diff --git a/notebooks/fundamental_diagram_at_measurement_line.ipynb b/notebooks/fundamental_diagram_at_measurement_line.ipynb new file mode 100644 index 00000000..d9dab797 --- /dev/null +++ b/notebooks/fundamental_diagram_at_measurement_line.ipynb @@ -0,0 +1,1132 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "id": "810b95f1ad44b0cb", + "metadata": { + "collapsed": false + }, + "source": [ + "# Fundamental Diagrams at Measurement Lines\n", + "\n", + "This notebook demonstrates the calculation of density, speed, and flow for pedestrian trajectories at a measurement line, based on the method described in Adrian et al., 2024: [Continuity Equation and Fundamental Diagram of Pedestrians](https://arxiv.org/abs/2409.11857).\n", + "\n", + "The calculations rely on a Voronoi decomposition of the available space, adapted to determine each pedestrian's contribution to the measurement line. Specifically, the proportion of the line intersected by a pedestrian's Voronoi cell defines their contribution.\n", + "\n", + "The speed at the measurement line ($v_l$) is calculated as:\n", + "\n", + "$$v_{l} = \\sum_i v_{i,n_{l}} \\cdot w_{i,l},$$\n", + "\n", + "where $v_{i,n_{l}}$ is the speed of pedestrian $i$ orthogonal to the measurement line, and $w_{i,l}$ is their proportional contribution to the line. Density and flow are computed using similar principles.\n", + "\n", + "This method measures flow perpendicular to a line, aligning with the classical physical definition. It is particularly effective for analyzing directional flows (e.g., uni- or bidirectional). However, for non-directional flows over wide areas, alternative measurement methods may be more appropriate.\n", + "\n", + "## Analysis Set-up\n", + "\n", + "The first step is to load the trajectory data. This guide analyzes data from four corridor experiments: two with unidirectional flows and two with bidirectional flows. The measurement line is aligned orthogonally to the main movement direction in all experiments." + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "id": "b409c7be59f4a539", + "metadata": { + "ExecuteTime": { + "end_time": "2023-12-07T12:49:20.139607132Z", + "start_time": "2023-12-07T12:49:19.421768407Z" + }, + "collapsed": false + }, + "outputs": [], + "source": [ + "from pedpy import TrajectoryUnit\n", + "\n", + "files = {\n", + " \"unidirectional 1\": (\n", + " \"demo-data/uni-directional/traj_UNI_CORR_500_08.txt\",\n", + " TrajectoryUnit.METER,\n", + " ),\n", + " \"unidirectional 2\": (\n", + " \"demo-data/uni-directional/traj_UNI_CORR_500_03.txt\",\n", + " TrajectoryUnit.METER,\n", + " ),\n", + " \"bidirectional 1\": (\n", + " \"demo-data/bi-directional/bi_corr_400_b_08.txt\",\n", + " TrajectoryUnit.CENTIMETER,\n", + " ),\n", + " \"bidirectional 2\": (\n", + " \"demo-data/bi-directional/bi_corr_400_b_03.txt\",\n", + " TrajectoryUnit.CENTIMETER,\n", + " ),\n", + "}" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "id": "4e634ac5faf4f63c", + "metadata": { + "ExecuteTime": { + "end_time": "2023-12-07T12:49:21.367722990Z", + "start_time": "2023-12-07T12:49:20.139261552Z" + }, + "collapsed": false + }, + "outputs": [], + "source": [ + "import pathlib\n", + "\n", + "from pedpy import load_trajectory\n", + "\n", + "trajectories = {}\n", + "for name, (path, unit) in files.items():\n", + " trajectories[name] = load_trajectory(\n", + " trajectory_file=pathlib.Path(path), default_unit=unit\n", + " )" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "id": "c34fde5f82e6d38d", + "metadata": { + "ExecuteTime": { + "end_time": "2023-12-07T12:49:45.487203686Z", + "start_time": "2023-12-07T12:49:21.369466673Z" + }, + "collapsed": false, + "tags": [ + "hide-input" + ] + }, + "outputs": [ + { + "ename": "KeyboardInterrupt", + "evalue": "", + "output_type": "error", + "traceback": [ + "\u001b[0;31m---------------------------------------------------------------------------\u001b[0m", + "\u001b[0;31mKeyboardInterrupt\u001b[0m Traceback (most recent call last)", + "Cell \u001b[0;32mIn[3], line 26\u001b[0m\n\u001b[1;32m 21\u001b[0m fig, axs \u001b[38;5;241m=\u001b[39m plt\u001b[38;5;241m.\u001b[39msubplots(\u001b[38;5;241m2\u001b[39m, \u001b[38;5;28mint\u001b[39m(\u001b[38;5;28mlen\u001b[39m(trajectories) \u001b[38;5;241m/\u001b[39m \u001b[38;5;241m2\u001b[39m), figsize\u001b[38;5;241m=\u001b[39m(\u001b[38;5;241m15\u001b[39m, \u001b[38;5;241m8\u001b[39m))\n\u001b[1;32m 23\u001b[0m \u001b[38;5;28;01mfor\u001b[39;00m (name, trajectory), ax \u001b[38;5;129;01min\u001b[39;00m \u001b[38;5;28mzip\u001b[39m(\n\u001b[1;32m 24\u001b[0m trajectories\u001b[38;5;241m.\u001b[39mitems(), axs\u001b[38;5;241m.\u001b[39mravel(), strict\u001b[38;5;241m=\u001b[39m\u001b[38;5;28;01mFalse\u001b[39;00m\n\u001b[1;32m 25\u001b[0m ):\n\u001b[0;32m---> 26\u001b[0m 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\u001b[49m\u001b[43mkwargs\u001b[49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mitems\u001b[49m\u001b[43m(\u001b[49m\u001b[43m)\u001b[49m\u001b[43m}\u001b[49m\u001b[43m)\u001b[49m\n\u001b[1;32m 1526\u001b[0m bound \u001b[38;5;241m=\u001b[39m new_sig\u001b[38;5;241m.\u001b[39mbind(ax, \u001b[38;5;241m*\u001b[39margs, \u001b[38;5;241m*\u001b[39m\u001b[38;5;241m*\u001b[39mkwargs)\n\u001b[1;32m 1527\u001b[0m auto_label \u001b[38;5;241m=\u001b[39m (bound\u001b[38;5;241m.\u001b[39marguments\u001b[38;5;241m.\u001b[39mget(label_namer)\n\u001b[1;32m 1528\u001b[0m \u001b[38;5;129;01mor\u001b[39;00m bound\u001b[38;5;241m.\u001b[39mkwargs\u001b[38;5;241m.\u001b[39mget(label_namer))\n", + "File \u001b[0;32m~/workspace/PedestrianDynamics/PedPy/.venv/lib/python3.12/site-packages/matplotlib/axes/_axes.py:5032\u001b[0m, in \u001b[0;36mAxes.scatter\u001b[0;34m(self, x, y, s, c, marker, cmap, norm, vmin, vmax, alpha, linewidths, edgecolors, colorizer, plotnonfinite, **kwargs)\u001b[0m\n\u001b[1;32m 5029\u001b[0m \u001b[38;5;28;01mif\u001b[39;00m \u001b[38;5;28mself\u001b[39m\u001b[38;5;241m.\u001b[39m_ymargin \u001b[38;5;241m<\u001b[39m \u001b[38;5;241m0.05\u001b[39m \u001b[38;5;129;01mand\u001b[39;00m x\u001b[38;5;241m.\u001b[39msize \u001b[38;5;241m>\u001b[39m \u001b[38;5;241m0\u001b[39m:\n\u001b[1;32m 5030\u001b[0m \u001b[38;5;28mself\u001b[39m\u001b[38;5;241m.\u001b[39mset_ymargin(\u001b[38;5;241m0.05\u001b[39m)\n\u001b[0;32m-> 5032\u001b[0m \u001b[38;5;28;43mself\u001b[39;49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43madd_collection\u001b[49m\u001b[43m(\u001b[49m\u001b[43mcollection\u001b[49m\u001b[43m)\u001b[49m\n\u001b[1;32m 5033\u001b[0m \u001b[38;5;28mself\u001b[39m\u001b[38;5;241m.\u001b[39m_request_autoscale_view()\n\u001b[1;32m 5035\u001b[0m \u001b[38;5;28;01mreturn\u001b[39;00m collection\n", + "File \u001b[0;32m~/workspace/PedestrianDynamics/PedPy/.venv/lib/python3.12/site-packages/matplotlib/axes/_base.py:2330\u001b[0m, in \u001b[0;36m_AxesBase.add_collection\u001b[0;34m(self, collection, autolim)\u001b[0m\n\u001b[1;32m 2325\u001b[0m collection\u001b[38;5;241m.\u001b[39mset_clip_path(\u001b[38;5;28mself\u001b[39m\u001b[38;5;241m.\u001b[39mpatch)\n\u001b[1;32m 2327\u001b[0m \u001b[38;5;28;01mif\u001b[39;00m autolim:\n\u001b[1;32m 2328\u001b[0m \u001b[38;5;66;03m# Make sure viewLim is not stale (mostly to match\u001b[39;00m\n\u001b[1;32m 2329\u001b[0m \u001b[38;5;66;03m# pre-lazy-autoscale behavior, which is not really better).\u001b[39;00m\n\u001b[0;32m-> 2330\u001b[0m \u001b[38;5;28;43mself\u001b[39;49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43m_unstale_viewLim\u001b[49m\u001b[43m(\u001b[49m\u001b[43m)\u001b[49m\n\u001b[1;32m 2331\u001b[0m datalim \u001b[38;5;241m=\u001b[39m collection\u001b[38;5;241m.\u001b[39mget_datalim(\u001b[38;5;28mself\u001b[39m\u001b[38;5;241m.\u001b[39mtransData)\n\u001b[1;32m 2332\u001b[0m points \u001b[38;5;241m=\u001b[39m datalim\u001b[38;5;241m.\u001b[39mget_points()\n", + "File \u001b[0;32m~/workspace/PedestrianDynamics/PedPy/.venv/lib/python3.12/site-packages/matplotlib/axes/_base.py:862\u001b[0m, in \u001b[0;36m_AxesBase._unstale_viewLim\u001b[0;34m(self)\u001b[0m\n\u001b[1;32m 860\u001b[0m \u001b[38;5;28;01mfor\u001b[39;00m ax \u001b[38;5;129;01min\u001b[39;00m \u001b[38;5;28mself\u001b[39m\u001b[38;5;241m.\u001b[39m_shared_axes[name]\u001b[38;5;241m.\u001b[39mget_siblings(\u001b[38;5;28mself\u001b[39m):\n\u001b[1;32m 861\u001b[0m ax\u001b[38;5;241m.\u001b[39m_stale_viewlims[name] \u001b[38;5;241m=\u001b[39m \u001b[38;5;28;01mFalse\u001b[39;00m\n\u001b[0;32m--> 862\u001b[0m \u001b[38;5;28;43mself\u001b[39;49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mautoscale_view\u001b[49m\u001b[43m(\u001b[49m\u001b[38;5;241;43m*\u001b[39;49m\u001b[38;5;241;43m*\u001b[39;49m\u001b[43m{\u001b[49m\u001b[38;5;124;43mf\u001b[39;49m\u001b[38;5;124;43m\"\u001b[39;49m\u001b[38;5;124;43mscale\u001b[39;49m\u001b[38;5;132;43;01m{\u001b[39;49;00m\u001b[43mname\u001b[49m\u001b[38;5;132;43;01m}\u001b[39;49;00m\u001b[38;5;124;43m\"\u001b[39;49m\u001b[43m:\u001b[49m\u001b[43m \u001b[49m\u001b[43mscale\u001b[49m\n\u001b[1;32m 863\u001b[0m \u001b[43m \u001b[49m\u001b[38;5;28;43;01mfor\u001b[39;49;00m\u001b[43m \u001b[49m\u001b[43mname\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43mscale\u001b[49m\u001b[43m \u001b[49m\u001b[38;5;129;43;01min\u001b[39;49;00m\u001b[43m \u001b[49m\u001b[43mneed_scale\u001b[49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mitems\u001b[49m\u001b[43m(\u001b[49m\u001b[43m)\u001b[49m\u001b[43m}\u001b[49m\u001b[43m)\u001b[49m\n", + "File \u001b[0;32m~/workspace/PedestrianDynamics/PedPy/.venv/lib/python3.12/site-packages/matplotlib/axes/_base.py:2966\u001b[0m, in \u001b[0;36m_AxesBase.autoscale_view\u001b[0;34m(self, tight, scalex, scaley)\u001b[0m\n\u001b[1;32m 2961\u001b[0m x_stickies \u001b[38;5;241m=\u001b[39m np\u001b[38;5;241m.\u001b[39msort(np\u001b[38;5;241m.\u001b[39mconcatenate([\n\u001b[1;32m 2962\u001b[0m artist\u001b[38;5;241m.\u001b[39msticky_edges\u001b[38;5;241m.\u001b[39mx\n\u001b[1;32m 2963\u001b[0m \u001b[38;5;28;01mfor\u001b[39;00m ax \u001b[38;5;129;01min\u001b[39;00m \u001b[38;5;28mself\u001b[39m\u001b[38;5;241m.\u001b[39m_shared_axes[\u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mx\u001b[39m\u001b[38;5;124m\"\u001b[39m]\u001b[38;5;241m.\u001b[39mget_siblings(\u001b[38;5;28mself\u001b[39m)\n\u001b[1;32m 2964\u001b[0m \u001b[38;5;28;01mfor\u001b[39;00m artist \u001b[38;5;129;01min\u001b[39;00m ax\u001b[38;5;241m.\u001b[39mget_children()]))\n\u001b[1;32m 2965\u001b[0m \u001b[38;5;28;01mif\u001b[39;00m \u001b[38;5;28mself\u001b[39m\u001b[38;5;241m.\u001b[39m_ymargin \u001b[38;5;129;01mand\u001b[39;00m scaley \u001b[38;5;129;01mand\u001b[39;00m \u001b[38;5;28mself\u001b[39m\u001b[38;5;241m.\u001b[39mget_autoscaley_on():\n\u001b[0;32m-> 2966\u001b[0m y_stickies \u001b[38;5;241m=\u001b[39m np\u001b[38;5;241m.\u001b[39msort(\u001b[43mnp\u001b[49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mconcatenate\u001b[49m\u001b[43m(\u001b[49m\u001b[43m[\u001b[49m\n\u001b[1;32m 2967\u001b[0m \u001b[43m \u001b[49m\u001b[43martist\u001b[49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43msticky_edges\u001b[49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43my\u001b[49m\n\u001b[1;32m 2968\u001b[0m \u001b[43m \u001b[49m\u001b[38;5;28;43;01mfor\u001b[39;49;00m\u001b[43m \u001b[49m\u001b[43max\u001b[49m\u001b[43m \u001b[49m\u001b[38;5;129;43;01min\u001b[39;49;00m\u001b[43m \u001b[49m\u001b[38;5;28;43mself\u001b[39;49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43m_shared_axes\u001b[49m\u001b[43m[\u001b[49m\u001b[38;5;124;43m\"\u001b[39;49m\u001b[38;5;124;43my\u001b[39;49m\u001b[38;5;124;43m\"\u001b[39;49m\u001b[43m]\u001b[49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mget_siblings\u001b[49m\u001b[43m(\u001b[49m\u001b[38;5;28;43mself\u001b[39;49m\u001b[43m)\u001b[49m\n\u001b[1;32m 2969\u001b[0m \u001b[43m \u001b[49m\u001b[38;5;28;43;01mfor\u001b[39;49;00m\u001b[43m \u001b[49m\u001b[43martist\u001b[49m\u001b[43m \u001b[49m\u001b[38;5;129;43;01min\u001b[39;49;00m\u001b[43m \u001b[49m\u001b[43max\u001b[49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mget_children\u001b[49m\u001b[43m(\u001b[49m\u001b[43m)\u001b[49m\u001b[43m]\u001b[49m\u001b[43m)\u001b[49m)\n\u001b[1;32m 2970\u001b[0m \u001b[38;5;28;01mif\u001b[39;00m \u001b[38;5;28mself\u001b[39m\u001b[38;5;241m.\u001b[39mget_xscale() \u001b[38;5;241m==\u001b[39m \u001b[38;5;124m'\u001b[39m\u001b[38;5;124mlog\u001b[39m\u001b[38;5;124m'\u001b[39m:\n\u001b[1;32m 2971\u001b[0m x_stickies \u001b[38;5;241m=\u001b[39m x_stickies[x_stickies \u001b[38;5;241m>\u001b[39m \u001b[38;5;241m0\u001b[39m]\n", + "\u001b[0;31mKeyboardInterrupt\u001b[0m: " + ] + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "import matplotlib.pyplot as plt\n", + "\n", + "from pedpy import plot_measurement_setup\n", + "\n", + "\n", + "def format_axis(ax, xlabel, ylabel, title, legend=True):\n", + " \"\"\"Format axis.\"\"\"\n", + " label_size = 14\n", + " title_size = 16\n", + " legend_size = 12\n", + " tick_size = 12\n", + "\n", + " ax.set_xlabel(xlabel, fontsize=label_size)\n", + " ax.set_ylabel(ylabel, fontsize=label_size)\n", + " ax.tick_params(axis=\"both\", which=\"major\", labelsize=tick_size)\n", + " ax.set_title(title, fontsize=title_size)\n", + " if legend:\n", + " ax.legend(fontsize=legend_size)\n", + "\n", + "\n", + "fig, axs = plt.subplots(2, int(len(trajectories) / 2), figsize=(15, 8))\n", + "\n", + "for (name, trajectory), ax in zip(\n", + " trajectories.items(), axs.ravel(), strict=False\n", + "):\n", + " plot_measurement_setup(\n", + " traj=trajectory,\n", + " axes=ax,\n", + " traj_width=0.2,\n", + " traj_end_marker=\"x\",\n", + " )\n", + " format_axis(ax, \"x / m\", \"y / m\", name, legend=False)\n", + "\n", + "fig.tight_layout()\n", + "plt.show()" + ] + }, + { + "cell_type": "markdown", + "id": "f66c5639dc80402", + "metadata": { + "collapsed": false + }, + "source": [ + "The plot above shows the trajectories of the experimental data analyzed in this Notebook, including both unidirectional and bidirectional experiments. Each red line represents a pedestrian's trajectory, with their ending positions marked by an \"x.\"\n", + "\n", + "Next the {class}`walkable area ` of the experiment is defined.\n" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "id": "63fd2c8325d908f0", + "metadata": { + "ExecuteTime": { + "end_time": "2023-12-07T12:49:45.487408686Z", + "start_time": "2023-12-07T12:49:45.486592467Z" + }, + "collapsed": false, + "tags": [ + "hide-input" + ] + }, + "outputs": [], + "source": [ + "from pedpy import WalkableArea\n", + "\n", + "walkable_areas = {\n", + " \"unidirectional 1\": WalkableArea(\n", + " # complete area\n", + " [(-6.5, 6.5), (-6.5, -1.5), (6.5, -1.5), (6.5, 6.5)],\n", + " obstacles=[\n", + " # lower Wall:\n", + " [(-6.0, 0.0), (5.0, 0.0), (5.0, -1.0), (-6.0, -1.0)],\n", + " # upper Wall:\n", + " [(-6.0, 5.0), (5.0, 5.0), (5.0, 6.0), (-6.0, 6.0)],\n", + " ],\n", + " ),\n", + " \"unidirectional 2\": WalkableArea(\n", + " # complete area\n", + " [(-6.5, 6.5), (-6.5, -1.5), (6.5, -1.5), (6.5, 6.5)],\n", + " obstacles=[\n", + " # lower Wall:\n", + " [(-6.0, 0.0), (5.0, 0.0), (5.0, -1.0), (-6.0, -1.0)],\n", + " # upper Wall:\n", + " [(-6.0, 5.0), (5.0, 5.0), (5.0, 6.0), (-6.0, 6.0)],\n", + " ],\n", + " ),\n", + " \"bidirectional 1\": WalkableArea(\n", + " # complete area\n", + " [(-6.5, 6.5), (-6.5, -1.5), (5.5, -1.5), (5.5, 6.5)],\n", + " obstacles=[\n", + " # lower Wall:\n", + " [(-6.0, 0.0), (5.0, 0.0), (5.0, -1.0), (-6.0, -1.0)],\n", + " # upper Wall:\n", + " [(-6.0, 4.0), (5.0, 4.0), (5.0, 5.0), (-6.0, 5.0)],\n", + " ],\n", + " ),\n", + " \"bidirectional 2\": WalkableArea(\n", + " # complete area\n", + " [(-6.5, 6.5), (-6.5, -1.5), (5.5, -1.5), (5.5, 6.5)],\n", + " obstacles=[\n", + " # lower Wall:\n", + " [(-5.0, 0.0), (5.0, 0.0), (5.0, -1.0), (-5.0, -1.0)],\n", + " # upper Wall:\n", + " [(-5.0, 4.1), (5.0, 4.1), (5.0, 5.0), (-5.0, 5.0)],\n", + " ],\n", + " ),\n", + "}" + ] + }, + { + "cell_type": "markdown", + "id": "1cb6f247b90fd8c7", + "metadata": { + "collapsed": false + }, + "source": [ + "To obtain correct results, it is important that the measurement line is orthogonal to the main direction of movement.\n" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "id": "cdfa6971de96c0fa", + "metadata": { + "ExecuteTime": { + "end_time": "2023-12-07T12:49:45.687126104Z", + "start_time": "2023-12-07T12:49:45.486881530Z" + }, + "collapsed": false + }, + "outputs": [], + "source": [ + "from pedpy import MeasurementLine\n", + "\n", + "measurement_lines = {\n", + " \"unidirectional 1\": MeasurementLine([(0.0, 0.0), (0.0, 5.0)]),\n", + " \"unidirectional 2\": MeasurementLine([(0.0, 0.0), (0.0, 5.0)]),\n", + " \"bidirectional 1\": MeasurementLine([(0.0, 0.0), (0.0, 4.0)]),\n", + " \"bidirectional 2\": MeasurementLine([(0.0, 0.0), (0.0, 4.0)]),\n", + "}" + ] + }, + { + "cell_type": "markdown", + "id": "b9c645cf11cbc971", + "metadata": { + "collapsed": false + }, + "source": [ + "The entire setup, including trajectories, geometry, and measurement lines looks like this:\n" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "21e7ca55fcc96122", + "metadata": { + "ExecuteTime": { + "end_time": "2023-12-07T12:50:07.640105746Z", + "start_time": "2023-12-07T12:49:45.510162285Z" + }, + "collapsed": false, + "tags": [ + "hide-input" + ] + }, + "outputs": [], + "source": [ + "fig, axs = plt.subplots(2, int(len(trajectories) / 2), figsize=(15, 11))\n", + "\n", + "for (name, trajectory), ax in zip(\n", + " trajectories.items(), axs.ravel(), strict=False\n", + "):\n", + " plot_measurement_setup(\n", + " traj=trajectory,\n", + " walkable_area=walkable_areas[name],\n", + " measurement_lines=[measurement_lines[name]],\n", + " axes=ax,\n", + " traj_width=0.2,\n", + " traj_end_marker=\"x\",\n", + " ma_color=\"g\",\n", + " ma_line_color=\"g\",\n", + " ma_alpha=0.2,\n", + " ml_color=\"b\",\n", + " )\n", + " format_axis(ax, \"x / m\", \"y / m\", name, legend=False)\n", + "fig.tight_layout()\n", + "plt.show()" + ] + }, + { + "cell_type": "markdown", + "id": "342a46db", + "metadata": {}, + "source": [ + "## Calculate Voronoi Polygons\n", + "\n", + "The Voronoi decomposition is used to assign cells to each pedestrian and to calculate density, speed, and flow at a measurement line. To ensure accuracy, it is highly recommended to apply a cutoff when calculating Voronoi polygons. Without a cutoff, pedestrians at the edges of a group may influence disproportionately large areas, leading to inaccuracies.\n", + "\n", + "Please note that computing Voronoi polygons may take some time.\n" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "id": "14b8bfa90861ff36", + "metadata": { + "ExecuteTime": { + "end_time": "2023-12-07T12:50:07.846671936Z", + "start_time": "2023-12-07T12:50:07.672737866Z" + }, + "collapsed": false + }, + "outputs": [], + "source": [ + "from pedpy.methods.method_utils import (\n", + " Cutoff,\n", + " compute_individual_voronoi_polygons,\n", + ")\n", + "\n", + "individual_cutoffs = {}" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "id": "b062f11e8a88ac96", + "metadata": { + "ExecuteTime": { + "end_time": "2023-12-07T12:50:32.220752892Z", + "start_time": "2023-12-07T12:50:07.673140070Z" + }, + "collapsed": false + }, + "outputs": [], + "source": [ + "individual_cutoffs[\"unidirectional 1\"] = compute_individual_voronoi_polygons(\n", + " traj_data=trajectories[\"unidirectional 1\"],\n", + " walkable_area=walkable_areas[\"unidirectional 1\"],\n", + " cut_off=Cutoff(radius=0.8, quad_segments=3),\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "id": "ae68cbb7211aa3e", + "metadata": { + "ExecuteTime": { + "end_time": "2023-12-07T12:50:55.697101808Z", + "start_time": "2023-12-07T12:50:32.230577126Z" + }, + "collapsed": false + }, + "outputs": [], + "source": [ + "individual_cutoffs[\"unidirectional 2\"] = compute_individual_voronoi_polygons(\n", + " traj_data=trajectories[\"unidirectional 2\"],\n", + " walkable_area=walkable_areas[\"unidirectional 2\"],\n", + " cut_off=Cutoff(radius=0.8, quad_segments=3),\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "id": "98d6e2a8b94dbdaa", + "metadata": { + "ExecuteTime": { + "end_time": "2023-12-07T12:51:50.377228327Z", + "start_time": "2023-12-07T12:50:55.696800260Z" + }, + "collapsed": false + }, + "outputs": [], + "source": [ + "individual_cutoffs[\"bidirectional 1\"] = compute_individual_voronoi_polygons(\n", + " traj_data=trajectories[\"bidirectional 1\"],\n", + " walkable_area=walkable_areas[\"bidirectional 1\"],\n", + " cut_off=Cutoff(radius=0.8, quad_segments=3),\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "id": "c62d7865cbdcfd7", + "metadata": { + "ExecuteTime": { + "end_time": "2023-12-07T12:52:05.547789524Z", + "start_time": "2023-12-07T12:51:50.420568298Z" + }, + "collapsed": false + }, + "outputs": [], + "source": [ + "individual_cutoffs[\"bidirectional 2\"] = compute_individual_voronoi_polygons(\n", + " traj_data=trajectories[\"bidirectional 2\"],\n", + " walkable_area=walkable_areas[\"bidirectional 2\"],\n", + " cut_off=Cutoff(radius=0.8, quad_segments=3),\n", + ")" + ] + }, + { + "cell_type": "markdown", + "id": "1c781e9b0fb0641c", + "metadata": { + "collapsed": false + }, + "source": [ + "## Determine the Species\n", + "\n", + "A species represents a set of pedestrians that encouters the measurement line frome the same side.\n", + "Since there are two possible main directions of movement in which the line can be approached orthogonally, pedestrians are divided into two species, referred to as Species 1 and Species 2.\n", + "\n", + "To determine which species a pedestrian belongs to, the direction of their velocity at the first frame $t_{i,l}$​, where their Voronoi cell intersects the line, is analyzed.\n", + "\n", + "A movement factor $m_i$​ is defined for each pedestrian $i$ as the sign of the orthogonal velocity component $n \\cdot v(t_{i,l})$:\n", + "\n", + "$$m_i = sign \\Big( n \\cdot v(t_{i,l}) \\Big).$$\n", + "\n", + "Here:\n", + "\n", + "- $n$ is the normal vector of the measurement line\n", + "- $v(t_{i,l})$ is the velocity of pedestrian $i$ when they reach the line $l$.\n", + "\n", + "Pedestrians with $m_i=1$ have the same main movement direction and belong to Species 1.\n", + "Pedestrian with $m_i=-1$ move in the opposite direction and belong to Species 2.\n", + "\n", + "```{eval-rst}\n", + ".. figure:: images/species_determination.svg\n", + " :align: center\n", + "```\n", + "\n", + "This figure shows the frame where the species determination is made.\n", + "This decision is based on the first frame where a pedestrian's Voronoi cell intersects the measurement line. The direction of the current velocity at that moment determines the species assignment.\n", + "\n", + "It is important to note that the decision is independent of whether the pedestrian crosses the line afterward." + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "id": "11d4a3db303e4f81", + "metadata": { + "ExecuteTime": { + "end_time": "2023-12-07T12:52:07.433332001Z", + "start_time": "2023-12-07T12:52:05.560881851Z" + }, + "collapsed": false + }, + "outputs": [], + "source": [ + "from pedpy.methods.speed_calculator import compute_species\n", + "\n", + "species = {}\n", + "\n", + "for name in trajectories:\n", + " species[name] = compute_species(\n", + " individual_voronoi_polygons=individual_cutoffs[name],\n", + " measurement_line=measurement_lines[name],\n", + " trajectory_data=trajectories[name],\n", + " frame_step=25,\n", + " )" + ] + }, + { + "cell_type": "markdown", + "id": "953bd68f", + "metadata": {}, + "source": [ + "## Calculating Individual Velocity\n", + "\n", + "We will calculate the individual velocity using the `compute_individual_speed` function.\n", + "Keep the following considerations in mind:\n", + "\n", + "1. **Enable Velocity Calculation**:\n", + " Ensure that the `compute_velocity` option is enabled to calculate the individual velocity.\n", + "\n", + "2. **Frame Step Selection**:\n", + "\n", + " - The frame step determines how many frames before and after the current position are used to calculate movement.\n", + " - **Choosing the frame step**:\n", + " - A small frame step may result in noisy calculations.\n", + " - A large frame step might overlook smaller movements, reducing accuracy.\n", + "\n", + "3. **Handling Border Cases**:\n", + "\n", + " - The default speed calculation method is `BORDER_EXCLUDE`, which excludes trajectory values at the edges.\n", + " - If these excluded values are required for subsequent calculations, this may lead to errors. Possible solutions include:\n", + " - Cutting a few frames from the trajectory data used for Voronoi polygon calculations to ensure alignment.\n", + " - Switching to a different speed calculation method.\n", + "\n", + "4. **Alternative Speed Calculation Methods**:\n", + " - Consider other speed calculation options if `BORDER_EXCLUDE` is unsuitable.\n", + " - Refer to the [User Guide](user_guide) for details on available methods and their implications.\n" + ] + }, + { + "cell_type": "code", + "execution_count": 13, + "id": "d193ee905b059505", + "metadata": { + "ExecuteTime": { + "end_time": "2023-12-07T12:52:08.113213164Z", + "start_time": "2023-12-07T12:52:07.453047318Z" + }, + "collapsed": false + }, + "outputs": [], + "source": [ + "from pedpy.methods.speed_calculator import (\n", + " SpeedCalculation,\n", + " compute_individual_speed,\n", + ")\n", + "\n", + "calculation_methods = {\n", + " \"unidirectional 1\": SpeedCalculation.BORDER_SINGLE_SIDED,\n", + " \"unidirectional 2\": SpeedCalculation.BORDER_EXCLUDE,\n", + " \"bidirectional 1\": SpeedCalculation.BORDER_EXCLUDE,\n", + " \"bidirectional 2\": SpeedCalculation.BORDER_EXCLUDE,\n", + "}\n", + "\n", + "individual_speeds = {}\n", + "\n", + "for name in trajectories:\n", + " individual_speeds[name] = compute_individual_speed(\n", + " traj_data=trajectories[name],\n", + " frame_step=1,\n", + " compute_velocity=True,\n", + " speed_calculation=calculation_methods[name],\n", + " )" + ] + }, + { + "cell_type": "markdown", + "id": "2c309a4fb4ac42ac", + "metadata": { + "collapsed": false + }, + "source": [ + "## Calculating Speed Perpendicular to the Measurement Line\n", + "\n", + "To calculate the total speed perpendicular to the measurement line in a specific frame, all pedestrians whose Voronoi polygons intersect with the measurement line are considered.\n", + "\n", + "```{eval-rst}\n", + ".. figure:: images/voronoi_at_line.svg\n", + " :align: center\n", + "```\n", + "\n", + "The speed of an individual pedestrian is determined by multiplying their orthogonal speed with their proportion of the measurement line:\n", + "\n", + "$$ v^\\text{line}_i(t) = v_{i}(t) \\cdot n_l \\cdot \\frac{w_i(t)}{w}.$$\n", + "\n", + "Here:\n", + "\n", + "- $w_i(t)$ is the length of the measurement line segment intersected by the pedestrian’s Voronoi cell.\n", + "- $w$ is the total length of the measurement line.\n", + "- $n_l$ is the unit normal vector to the measurement line.\n", + "\n", + "```{eval-rst}\n", + ".. figure:: images/line_intersection_voronoi.svg\n", + " :align: center\n", + "```\n", + "\n", + "## Handling Opposite Movement Directions\n", + "\n", + "Pedestrians in Species 2 move in the opposite main direction, which causes their velocities to have opposite signs. Adding these directly would result in the contributions of the two species canceling each other out.\n", + "\n", + "To address this, the velocity of each pedestrian is adjusted by multiplying it with the movement factor $m$, which ensures consistent directionality in the calculations.\n", + "\n", + "$$ v^S(t) = \\sum_{i \\in S} m \\cdot v^\\text{line}_i(t).$$\n", + "\n", + "The total speed across the measurement line combines the contributions from both species:\n", + "\n", + "$$ v^\\text{line}(t) = v^{\\mathrm{I}}(t) + v^{\\mathrm{II}}(t).$$\n", + "\n", + "## Allowing for Negative Velocities\n", + "\n", + "This approach accommodates negative velocities within each species. Negative velocities may occur when a pedestrian:\n", + "\n", + "- Stands still but wobbles their head, resulting in small velocity fluctuations.\n", + "- Crosses the measurement line multiple times, moving in both directions.\n", + "\n", + "By accounting for such cases, this method ensures comprehensive and robust measurements of pedestrian movement.\n" + ] + }, + { + "cell_type": "code", + "execution_count": 14, + "id": "ad689b762756b88c", + "metadata": { + "ExecuteTime": { + "end_time": "2023-12-07T12:52:23.690841580Z", + "start_time": "2023-12-07T12:52:08.114355724Z" + }, + "collapsed": false + }, + "outputs": [], + "source": [ + "from pedpy.methods.speed_calculator import compute_line_speed\n", + "\n", + "speeds = {}\n", + "for name in trajectories:\n", + " speeds[name] = compute_line_speed(\n", + " individual_voronoi_polygons=individual_cutoffs[name],\n", + " measurement_line=measurement_lines[name],\n", + " individual_speed=individual_speeds[name],\n", + " species=species[name],\n", + " )" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "b1dca3e27caec8ca", + "metadata": { + "ExecuteTime": { + "end_time": "2023-12-07T12:52:24.244052606Z", + "start_time": "2023-12-07T12:52:23.692544292Z" + }, + "collapsed": false, + "tags": [ + "hide-input" + ] + }, + "outputs": [], + "source": [ + "from pedpy.plotting.plotting import plot_speed_at_line\n", + "\n", + "fig, axs = plt.subplots(2, int(len(speeds) / 2), figsize=(15, 11))\n", + "\n", + "for (name, speed_on_line), ax in zip(speeds.items(), axs.ravel(), strict=False):\n", + " plot_speed_at_line(\n", + " speed_at_line=speed_on_line,\n", + " axes=ax,\n", + " line_width=0.5,\n", + " )\n", + " format_axis(ax, \"Frame\", \"Speed / m/s\", f\"Speed on line for {name}\")\n", + "\n", + "fig.tight_layout()\n", + "plt.show()" + ] + }, + { + "cell_type": "markdown", + "id": "d47eafbb8c65a5a5", + "metadata": { + "collapsed": false + }, + "source": [ + "## Compute Line Density\n", + "\n", + "The density along the measurement line is calculated based on the densities of the Voronoi cells of pedestrians, weighted by their proportional contribution to the line. The density for each species considers only the pedestrians belonging to that species.\n", + "\n", + "$$ \\rho^S(t) = \\sum_{i \\in S} \\frac{1}{A_i(t)} \\cdot \\frac{w_i(t)}{w}.$$\n", + "\n", + "Here:\n", + "\n", + "- $A_i(t)$: The area of pedestrian $i$'s Voronoi cell.\n", + "- $\\frac{w_i(t)}{w}$​: The fraction of the measurement line intersected by the Voronoi cell of pedestrian $i$.\n", + "\n", + "The total density is obtained by combining the contributions from both Species 1 and 2:\n", + "\n", + "$$ \\rho^\\text{line}(t) = \\rho^{\\mathrm{I}}(t) + \\rho^{\\mathrm{II}}(t)$$\n" + ] + }, + { + "cell_type": "code", + "execution_count": 16, + "id": "d43709f0019352d5", + "metadata": { + "ExecuteTime": { + "end_time": "2023-12-07T12:52:33.665363549Z", + "start_time": "2023-12-07T12:52:24.243697003Z" + }, + "collapsed": false + }, + "outputs": [], + "source": [ + "from pedpy.methods.density_calculator import compute_line_density\n", + "\n", + "densities = {}\n", + "for name in trajectories:\n", + " densities[name] = compute_line_density(\n", + " individual_voronoi_polygons=individual_cutoffs[name],\n", + " measurement_line=measurement_lines[name],\n", + " species=species[name],\n", + " )" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "ef76858f11a1d61d", + "metadata": { + "ExecuteTime": { + "end_time": "2023-12-07T12:52:34.267589838Z", + "start_time": "2023-12-07T12:52:33.683294439Z" + }, + "collapsed": false, + "tags": [ + "hide-input" + ] + }, + "outputs": [], + "source": [ + "from pedpy.plotting.plotting import plot_density_at_line\n", + "\n", + "fig, axs = plt.subplots(2, int(len(densities) / 2), figsize=(15, 11))\n", + "\n", + "for (name, density_on_line), ax in zip(\n", + " densities.items(), axs.ravel(), strict=False\n", + "):\n", + " plot_density_at_line(\n", + " density_at_line=density_on_line,\n", + " axes=ax,\n", + " line_width=0.75,\n", + " title=f\"density on line for {name}\",\n", + " )\n", + " format_axis(\n", + " ax, \"Frame\", \"Density / $m^{-2}$\", f\"Density on line for {name}\"\n", + " )\n", + "\n", + "fig.tight_layout()\n", + "plt.show()" + ] + }, + { + "cell_type": "markdown", + "id": "834ac6a9", + "metadata": {}, + "source": [ + "## Compute Line Flow\n", + "\n", + "The calculation of flow is based on the flow equation:\n", + "\n", + "$$\n", + "J = \\rho \\cdot v \\cdot w\n", + "$$\n", + "\n", + "To compute the flow, both the velocity orthogonal to the measurement line and the density are considered. Each species only accounts for the pedestrians representing that species. To handle the negative velocities of Species 2, the movement factor $m$ is applied.\n", + "\n", + "The flow for a species $S$ is calculated as:\n", + "\n", + "$$\n", + "j^S(t) = \\sum_{i \\in S} m_i \\cdot v_i(t) \\cdot n_{l} \\cdot \\frac{1}{A_i(t)} \\cdot \\frac{w_i(t)}{w}\n", + "$$\n", + "\n", + "### Explanation of Symbols\n", + "\n", + "- $j$: The flow\n", + "- $S$: The species for which the flow is calculated\n", + "- $i$: A pedestrian belonging to species $S$\n", + "- $m_i$: The movement factor for pedestrian $i$, determined during species assignment\n", + "- $v_i(t)$: The velocity of pedestrian $i$ at time $t$\n", + "- $n_{l}$: The orthogonal vector of the measurement line $l$\n", + "- $A_i(t)$: The area of the Voronoi cell for pedestrian $i$\n", + "- $w_i(t)$: The length of the measurement line intersected by the Voronoi cell of pedestrian $i$\n", + "- $w$: The total length of the measurement line\n", + "\n", + "The total flow across the measurement line is obtained by combining the contributions from both species:\n", + "\n", + "$$\n", + "j^\\text{line}(t) = j^{\\mathrm{I}}(t) + j^{\\mathrm{II}}(t)\n", + "$$\n" + ] + }, + { + "cell_type": "code", + "execution_count": 18, + "id": "30f2ed7401acf7bd", + "metadata": { + "ExecuteTime": { + "end_time": "2023-12-07T12:52:52.363131712Z", + "start_time": "2023-12-07T12:52:34.267211872Z" + }, + "collapsed": false + }, + "outputs": [], + "source": [ + "from pedpy.methods.flow_calculator import compute_line_flow\n", + "\n", + "flows = {}\n", + "for name in trajectories:\n", + " flows[name] = compute_line_flow(\n", + " individual_voronoi_polygons=individual_cutoffs[name],\n", + " measurement_line=measurement_lines[name],\n", + " species=species[name],\n", + " individual_speed=individual_speeds[name],\n", + " )" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "6ee56e1d779bfbee", + "metadata": { + "ExecuteTime": { + "end_time": "2023-12-07T12:52:52.925925361Z", + "start_time": "2023-12-07T12:52:52.405137439Z" + }, + "collapsed": false, + "tags": [ + "hide-input" + ] + }, + "outputs": [], + "source": [ + "from pedpy.plotting.plotting import plot_flow_at_line\n", + "\n", + "fig, axs = plt.subplots(2, int(len(flows) / 2), figsize=(15, 11))\n", + "\n", + "for (name, flow_on_line), ax in zip(flows.items(), axs.ravel(), strict=False):\n", + " plot_flow_at_line(\n", + " flow_at_line=flow_on_line,\n", + " axes=ax,\n", + " line_width=0.75,\n", + " title=f\"flow on line for {name}\",\n", + " )\n", + " format_axis(ax, \"Frame\", \"Flow / 1/s\", f\"Flow on line for {name}\")\n", + "\n", + "fig.tight_layout()\n", + "plt.show()" + ] + }, + { + "cell_type": "markdown", + "id": "93320a60c92173f7", + "metadata": { + "collapsed": false + }, + "source": [ + "## Excluding Data from the Start and End Phases\n", + "\n", + "Upon closer examination of the trajectory data from the first unidirectional experiment, it becomes evident that not all the data collected are meaningful for analysis. This is due to the way the experiment was conducted.\n", + "\n", + "Toward the end of the experiment, participants were instructed to remain stationary. Consequently, although the data are technically usable, it may not contribute meaningfully to further analysis.\n", + "\n", + "When analyzing on your own it is recommended to exclude data that lack substantive relevance.\n" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "200c6492d971508", + "metadata": { + "ExecuteTime": { + "end_time": "2023-12-07T12:52:57.340265614Z", + "start_time": "2023-12-07T12:52:52.929355596Z" + }, + "collapsed": false, + "tags": [ + "hide-input" + ] + }, + "outputs": [], + "source": [ + "fig, axs = plt.subplots(2, 2, figsize=(15, 11))\n", + "\n", + "name = \"unidirectional 1\"\n", + "\n", + "interval = [500, 2075]\n", + "plot_measurement_setup(\n", + " axes=axs[0, 0],\n", + " traj=trajectories[name],\n", + " walkable_area=walkable_areas[name],\n", + " measurement_lines=[measurement_lines[name]],\n", + ")\n", + "format_axis(axs[0, 0], \"x / m\", \"y / m\", f\"Trajectories {name}\", legend=False)\n", + "plot_speed_at_line(\n", + " axes=axs[0, 1], speed_at_line=speeds[name], title=f\"line speed for {name}\"\n", + ")\n", + "axs[0, 1].plot([interval[0], interval[0]], [-0.1, 1.2], c=\"r\")\n", + "axs[0, 1].plot([interval[1], interval[1]], [-0.1, 1.2], c=\"r\")\n", + "format_axis(axs[0, 1], \"Frame\", \"v / m/s\", f\"Line speed for {name}\")\n", + "\n", + "plot_density_at_line(\n", + " axes=axs[1, 0],\n", + " density_at_line=densities[name],\n", + " title=f\"line density for {name}\",\n", + ")\n", + "axs[1, 0].plot([interval[0], interval[0]], [0, 4], c=\"r\")\n", + "axs[1, 0].plot([interval[1], interval[1]], [0, 4], c=\"r\")\n", + "format_axis(axs[1, 0], \"Frame\", \"Density / $m^{-2}$\", f\"Density for {name}\")\n", + "\n", + "plot_flow_at_line(\n", + " axes=axs[1, 1], flow_at_line=flows[name], title=f\"line flow for {name}\"\n", + ")\n", + "axs[1, 1].plot([interval[0], interval[0]], [0, 2.2], c=\"r\")\n", + "axs[1, 1].plot([interval[1], interval[1]], [0, 2.2], c=\"r\")\n", + "format_axis(axs[1, 1], \"Frame\", \"J / 1/s\", f\"Flow for {name}\")\n", + "\n", + "fig.tight_layout()\n", + "plt.show()" + ] + }, + { + "cell_type": "markdown", + "id": "33d253b6870a5448", + "metadata": { + "collapsed": false + }, + "source": [ + "In the plots above you can see the trajectories of the first unidirectional experiment as well as the line speed, line density and line flow for said experiment. In between the red lines the measured values will be used for analysis. The additional data outside the red lines is removed for further analysis.\n" + ] + }, + { + "cell_type": "markdown", + "id": "dccc4f2b3e739b09", + "metadata": { + "collapsed": false + }, + "source": [ + "## Creating a Fundamental Diagram\n", + "\n", + "With the calculations complete, we can now generate a fundamental diagram. For this, we will use precomputed data from 10 unidirectional and 10 bidirectional experiments, all conducted under the same experimental setup as described earlier.\n" + ] + }, + { + "cell_type": "code", + "execution_count": 21, + "id": "69b67651cde74ecf", + "metadata": { + "ExecuteTime": { + "end_time": "2023-12-07T12:52:57.347233403Z", + "start_time": "2023-12-07T12:52:57.341865642Z" + }, + "collapsed": false, + "tags": [ + "hide-input" + ] + }, + "outputs": [], + "source": [ + "style_options = {\n", + " \"traj_UNI_CORR_500_01\": {\"color\": \"red\", \"marker\": \"+\"},\n", + " \"traj_UNI_CORR_500_02\": {\"color\": \"green\", \"marker\": \"x\"},\n", + " \"traj_UNI_CORR_500_03\": {\"color\": \"blue\", \"marker\": \"x\"},\n", + " \"traj_UNI_CORR_500_04\": {\n", + " \"color\": \"white\",\n", + " \"marker\": \"s\",\n", + " \"edgecolors\": \"pink\",\n", + " },\n", + " \"traj_UNI_CORR_500_05\": {\"color\": \"cyan\", \"marker\": \"s\"},\n", + " \"traj_UNI_CORR_500_06\": {\"color\": \"grey\", \"marker\": \"^\"},\n", + " \"traj_UNI_CORR_500_07\": {\n", + " \"color\": \"white\",\n", + " \"marker\": \"^\",\n", + " \"edgecolors\": \"orange\",\n", + " },\n", + " \"traj_UNI_CORR_500_08\": {\"color\": \"black\", \"marker\": \"o\"},\n", + " \"traj_UNI_CORR_500_09\": {\n", + " \"color\": \"white\",\n", + " \"marker\": \"o\",\n", + " \"edgecolors\": \"purple\",\n", + " },\n", + " \"traj_UNI_CORR_500_10\": {\"color\": \"orange\", \"marker\": \"+\"},\n", + " \"bi_corr_400_b_01\": {\"color\": \"red\", \"marker\": \"+\"},\n", + " \"bi_corr_400_b_02\": {\"color\": \"green\", \"marker\": \"x\"},\n", + " \"bi_corr_400_b_03\": {\"color\": \"blue\", \"marker\": \"x\"},\n", + " \"bi_corr_400_b_04\": {\"color\": \"white\", \"marker\": \"s\", \"edgecolors\": \"pink\"},\n", + " \"bi_corr_400_b_05\": {\"color\": \"cyan\", \"marker\": \"s\"},\n", + " \"bi_corr_400_b_06\": {\"color\": \"grey\", \"marker\": \"^\"},\n", + " \"bi_corr_400_b_07\": {\n", + " \"color\": \"white\",\n", + " \"marker\": \"^\",\n", + " \"edgecolors\": \"orange\",\n", + " },\n", + " \"bi_corr_400_b_08\": {\"color\": \"black\", \"marker\": \"o\"},\n", + " \"bi_corr_400_b_09\": {\n", + " \"color\": \"white\",\n", + " \"marker\": \"o\",\n", + " \"edgecolors\": \"purple\",\n", + " },\n", + " \"bi_corr_400_b_10\": {\"color\": \"orange\", \"marker\": \"+\"},\n", + "}" + ] + }, + { + "cell_type": "code", + "execution_count": 22, + "id": "d9ee86f702cbba7c", + "metadata": { + "ExecuteTime": { + "end_time": "2023-12-07T12:52:57.497200988Z", + "start_time": "2023-12-07T12:52:57.344792705Z" + }, + "collapsed": false + }, + "outputs": [], + "source": [ + "import pickle\n", + "\n", + "with open(\"demo-data/uni-directional/unidirectional_data.pkl\", \"rb\") as file:\n", + " loaded_dictionaries = pickle.load(file)\n", + "\n", + "line_densities_uni = loaded_dictionaries[\"line_densities_uni\"]\n", + "line_speeds_uni = loaded_dictionaries[\"line_speeds_uni\"]\n", + "\n", + "with open(\"demo-data/bi-directional/bidirectional_data.pkl\", \"rb\") as file:\n", + " loaded_dictionaries = pickle.load(file)\n", + "\n", + "line_densities_bi = loaded_dictionaries[\"line_densities_bi\"]\n", + "line_speeds_bi = loaded_dictionaries[\"line_speeds_bi\"]" + ] + }, + { + "cell_type": "markdown", + "id": "1bccfd82dbc3e522", + "metadata": { + "collapsed": false + }, + "source": [ + "The fundamental diagram can now be created using the line speed and line density.\n" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "c6ebbe6edd6ce7c7", + "metadata": { + "ExecuteTime": { + "end_time": "2023-12-07T12:52:58.135793090Z", + "start_time": "2023-12-07T12:52:57.390148645Z" + }, + "collapsed": false, + "tags": [ + "hide-input" + ] + }, + "outputs": [], + "source": [ + "from pedpy.column_identifier import DENSITY_COL, SPEED_COL\n", + "\n", + "f, (ax1, ax2) = plt.subplots(1, 2, figsize=(15, 6))\n", + "\n", + "for name in sorted(line_densities_uni.keys()):\n", + " ax1.scatter(\n", + " line_densities_uni[name][DENSITY_COL],\n", + " line_speeds_uni[name][SPEED_COL],\n", + " alpha=1,\n", + " label=name,\n", + " **style_options[name],\n", + " )\n", + "\n", + "for name in sorted(line_densities_bi.keys()):\n", + " ax2.scatter(\n", + " line_densities_bi[name][DENSITY_COL],\n", + " line_speeds_bi[name][SPEED_COL],\n", + " alpha=1,\n", + " label=name,\n", + " **style_options[name],\n", + " )\n", + "\n", + "format_axis(\n", + " ax1,\n", + " \"Density / $m^{-2}$\",\n", + " \"Speed / m/s\",\n", + " \"Fundamental Diagram: unidirectional\",\n", + ")\n", + "format_axis(\n", + " ax2,\n", + " \"Density / $m^{-2}$\",\n", + " \"Speed / m/s\",\n", + " \"Fundamental Diagram: bidirectional\",\n", + ")\n", + "ax1.grid(True, alpha=0.3)\n", + "ax2.grid(True, alpha=0.3)\n", + "ax1.legend()\n", + "ax2.legend()\n", + "plt.show()" + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": ".venv", + "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": "3.12.7" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +}