{ "cells": [ { "cell_type": "markdown", "id": "f56b531d", "metadata": {}, "source": [ "# Grid-Based Stop Detection" ] }, { "cell_type": "markdown", "id": "9cfdb26e", "metadata": {}, "source": [ "The stop detection algorithms implemented in `nomad` support different combinations of input formats that are common in commercial datasets, detecting default names when possible\n", "- timestamps in `datetime64[ns, tz]` or as unix seconds in integers\n", "- geographic coordinates (`lon`, `lat`) which use the Haversine distance or projected coordinates (`x`, `y`) using meters and euclidean distance.\n", "- Alternatively, if locations are only given through a spatial index like H3 or geohash, there is a **grid_based** clustering algorithm requiring no coordinates. \n", "\n", "The algorithms work with the same call, provided there is at least a pair of coordinates (or a location/spatial index) as well as at least a temporal column." ] }, { "cell_type": "code", "execution_count": 1, "id": "24b50a14", "metadata": { "execution": { "iopub.execute_input": "2026-08-13T02:17:35.077265Z", "iopub.status.busy": "2026-08-13T02:17:35.076265Z", "iopub.status.idle": "2026-08-13T02:17:37.619565Z", "shell.execute_reply": "2026-08-13T02:17:37.619565Z" } }, "outputs": [], "source": [ "%matplotlib inline\n", "import matplotlib\n", "import matplotlib.pyplot as plt\n", "\n", "\n", "# Imports\n", "import nomad.io.base as loader\n", "import geopandas as gpd\n", "from shapely.geometry import box\n", "from nomad.stop_detection.viz import plot_stops_barcode, plot_time_barcode, plot_hexagons, plot_pings\n", "from nomad.stop_detection.sequential_algs import grid_based\n", "import nomad.filters as filters \n", "\n", "# Load data\n", "import nomad.data as data_folder\n", "from pathlib import Path\n", "data_dir = Path(data_folder.__file__).parent\n", "city = gpd.read_parquet(data_dir / 'garden-city-buildings-mercator.parquet')\n", "outer_box = box(*city.total_bounds)\n", "\n", "filepath_root = data_dir / \"gc_data_long\"\n", "tc = {\"user_id\": \"gc_identifier\", \"x\": \"dev_x\", \"y\": \"dev_y\", \"timestamp\": \"unix_ts\"}\n", "\n", "users = ['admiring_brattain']\n", "traj = loader.sample_from_file(filepath_root, format='parquet', users=users, filters=('date','==', '2024-01-01'), traj_cols=tc)\n", "\n", "# Grid-based - data is in Web Mercator (EPSG:3857) projected coordinates\n", "traj['h3_cell'] = filters.to_tessellation(traj, index=\"h3\", res=11, traj_cols=tc, data_crs='EPSG:3857')\n", "stops_gb = grid_based(traj, time_thresh=240, complete_output=True, location_id='h3_cell', traj_cols=tc)" ] }, { "cell_type": "code", "execution_count": 2, "id": "4fea8a03", "metadata": { "execution": { "iopub.execute_input": "2026-08-13T02:17:37.622565Z", "iopub.status.busy": "2026-08-13T02:17:37.621565Z", "iopub.status.idle": "2026-08-13T02:17:37.937424Z", "shell.execute_reply": "2026-08-13T02:17:37.937424Z" } }, "outputs": [ { "data": { "image/png": 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", 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "fig, (ax_map, ax_barcode) = plt.subplots(2, 1, figsize=(6,6.5),\n", " gridspec_kw={'height_ratios':[10,1]})\n", "\n", "gpd.GeoDataFrame(geometry=[outer_box], crs='EPSG:3857').plot(ax=ax_map, color='#d3d3d3')\n", "city.plot(ax=ax_map, edgecolor='white', linewidth=1, color='#8c8c8c')\n", "\n", "plot_hexagons(stops_gb, ax=ax_map, color='cluster', cmap='Greens', location_id='h3_cell', data_crs='EPSG:3857')\n", "plot_pings(traj, ax=ax_map, s=6, color='black', alpha=0.5, traj_cols=tc)\n", "ax_map.set_axis_off()\n", "\n", "plot_time_barcode(traj['unix_ts'], ax=ax_barcode, set_xlim=True)\n", "plot_stops_barcode(stops_gb, ax=ax_barcode, cmap='Greens', set_xlim=False, timestamp='unix_ts')\n", "\n", "plt.tight_layout(pad=0.1)\n", "plt.show()" ] } ], "metadata": { "jupytext": { "cell_metadata_filter": "all", "formats": "ipynb,py:percent" }, "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": "3.10.0" } }, "nbformat": 4, "nbformat_minor": 5 }