \n", " # 16. Save raw_data\n", " \n", "\n", "# 17. Create DataFrame from Attributes\n", "\n", "# 18. Save df_Attributes\n", "\n", "# 19. Display df_Attributes\n" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### 2.2 Data integration (8 points)\n", "\n", "Create a unified dataset from multiple CSV files.\n", "\n", "Instructions (2 points each):\n", "- Create a DataFrame with a daily index covering the study period and containing values for each parameter\n", "- Resample the 'Arithmetic Mean' column to determine the maximum daily value\n", "- Resample the 'Arithmetic Mean' column to identify the maximum daily value for the 'Units of Measure' of 'Knots' for wind\n", "- Save the combined dataset to a CSV file named 'data_Miami.csv'\n", "\n", "For help check Pandas lesson and Exercise 6, and use language models." ] }, { "cell_type": "code", "execution_count": 3, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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FileID881018850281102WINDTEMP
2018-01-0118.587544.887536NaN66.5
2018-01-023.54.75416714NaN60.25
2018-01-035.5083332.1083337NaN60.333333
2018-01-048.28757.75833312NaN51.625
2018-01-058.29.87083315NaN51.0
..................
2019-12-276.7434786.08333319.07.15833374.75
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" ], "text/plain": [ "FileID 88101 88502 81102 WIND TEMP\n", "2018-01-01 18.5875 44.8875 36 NaN 66.5\n", "2018-01-02 3.5 4.754167 14 NaN 60.25\n", "2018-01-03 5.508333 2.108333 7 NaN 60.333333\n", "2018-01-04 8.2875 7.758333 12 NaN 51.625\n", "2018-01-05 8.2 9.870833 15 NaN 51.0\n", "... ... ... ... ... ...\n", "2019-12-27 6.743478 6.083333 19.0 7.158333 74.75\n", "2019-12-28 7.7875 5.766667 27.0 6.6875 74.833333\n", "2019-12-29 9.2625 7.445833 32.0 6.525 75.625\n", "2019-12-30 11.417391 7.854167 32.0 3.733333 75.833333\n", "2019-12-31 14.131818 12.679167 23.0 3.591667 71.333333\n", "\n", "[730 rows x 5 columns]" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "region = 'Miami'\n", "\n", "# Read 'Data/L2_Structured/Attributes.csv' as `df_Attributes` DataFrame\n", "\n", "# Create `data` DataFrame with daily index from 2019-01-01 to 2021-12-31 \n", "# and with columns such that the column labels are the 'FileID' column in `df_Attributes`\n", "\n", "# Loop for 2018 and 2019\n", " # Loop for each value in 'FileID'\n", " # Read f'Data/L2_Structured/daily_{fileID}_{year}_{region}.csv' as `raw_data` DataFrame\n", " # Set column 'Date Local' as datetime index\n", " # Resample the column 'Arithmetic Mean' in `raw_data` with .max() as `resampled_arithmetic_mean`\n", " \n", " # Resample the column 'Arithmetic Mean' in `raw_data` with .max() as `resampled_arithmetic_mean`\n", " \n", " # Copy the values of resampled_arithmetic_mean for each fileID into its corresponding column in `data`\n", " # with the same fileID. Dates must match.\n", "\n", "# Save `data` DataFrame as 'data_{region}.csv' at this path 'Data/L3_Integrated' and create folder if it does not exist\n", "\n", "# Display `data` DataFrame using `display()`\n" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### 2.3 Data transformation (4 points)\n", "\n", "Convert data into a format suitable form for analysis. \n", "\n", "Instructions (2 points each):\n", "- Combine 'PM2.5 FRM/FEM Mass' and 'PM2.5 non FRM/FEM Mass' for both samplers into one 'PM2.5' set\n", "- Rename column labels from FileIDs to parameter names for clarity (e.g., '81102' to 'PM10')\n", "\n", "For help check Pandas lesson and Exercise 6, and use language models." ] }, { "cell_type": "code", "execution_count": 4, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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Unnamed: 0CategoryParameterFileIDUnitRecords
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" ], "text/plain": [ " Unnamed: 0 Category Parameter FileID \\\n", "0 0 Particulates PM2.5 FRM/FEM Mass 88101 \n", "1 1 Particulates PM2.5 non FRM/FEM Mass 88502 \n", "2 2 Particulates PM10 Mass 81102 \n", "3 3 Meteorological Winds WIND \n", "4 4 Meteorological Temperature TEMP \n", "\n", " Unit Records \n", "0 Micrograms/cubic meter (LC) 7409 \n", "1 Micrograms/cubic meter (LC) 5359 \n", "2 Micrograms/cubic meter (25 C) 2753 \n", "3 Knots 1440 \n", "4 Degrees Fahrenheit 730 " ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "display(df_Attributes)" ] }, { "cell_type": "code", "execution_count": 5, "metadata": {}, "outputs": [], "source": [ "region = 'Miami'\n", "\n", "# 1. Read 'data_{}.csv' as `data` DataFrame with datetime index from 'Data/L3_Integrated'\n", "\n", "# 2. In `data`, create column 'PM2.5' which is mean of columns '88101', '88502'\n", "\n", "# 3. Create a new DataFrame `aqi_data` as a copy of `data` which shall include specific columns\n", "\n", "\n", "# 4. Rename columns labels in `aqi_data` DataFrame\n", "\n", "\n", "# 5. Get a NumPy representation of `aqi_data` DataFrame using `.values` method\n", "\n", "# 6. Save the `aqi_data` DataFrame as 'aqi_data_{region}.csv' in 'Data/L4_Transformed' and create folder if it does not exist\n" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### 2.4 Data cleaning (8 points)\n", "\n", "Remove rows with NaNs.\n", "\n", "Instructions (4 points each)\n", "- Read data as NumPy array\n", "- Clean data by removing NaN rows\n", "\n", "For help check NumPy lesson and Exercise 7, and use language models." ] }, { "cell_type": "code", "execution_count": 6, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Original data shape(data) (dates) (values): (730, 5) (730,) (730, 4)\n", "Cleaned data shape(data) (dates) (values): (712, 5) (712,) (712, 4)\n" ] } ], "source": [ "# Read the data from the CSV file into NumPy array\n", "# Columns: [datetime-empty], 'PM2.5', PM10, 'WIND', 'TEMP']\n", "\n", "#Clean data by removing rows with NaN\n" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### 2.5 Additional information\n", "\n", "Use this additional information in your analysis." ] }, { "cell_type": "code", "execution_count": 7, "metadata": {}, "outputs": [], "source": [ "# Air quality parameter information\n", "parameters = ['PM2.5', 'PM10','WIND', 'TEMP']\n", "units = ['µg/m³', 'µg/m³', 'Knots', '°F']\n", "limits = [ \n", " 34 , # Healthly limit for PM2.5 in µg/m³\n", " 155 , # Healthly limit for PM10 in µg/m³\n", " 64, # Hurricane wind speed in knots\n", " 105 # Heat wave temperature in °F\n", "] " ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## 3. Data analysis\n" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### 3.1 Summary statistics (10 points)\n", "\n", "Show summary statistics of your data. \n", "\n", "Instructions (5 points each)\n", "- Calculate the minimum, mean, median, and maximum values for each parameter\n", "- Display the results in a tabular format that includes the parameter name, unit, limit, minimum value, mean value, median value, and maximum value. Hint: You can use a DataFrame for this task. If you need assistance with creating a pandas DataFrame, you can refer to online resources or use a language model\n", "\n", "For help check NumPy lesson and Exercise 7, and use language models. " ] }, { "cell_type": "code", "execution_count": 8, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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UnitLimitMinMeanMedianMax
PM2.5µg/m³344.39.58.734.5
PM10µg/m³507.023.321.0136.0
WINDKnots641.95.65.514.2
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" ], "text/plain": [ " Unit Limit Min Mean Median Max\n", "PM2.5 µg/m³ 34 4.3 9.5 8.7 34.5\n", "PM10 µg/m³ 50 7.0 23.3 21.0 136.0\n", "WIND Knots 64 1.9 5.6 5.5 14.2\n", "TEMP °F 105 52.3 75.9 77.3 85.3" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "# Calculate mean concentrations \n", "\n", "# Create a DataFrame\n", "\n", "display(df)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### 3.2 Line Plot (10 points)\n", "\n", "Create line plot using Matplotlib for each of the four parameters and include appropriate labels and annotations.\n", "\n", "Instructions (2 points each)\n", "- Create a 4x1 subplot grid to visualize the four parameters individually\n", "- If any parameter value exceeds the health limit, display a vertical line indicating the limit\n", "- Ensure a shared x-axis for all subplots\n", "- Set the x-axis limits from January 1, 2018, to January 1, 2020\n", "- Include appropriate labels with units and legends for clarity\n", "\n", "For help check Matplotlib lesson and Exercise 8, and use language models." ] }, { "cell_type": "code", "execution_count": 9, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "PM2.5 exceeds healthy limit\n" ] }, { "data": { "image/png": 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", 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "#Create Figure and Axes objects (6x1) \n", "# with figure size 10 inche long by 8 wide inches and shared x-axis\n", "\n", "#Change horizontal spaces between subplot\n", " \n", " \n", " # Plot times as x-variable and air qualiy parameter as y-variable\n", "\n", " # Add a horizontal line for healthy limit\n", "\n", " # Set the x-axis limits using the datetime objects\n", " # Note we need to convert date strings to datetime objects because our NumPy area has datetime\n", "\n", " # Set y-label\n" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### 3.3 Boxplot (10 points)\n", "\n", "Create a boxplot using Matplotlib to visualize the distribution of each parameter, and include appropriate labels and annotations.\n", "\n", "Instructions (2 points each):\n", "- Construct a 2x2 subplot grid to represent each parameter separately\n", "- If any parameter value exceeds the health limit, show a vertical line with annotation text indicating the limit\n", "- Adjust the y-axis limits to prevent annotation text from obscuring data\n", "- Set xticklabel as parameter name \n", "- Ensure clear labels with units and legends for better understanding\n", "\n", "For help check Matplotlib lesson and Exercise 8, and use language models." ] }, { "cell_type": "code", "execution_count": 13, "metadata": {}, "outputs": [ { "data": { "image/png": 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", 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "# Create a figure object and Axes object using subplots() method\n", "n= 2 #Number of rows\n", "m= 2 #Number of columns\n", "\n", "# Increase the horizontal space (wspace)and vertical (hspace) space between subplots\n", "\n", "#Loop for each parameter\n", "\n", " # Prepare data for pre and post\n", " \n", " # Select axex\n", "\n", " # Plot data \n", "\n", " # Set y label\n", "\n", " #Add a horizontal line at the healthy limit if exceeded\n", " ## Maximum concentration value in the dataset\n", "\n", " ## Add a horizontal dashed red line at the healthy limit value\n", " \n", " ### Add legend\n", "\n", " #y-limit\n", "\n", " # Set xtick Label\n" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### 3.4 Correlation Coefficients (12 points)\n", "\n", "Analyze the correlation between PM2.5, PM10, wind speed, and temperature by calculating and plotting correlation coefficients\n", "\n", "Instructions (4 points each)\n", "- Conduct statistical analysis to calculate correlation coefficients. Hint: You can use `np.corrcoef` function\n", "- Plot the correlation coefficients to visualize the relationships between the variables including adding a colorbar. Hint: You can use `ax.imshow` plot.\n", "- Display to screen the correlation coefficents for each pair of parameters for the four parameters.\n", "\n", "While this specific analysis method may not have been covered in class, a key objective of this course is to foster independent learning and problem-solving skills. You can leverage resources such as language models and other online resources to explore new analysis techniques and Python libraries. This approach to learning ensures adaptability and proficiency in tackling diverse data analysis challenges." ] }, { "cell_type": "code", "execution_count": 14, "metadata": {}, "outputs": [ { "data": { "image/png": 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" ] }, "metadata": {}, "output_type": "display_data" }, { "name": "stdout", "output_type": "stream", "text": [ "Correlation coefficient between PM2.5 and PM10: 0.55\n", "Correlation coefficient between PM2.5 and WIND: -0.18\n", "Correlation coefficient between PM2.5 and TEMP: 0.10\n", "Correlation coefficient between PM10 and WIND: 0.19\n", "Correlation coefficient between PM10 and TEMP: 0.07\n", "Correlation coefficient between WIND and TEMP: -0.32\n" ] } ], "source": [ "# Calculate correlation coefficients\n", "\n", "# Create a figure and axes\n", "\n", "# Set the title and labels\n", "\n", "\n", "#Display results to screen\n" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### 3.5 Discussion (10 points)\n", "\n", "Critically discuss the correlation coefficients calculated and the relationships observed between PM2.5, PM10, wind speed, and temperature. \n", "\n", "Instructions (2 points each):\n", "- Discuss correlation coefficients for PM2.5, PM10, wind speed, and temperature, showing understanding of the statistical method used\n", "- Explain observed correlations, discussing expected and unexpected relationships with references to relevant studies\n", "- Discuss analysis limitations and suggest areas for further analysis to enhance understanding of these relationships in air quality assessment\n", "- Ensure a well-organized, coherent response within 150-300 words\n", "- Use appropriate citations to support arguments\n", "\n", "The learning objective of this question is to help you to enhance your critical thinking in data analysis, use of references to support your arguments, and clarity in presenting findings. This shall help you to prepare for your final project." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Add discussion here." ] } ], "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": "3.12.9" }, "toc-autonumbering": false }, "nbformat": 4, "nbformat_minor": 4 }