{ "cells": [ { "cell_type": "markdown", "id": "1bb66c07-5ab9-4621-a531-75711a01452b", "metadata": {}, "source": [ "# `pystrat` Quickstart Guide" ] }, { "cell_type": "markdown", "id": "22517350-43ca-430a-aecc-35c74c3754be", "metadata": {}, "source": [ "This Jupyter notebook is intended to quickly demonstrate core `pystrat` functionality. \n", "\n", "The example data files used in this guide can be found [here](https://github.com/pystrat-maintainers/pystrat/tree/main/docs/example-data)." ] }, { "cell_type": "markdown", "id": "5077b685-adbf-42c3-9047-f6cacd41f0a8", "metadata": {}, "source": [ "## Installation" ] }, { "cell_type": "markdown", "id": "02c24d7c-0e44-45c8-a1fc-71d322c0aedd", "metadata": {}, "source": [ "To install `pystrat`, use `pip`:\n", "```bash\n", "pip install pystrat\n", "```" ] }, { "cell_type": "code", "execution_count": 1, "id": "faba2776-e571-4756-a459-215fba01d2d9", "metadata": {}, "outputs": [], "source": [ "import pandas as pd\n", "import numpy as np\n", "import matplotlib.pyplot as plt\n", "\n", "import pystrat" ] }, { "cell_type": "markdown", "id": "461f09b6-2119-4320-a5db-3bed58a5b08c", "metadata": {}, "source": [ "## Input Data" ] }, { "cell_type": "markdown", "id": "4a17a80c-62eb-4557-a9c0-24b54c699662", "metadata": {}, "source": [ "To plot sections with `pystrat`, it is necessary to provide a spreadsheet for each section in which the rows (downwards) correspond to units/beds going stratigraphically upwards, and there are minimally the following columns (see [example](example-data/lithostratigraphy.csv)):\n", "- unit thickness (numeric)\n", "- facies (string)\n", "\n", "The facies column dictates how each unit will be visualized according to the styling." ] }, { "cell_type": "markdown", "id": "3b425e38-ad5d-41a9-88df-4510b7be00d1", "metadata": {}, "source": [ "The following code creates a `pystrat.Section`:" ] }, { "cell_type": "code", "execution_count": 2, "id": "5a888315-87f0-43b9-951c-a3c3c6c8c112", "metadata": {}, "outputs": [], "source": [ "# read in your lithostratigraphy data\n", "litho_df = pd.read_csv('example-data/lithostratigraphy.csv')\n", "\n", "# create a pystrat Section from the lithostratigraphy data\n", "section = pystrat.Section(litho_df['THICKNESS'], # unit thicknesses\n", " litho_df['FACIES']) # unit facies" ] }, { "cell_type": "markdown", "id": "6504cca1-8cf4-4c78-9ac2-08eeefede8ca", "metadata": {}, "source": [ "### Styling" ] }, { "cell_type": "markdown", "id": "8f265940-365a-4ea2-bdf6-4ffd8f15f1ab", "metadata": {}, "source": [ "Before plotting sections, it is necessary to define a `pystrat.Style` object. This object provides the styling information for widths, colors, and swatches for units within a section, as well as annotations that can be plotted alongside sections.\n", "\n", "The styling logic is based on the unit facies, whereby each facies has a unique style specified in `pystrat.Style`. " ] }, { "cell_type": "code", "execution_count": 3, "id": "36656870-06af-4346-b26b-e91739692cd3", "metadata": {}, "outputs": [ { "data": { "application/vnd.microsoft.datawrangler.viewer.v0+json": { "columns": [ { "name": "index", "rawType": "int64", "type": "integer" }, { "name": "facies", "rawType": "object", "type": "string" }, { "name": "R", "rawType": "int64", "type": "integer" }, { "name": "G", "rawType": "int64", "type": "integer" }, { "name": "B", "rawType": "int64", "type": "integer" }, { "name": "width", "rawType": "float64", "type": "float" }, { "name": "swatch", "rawType": "int64", "type": "integer" } ], "conversionMethod": "pd.DataFrame", "ref": "886029f4-2b21-4cdb-89fb-0594efdfcaed", "rows": [ [ "0", "cover", "255", "255", "255", "0.2", "0" ], [ "1", "grainstone", "248", "169", "85", "0.8", "627" ], [ "2", "intraclast breccia", "200", "100", "255", "1.0", "605" ], [ "3", "marl", "119", "136", "187", "0.4", "623" ], [ "4", "marl-ribbonite", "119", "136", "187", "0.4", "623" ] ], "shape": { "columns": 6, "rows": 5 } }, "text/html": [ "
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" ], "text/plain": [ " facies R G B width swatch\n", "0 cover 255 255 255 0.2 0\n", "1 grainstone 248 169 85 0.8 627\n", "2 intraclast breccia 200 100 255 1.0 605\n", "3 marl 119 136 187 0.4 623\n", "4 marl-ribbonite 119 136 187 0.4 623" ] }, "execution_count": 3, "metadata": {}, "output_type": "execute_result" } ], "source": [ "style_df = pd.read_csv('example-data/style.csv')\n", "style_df.head()" ] }, { "cell_type": "markdown", "id": "ba2a8f7d-1a79-40c4-acaf-042d92026dc0", "metadata": {}, "source": [ "A styling spreadsheet minimally contains the following columns (see [example](example-data/style.csv)):\n", "- facies (string)\n", "- color (must be interpretable to `matplotlib`)\n", "- width (numeric)" ] }, { "cell_type": "code", "execution_count": 4, "id": "a73415be-3546-4cd4-af05-e9c467198178", "metadata": {}, "outputs": [], "source": [ "style = pystrat.Style(style_df['facies'], # labels (must include all unique facies)\n", " style_df[['R','G','B']]/255, # colors \n", " style_df['width'], # widths \n", " swatch_values=style_df['swatch']) # swatches" ] }, { "cell_type": "markdown", "id": "62905f0e-e18b-442b-b614-6be17201352f", "metadata": {}, "source": [ "Styles can be easily visualized to generate legends." ] }, { "cell_type": "code", "execution_count": 5, "id": "335818f8-abd5-46be-8f70-577fb64ddae3", "metadata": {}, "outputs": [ { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "fig, ax = plt.subplots(1, 1, figsize=(2, 3))\n", "style.plot_legend(ax=ax)" ] }, { "cell_type": "markdown", "id": "6e213beb-44b0-4b0b-8af8-e32575f46c69", "metadata": {}, "source": [ "## Single Section Plotting" ] }, { "cell_type": "markdown", "id": "1b2cb8b6-97b3-44e7-859b-7c3541048cb9", "metadata": {}, "source": [ "With a style specified, the section defined above can be plotted." ] }, { "cell_type": "code", "execution_count": 6, "id": "9a2a91f0-0a45-45af-b840-b5ffda975e90", "metadata": {}, "outputs": [ { "data": { "image/png": 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "# plot the section using the style\n", "fig = plt.figure(figsize=(2, 7))\n", "# note that due to how swatches are plotted, it is preferrable to define an Axes object with a specified ylim to accommodate the section\n", "ax = plt.axes(ylim=[0, section.total_thickness]) \n", "section.plot(style, ax=ax)\n", "plt.show()" ] }, { "cell_type": "markdown", "id": "bd6bfe4f-81e9-4a2b-a9ba-53eed20431e0", "metadata": {}, "source": [ ":::{important} Note that above, a `matplotlib.pyplot.Axes` object was explicitly created, and its y-axis limits were set according to the overall stratigraphic thickness. It is strongly recommended to explicitly define axes when using swatches so that the swatches maintain their correct aspect ratios." ] }, { "cell_type": "markdown", "id": "fc6f1b9d-37b0-4d63-b710-3f9265873497", "metadata": {}, "source": [ "Sections can easily be saved as figures using the customary `matplotlib` `savefig` function:\n", "```python\n", "plt.savefig('.pdf', format='pdf', bbox_inches='tight', dpi=600)\n", "```\n", "If swatches appear to be low resolution in exported figures, simply increase their resolution by increasing the `dpi=` parameter." ] } ], "metadata": { "kernelspec": { "display_name": "pystrat", "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": "3.12.8" } }, "nbformat": 4, "nbformat_minor": 5 }