{ "cells": [ { "cell_type": "markdown", "metadata": {}, "source": [ "# Split Catchment with PyGeoAPI" ] }, { "cell_type": "code", "execution_count": 1, "metadata": { "execution": { "iopub.execute_input": "2021-11-12T23:05:25.501563Z", "iopub.status.busy": "2021-11-12T23:05:25.501091Z", "iopub.status.idle": "2021-11-12T23:05:26.756839Z", "shell.execute_reply": "2021-11-12T23:05:26.757167Z" } }, "outputs": [], "source": [ "import geopandas as gpd\n", "import shapely.geometry as sgeom\n", "\n", "import pynhd" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "PyGeoAPI service provides four functionalities:\n", "\n", "1. `flow_trace`: Trace flow from a starting point to up/downstream direction.\n", "2. `split_catchment`: Split the local catchment of a point of interest at the point's location.\n", "3. `elevation_profile`: Extract elevation profile along a `LineString`.\n", "4. `endpoints_profile`: Extract elevation profile along a path between two points.\n", "5. `cross_section`: Extract cross-section at a point of interest along a flow line.\n", "\n", "The `pygeoapi` function in PyNHD requires two inputs, a `geopandas.GeoDataFrame` that must contain all the required inputs corresponding to target services. Let's take a look at them in an example:" ] }, { "cell_type": "code", "execution_count": 2, "metadata": {}, "outputs": [], "source": [ "gdf = gpd.GeoDataFrame(\n", " {\n", " \"direction\": [\n", " \"none\",\n", " ]\n", " },\n", " geometry=[sgeom.Point((1774209.63, 856381.68))],\n", " crs=\"ESRI:102003\",\n", ")\n", "trace = pynhd.pygeoapi(gdf, \"flow_trace\")" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "In the `split_catchment` service we can set `upstream` to `True` to get the entire upstream catchments not just the split local catchments." ] }, { "cell_type": "code", "execution_count": 3, "metadata": { "execution": { "iopub.execute_input": "2021-11-12T23:05:29.297085Z", "iopub.status.busy": "2021-11-12T23:05:29.293907Z", "iopub.status.idle": "2021-11-12T23:05:31.726469Z", "shell.execute_reply": "2021-11-12T23:05:31.726797Z" } }, "outputs": [], "source": [ "gdf = gpd.GeoDataFrame(\n", " {\n", " \"upstream\": [\n", " False,\n", " ]\n", " },\n", " geometry=[sgeom.Point((-73.82705, 43.29139))],\n", " crs=4326,\n", ")\n", "split = pynhd.pygeoapi(gdf, \"split_catchment\")" ] }, { "cell_type": "code", "execution_count": 4, "metadata": { "execution": { "iopub.execute_input": "2021-11-12T23:05:31.740798Z", "iopub.status.busy": "2021-11-12T23:05:31.740177Z", "iopub.status.idle": "2021-11-12T23:05:31.845937Z", "shell.execute_reply": "2021-11-12T23:05:31.846252Z" } }, "outputs": [ { "data": { "image/png": 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", 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "ax = split.plot(figsize=(8, 8), facecolor=\"lightgrey\", edgecolor=\"black\", alpha=0.8)\n", "trace.plot(ax=ax, color=\"b\", linewidth=3.0)\n", "ax.axis(\"off\")\n", "ax.set_title(\"Split Catchment\")\n", "ax.margins(x=0)\n", "ax.figure.set_dpi(100)\n", "ax.figure.savefig(\"_static/split_catchment.png\", bbox_inches=\"tight\", facecolor=\"w\", dpi=100)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "The `elevation_profile` service returns the elevation profile along a `LineString` at a given number of points and a specified resolution for DEM." ] }, { "cell_type": "code", "execution_count": 5, "metadata": {}, "outputs": [], "source": [ "coords = [\n", " [-108.45263, 38.97755],\n", " [-108.4535, 38.978],\n", " [-108.454393, 38.977915],\n", " [-108.45495, 38.97837],\n", "]\n", "gdf = gpd.GeoDataFrame(\n", " {\n", " \"numpts\": [\n", " 101,\n", " ],\n", " \"dem_res\": [\n", " 1,\n", " ],\n", " },\n", " geometry=[sgeom.LineString(coords)],\n", " crs=4326,\n", ")\n", "profile = pynhd.pygeoapi(gdf, \"elevation_profile\")" ] }, { "cell_type": "code", "execution_count": 6, "metadata": {}, "outputs": [ { "data": { "image/png": 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", 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "ax = profile.plot(\n", " column=\"elevation\",\n", " legend=True,\n", " figsize=(6, 6),\n", " legend_kwds={\"label\": \"Elevation (m)\", \"orientation\": \"horizontal\", \"shrink\": 0.4},\n", ")\n", "ax.set_title(\"Elevation profile along a line\")\n", "ax.set_axis_off()" ] } ], "metadata": { "kernelspec": { "display_name": "Python 3.10.5 ('hyriver-dev')", "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": "3.11.6" }, "vscode": { "interpreter": { "hash": "003c82ad5971cfdf345b67bc4c483230f4144cd11e9aff06d93cf3af71d62f25" } } }, "nbformat": 4, "nbformat_minor": 4 }