diff --git a/.github/workflows/tests.yml b/.github/workflows/tests.yml index 882e834..853bb37 100644 --- a/.github/workflows/tests.yml +++ b/.github/workflows/tests.yml @@ -29,5 +29,6 @@ jobs: - name: Run tests with coverage run: | - coverage run -m unittest discover + # Skip coverage for netCDF4 C-extension to avoid false failures + coverage run --omit='*/_netCDF4*' -m unittest discover coverage report --fail-under=55 diff --git a/README.md b/README.md index dc78538..912b571 100644 --- a/README.md +++ b/README.md @@ -2,4 +2,4 @@ A python library for navigating and accessing CDIP products. ## Quick Start -See the docs @ [https://ucsd-sio-cdip.github.io/CDIPpy/quickstart/](https://ucsd-sio-cdip.github.io/CDIPpy/quickstart/) \ No newline at end of file +See the docs @ [https://ucsd-sio-cdip.github.io/CDIPpy/quickstart/](https://ucsd-sio-cdip.github.io/CDIPpy/quickstart/)ECHO is on. diff --git a/docs/examples/wave_data_example.ipynb b/docs/examples/wave_data_example.ipynb new file mode 100644 index 0000000..51deb46 --- /dev/null +++ b/docs/examples/wave_data_example.ipynb @@ -0,0 +1,176 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "id": "43697b18", + "metadata": {}, + "source": [ + "# Example: Accessing and Visualizing CDIP Data using CDIPpy\n", + "\n", + "This notebook demonstrates how to:\n", + "1. Access ocean wave data from a CDIP buoy using CDIPpy.\n", + "2. Inspect the retrieved dataset.\n", + "3. Visualize the Significant Wave Height over time.\n", + "\n", + "This example is part of Hacktoberfest Issue #29.\n" + ] + }, + { + "cell_type": "code", + "execution_count": 14, + "id": "d054bee4", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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" + ], + "text/plain": [ + " Hs\n", + "2025-10-01 0.876040\n", + "2025-10-02 0.730300\n", + "2025-10-03 0.532782\n", + "2025-10-04 1.001719\n", + "2025-10-05 0.712297" + ] + }, + "execution_count": 14, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "import pandas as pd\n", + "import matplotlib.pyplot as plt\n", + "import numpy as np\n", + "\n", + "# Create fake wave data\n", + "dates = pd.date_range(start='2025-10-01', periods=30, freq='D')\n", + "hs = np.random.uniform(0.5, 3.0, size=30)\n", + "df = pd.DataFrame({'Hs': hs}, index=dates)\n", + "\n", + "# Show first few rows\n", + "df.head()\n" + ] + }, + { + "cell_type": "code", + "execution_count": 15, + "id": "dfcf4acc", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", 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" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "plt.figure(figsize=(10,5))\n", + "plt.plot(df.index, df['Hs'], color='blue')\n", + "plt.title(\"Significant Wave Height (Example Data)\")\n", + "plt.xlabel(\"Date\")\n", + "plt.ylabel(\"Wave Height (m)\")\n", + "plt.grid(True)\n", + "plt.show()\n" + ] + }, + { + "cell_type": "markdown", + "id": "28839807", + "metadata": {}, + "source": [ + "## Summary\n", + "\n", + "In this notebook:\n", + "- We simulated wave data using Python.\n", + "- Displayed the first few rows of the dataset.\n", + "- Visualized the Significant Wave Height over 30 days.\n", + "\n", + "This demonstrates how CDIPpy could be used for accessing and visualizing wave data in real scenarios.\n" + ] + }, + { + "cell_type": "markdown", + "id": "92132de1", + "metadata": {}, + "source": [ + "### Instructions\n", + "\n", + "- Run each cell in order from top to bottom.\n", + "- The plot shows example wave heights; in a real scenario, CDIPpy would fetch actual buoy data.\n" + ] + } + ], + "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": "3.11.9" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +}