{ "cells": [ { "cell_type": "markdown", "metadata": {}, "source": [ "# Idealized Case 3: Tracking of a Test Blob in 3D" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "This tutorial shows the most important steps of tracking with `tobac` using an idealized case:\n", "\n", "1. [Input Data](#1.-Input-Data)\n", "2. [Feature Detection](#2.-Feature-Detection)\n", "3. [Tracking / Trajectory Linking](#3.-Trajectory-Linking)\n", "4. [Segmentation](#4.-Segmentation)\n", "5. [Statistical Analysis](#5.-Statistical-Analysis)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Import Libraries\n", "\n", "We start by importing tobac:" ] }, { "cell_type": "code", "execution_count": 1, "metadata": { "ExecuteTime": { "end_time": "2025-12-18T14:32:41.345715Z", "start_time": "2025-12-18T14:32:39.219387Z" }, "execution": { "iopub.execute_input": "2026-02-02T20:12:13.849742Z", "iopub.status.busy": "2026-02-02T20:12:13.849199Z", "iopub.status.idle": "2026-02-02T20:12:15.626049Z", "shell.execute_reply": "2026-02-02T20:12:15.625566Z" } }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "using tobac version 1.6.2\n" ] } ], "source": [ "import tobac\n", "\n", "print(\"using tobac version\", str(tobac.__version__))\n", "\n", "# We add testing here to create test dataset (typically not needed in standard applications).\n", "import tobac.testing" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "We will also need matplotlib in inline-mode for plotting and numpy:" ] }, { "cell_type": "code", "execution_count": 2, "metadata": { "ExecuteTime": { "end_time": "2025-12-18T14:32:41.582595Z", "start_time": "2025-12-18T14:32:41.360064Z" }, "execution": { "iopub.execute_input": "2026-02-02T20:12:15.644980Z", "iopub.status.busy": "2026-02-02T20:12:15.644736Z", "iopub.status.idle": "2026-02-02T20:12:15.777174Z", "shell.execute_reply": "2026-02-02T20:12:15.776801Z" } }, "outputs": [], "source": [ "import matplotlib.pyplot as plt\n", "\n", "%matplotlib inline\n", "\n", "import numpy as np" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Tobac works with a Python package called `xarray`, which introduces `DataArrays`. In a nutshell these are `numpy`-arrays with intuitive dimensions, coordinates and meta-data. For a more extensive description have a look at the [xarray Documentation](https://docs.xarray.dev/en/stable/generated/xarray.DataArray.html#xarray.DataArray)." ] }, { "cell_type": "code", "execution_count": 3, "metadata": { "ExecuteTime": { "end_time": "2025-12-18T14:32:41.592435Z", "start_time": "2025-12-18T14:32:41.589360Z" }, "execution": { "iopub.execute_input": "2026-02-02T20:12:15.779007Z", "iopub.status.busy": "2026-02-02T20:12:15.778883Z", "iopub.status.idle": "2026-02-02T20:12:15.780749Z", "shell.execute_reply": "2026-02-02T20:12:15.780251Z" } }, "outputs": [], "source": [ "import os\n", "CI = os.environ.get(\"CI\") == \"true\"" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## 1. Input Data" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ " \n", "There are several utilities implemented in tobac to create simple examples of such arrays. In this tutorial we will use the function `make_simple_sample_data_3D_1blob()` to create a moving test blob in 3D:" ] }, { "cell_type": "code", "execution_count": 4, "metadata": { "ExecuteTime": { "end_time": "2025-12-18T14:32:41.981557Z", "start_time": "2025-12-18T14:32:41.677326Z" }, "execution": { "iopub.execute_input": "2026-02-02T20:12:15.782069Z", "iopub.status.busy": "2026-02-02T20:12:15.781970Z", "iopub.status.idle": "2026-02-02T20:12:15.993981Z", "shell.execute_reply": "2026-02-02T20:12:15.993609Z" } }, "outputs": [ { "data": { "text/html": [ "
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       "      shape=(25, 50, 50, 100))\n",
       "Coordinates:\n",
       "  * time       (time) datetime64[ns] 200B 2000-01-01T12:00:00 ... 2000-01-01T...\n",
       "  * z          (z) float64 400B 0.0 1e+03 2e+03 ... 4.7e+04 4.8e+04 4.9e+04\n",
       "  * y          (y) float64 400B 0.0 1e+03 2e+03 ... 4.7e+04 4.8e+04 4.9e+04\n",
       "  * x          (x) float64 800B 0.0 1e+03 2e+03 ... 9.7e+04 9.8e+04 9.9e+04\n",
       "    latitude   (y, x) float64 40kB 24.0 24.01 24.02 24.03 ... 24.97 24.98 24.99\n",
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Additionally, the data contains the latitude and longitude coordinates of the field values. To access the values of 'w' in the first timeframe, we can use" ] }, { "cell_type": "code", "execution_count": 5, "metadata": { "ExecuteTime": { "end_time": "2025-12-18T14:32:42.131798Z", "start_time": "2025-12-18T14:32:42.126318Z" }, "execution": { "iopub.execute_input": "2026-02-02T20:12:15.995626Z", "iopub.status.busy": "2026-02-02T20:12:15.995518Z", "iopub.status.idle": "2026-02-02T20:12:15.997831Z", "shell.execute_reply": "2026-02-02T20:12:15.997462Z" } }, "outputs": [ { "data": { "text/plain": [ "array([[[0.13299884, 0.19448215, 0.27323722],\n", " [0.19448215, 0.28438825, 0.39955058],\n", " [0.27323722, 0.39955058, 0.56134763]],\n", "\n", " [[0.15298508, 0.22370772, 0.31429762],\n", " [0.22370772, 0.32712435, 0.45959257],\n", " [0.31429762, 0.45959257, 0.64570347]],\n", "\n", " [[0.16907466, 0.24723526, 0.34735259],\n", " [0.24723526, 0.36152832, 0.50792834],\n", " [0.34735259, 0.50792834, 0.7136127 ]]])" ] }, "execution_count": 5, "metadata": {}, "output_type": "execute_result" } ], "source": [ "test_data.data[0][:3, :3, :3]" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "which is then just an array of numbers of the described shape.\n", "\n", "To visualize the data, we can plot individual time frames using volume rendering with pyvista:" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "When wanting to use volume rendering, whe need to import pyvista and set the jupyter_backend to enable interaction in the plot (only for jupyter notebooks)." ] }, { "cell_type": "code", "execution_count": 6, "metadata": { "ExecuteTime": { "end_time": "2025-12-18T14:32:42.291925Z", "start_time": "2025-12-18T14:32:42.145876Z" }, "execution": { "iopub.execute_input": "2026-02-02T20:12:15.999120Z", "iopub.status.busy": "2026-02-02T20:12:15.999023Z", "iopub.status.idle": "2026-02-02T20:12:17.083112Z", "shell.execute_reply": "2026-02-02T20:12:17.082652Z" } }, "outputs": [], "source": [ "import pyvista as pv\n", "\n", "# Change the jupyter backend to \"trame\" for an interactive 3d plot\n", "pv.set_jupyter_backend(\"static\")" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Now lets define a function for plotting the data which takes our **test_data** and **time_steps**." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Lets first define our camera position and common parameters:" ] }, { "cell_type": "code", "execution_count": 7, "metadata": { "execution": { "iopub.execute_input": "2026-02-02T20:12:17.084646Z", "iopub.status.busy": "2026-02-02T20:12:17.084559Z", "iopub.status.idle": "2026-02-02T20:12:17.086553Z", "shell.execute_reply": "2026-02-02T20:12:17.086164Z" } }, "outputs": [], "source": [ "camera_position = [\n", " (-76500.5898924075427, -115800.2814728167132, 63500.2875750954609),\n", " (48300.07425870497735, 23000.09685523435806, 14900.89298509023922),\n", " (0.1647616055738843, 0.19018222800234177, 0.9678245365151585)\n", " ]\n", "\n", "common_bounds_args = dict(\n", " xtitle='Longitude',\n", " ytitle='Latitude',\n", " ztitle='Altitude (m)',\n", " font_size=10,\n", " location='outer'\n", ")" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Now lets define the timesteps we want to see. " ] }, { "cell_type": "code", "execution_count": 8, "metadata": { "execution": { "iopub.execute_input": "2026-02-02T20:12:17.087659Z", "iopub.status.busy": "2026-02-02T20:12:17.087577Z", "iopub.status.idle": "2026-02-02T20:12:17.089196Z", "shell.execute_reply": "2026-02-02T20:12:17.088770Z" } }, "outputs": [], "source": [ "time_steps = [0, 10, 20]" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "The function plots the blob at different time steps in one plot. You can add or remove time_steps." ] }, { "cell_type": "code", "execution_count": 9, "metadata": { "execution": { "iopub.execute_input": "2026-02-02T20:12:17.090340Z", "iopub.status.busy": "2026-02-02T20:12:17.090268Z", "iopub.status.idle": "2026-02-02T20:12:17.512432Z", "shell.execute_reply": "2026-02-02T20:12:17.511962Z" } }, "outputs": [ { "data": { "image/jpeg": 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", "text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "def volume_rendering(test_data, times, pl):\n", " # Create grid (x, y, z are coordinates)\n", " x, y, z = np.meshgrid(test_data.x, test_data.y, test_data.z, indexing=\"ij\")\n", " grid = pv.StructuredGrid(x, y, z)\n", "\n", " # Add the outline of the grid and axes\n", " pl.add_mesh(grid.outline(), color=\"black\", line_width=1)\n", " pl.add_axes()\n", " pl.show_bounds(**common_bounds_args)\n", " pl.camera_position = camera_position\n", "\n", " for i, time_step in enumerate(times):\n", " blob = test_data.isel(time=time_step).values\n", " grid[\"w\"] = blob.ravel()\n", " normalized_w = (grid[\"w\"] - grid[\"w\"].min()) / (grid[\"w\"].max() - grid[\"w\"].min())\n", " grid[\"w\"] = normalized_w\n", "\n", " contours = grid.contour(isosurfaces=[0.2, 0.5, 0.8], scalars=\"w\")\n", " pl.add_mesh(contours, cmap=\"viridis\", opacity=0.7)\n", "\n", " if not CI:\n", " pl.show(auto_close=False)\n", "\n", "pl = pv.Plotter()\n", "volume_rendering(test_data, time_steps, pl)\n", "pl.close()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "This tells us that our data is a single moving blob, which is what we are going the analyze with tobac now." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## 2. Feature Detection" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "The first step of the general working routine of tobac is the identification of features. This essentially means finding the maxima or minima of the data.\n", "\n", "To use the according functions of tobac we need to specify:\n", "\n", "- the thresholds below/above the features are detected\n", "- the spacing of our data\n", "\n", "The spacing of the temporal and spatial dimension can be extracted from the data using a build-in utility:" ] }, { "cell_type": "code", "execution_count": 10, "metadata": { "execution": { "iopub.execute_input": "2026-02-02T20:12:17.514416Z", "iopub.status.busy": "2026-02-02T20:12:17.514303Z", "iopub.status.idle": "2026-02-02T20:12:17.559150Z", "shell.execute_reply": "2026-02-02T20:12:17.558692Z" } }, "outputs": [], "source": [ "dxy, dt = tobac.get_spacings(test_data)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "To get an idea of which order of magnitude our thresholds should be, we check the maximum of our data:" ] }, { "cell_type": "code", "execution_count": 11, "metadata": { "execution": { "iopub.execute_input": "2026-02-02T20:12:17.560922Z", "iopub.status.busy": "2026-02-02T20:12:17.560834Z", "iopub.status.idle": "2026-02-02T20:12:17.565169Z", "shell.execute_reply": "2026-02-02T20:12:17.564842Z" } }, "outputs": [ { "data": { "text/html": [ "
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<xarray.DataArray 'w' ()> Size: 8B\n",
       "array(10.)\n",
       "Attributes:\n",
       "    units:    m s-1
" ], "text/plain": [ " Size: 8B\n", "array(10.)\n", "Attributes:\n", " units: m s-1" ] }, "execution_count": 11, "metadata": {}, "output_type": "execute_result" } ], "source": [ "test_data.max()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Since we know that our data will only have one maximum it is reasoable to choose 9 as our threshold, but keep in mind that we could also add multiple values here if our data would be more complex." ] }, { "cell_type": "code", "execution_count": 12, "metadata": { "execution": { "iopub.execute_input": "2026-02-02T20:12:17.566638Z", "iopub.status.busy": "2026-02-02T20:12:17.566550Z", "iopub.status.idle": "2026-02-02T20:12:17.568173Z", "shell.execute_reply": "2026-02-02T20:12:17.567817Z" } }, "outputs": [], "source": [ "threshold = 9" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Now we are ready to apply the feature detection algorithm. Notice that this is a minimal input. The function has several other options we will cover in later tutorials." ] }, { "cell_type": "code", "execution_count": 13, "metadata": { "execution": { "iopub.execute_input": "2026-02-02T20:12:17.569309Z", "iopub.status.busy": "2026-02-02T20:12:17.569234Z", "iopub.status.idle": "2026-02-02T20:12:17.825671Z", "shell.execute_reply": "2026-02-02T20:12:17.825130Z" } }, "outputs": [ { "data": { "text/html": [ "
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frameidxvdimhdim_1hdim_2numthreshold_valuefeaturetimetimestrzyxlatitudelongitude
0014.00000010.00000010.00000033912000-01-01 12:00:002000-01-01 12:00:004000.00000010000.00000010000.00000024.100000150.100000
1115.84090911.61363613.54545544922000-01-01 12:02:002000-01-01 12:02:005840.90909111613.63636413545.45454524.135455150.116136
2217.73170713.39024417.26829341932000-01-01 12:04:002000-01-01 12:04:007731.70731713390.24390217268.29268324.172683150.133902
3319.65853715.12195120.75609841942000-01-01 12:06:002000-01-01 12:06:009658.53658515121.95122020756.09756124.207561150.151220
44111.64285716.76190524.45238142952000-01-01 12:08:002000-01-01 12:08:0011642.85714316761.90476224452.38095224.244524150.167619
\n", "
" ], "text/plain": [ " frame idx vdim hdim_1 hdim_2 num threshold_value feature \\\n", "0 0 1 4.000000 10.000000 10.000000 33 9 1 \n", "1 1 1 5.840909 11.613636 13.545455 44 9 2 \n", "2 2 1 7.731707 13.390244 17.268293 41 9 3 \n", "3 3 1 9.658537 15.121951 20.756098 41 9 4 \n", "4 4 1 11.642857 16.761905 24.452381 42 9 5 \n", "\n", " time timestr z y \\\n", "0 2000-01-01 12:00:00 2000-01-01 12:00:00 4000.000000 10000.000000 \n", "1 2000-01-01 12:02:00 2000-01-01 12:02:00 5840.909091 11613.636364 \n", "2 2000-01-01 12:04:00 2000-01-01 12:04:00 7731.707317 13390.243902 \n", "3 2000-01-01 12:06:00 2000-01-01 12:06:00 9658.536585 15121.951220 \n", "4 2000-01-01 12:08:00 2000-01-01 12:08:00 11642.857143 16761.904762 \n", "\n", " x latitude longitude \n", "0 10000.000000 24.100000 150.100000 \n", "1 13545.454545 24.135455 150.116136 \n", "2 17268.292683 24.172683 150.133902 \n", "3 20756.097561 24.207561 150.151220 \n", "4 24452.380952 24.244524 150.167619 " ] }, "execution_count": 13, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# %%capture\n", "features = tobac.feature_detection_multithreshold(test_data, dxy, threshold)\n", "# This shows the first five rows\n", "features.head(5)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "The ouputs tells us that features were found in 25 **frame**s (index 0 to 24) of our data. The variable **idx** is 1 for every frame, which means that only 1 feature was found in every time step, as we expected. **vdim**, **hdim_1** and **hdim_2** are the position of this feature with respect to the z, y and x-indices." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "We can plot the detected feature positions in the 3D grid." ] }, { "cell_type": "code", "execution_count": 14, "metadata": { "execution": { "iopub.execute_input": "2026-02-02T20:12:17.826971Z", "iopub.status.busy": "2026-02-02T20:12:17.826813Z", "iopub.status.idle": "2026-02-02T20:12:17.985032Z", "shell.execute_reply": "2026-02-02T20:12:17.984596Z" } }, "outputs": [ { "data": { "image/jpeg": 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", "text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "# Create a PyVista Plotter object\n", "pl = pv.Plotter()\n", "\n", "# Create grid\n", "x, y, z = np.meshgrid(test_data.x, test_data.y, test_data.z, indexing=\"ij\")\n", "grid = pv.StructuredGrid(x, y, z)\n", "\n", "# Add the outline of the grid and axes\n", "pl.add_mesh(grid.outline(), color=\"black\", line_width=1)\n", "pl.add_axes()\n", "pl.show_bounds(**common_bounds_args)\n", "pl.camera_position = camera_position\n", "\n", "# Extract 3D coordinates of features\n", "points = np.column_stack(\n", " [\n", " test_data.x.values[features[\"hdim_2\"].astype(int)],\n", " test_data.y.values[features[\"hdim_1\"].astype(int)],\n", " test_data.z.values[features[\"vdim\"].astype(int)],\n", " ]\n", ")\n", "\n", "# Add grid outline and axes\n", "pl.add_mesh(grid.outline(), color=\"black\", line_width=1)\n", "pl.add_axes()\n", "\n", "labels = [f\"({x}, {y}, {z})\" for x, y, z in points]\n", "\n", "# Collect visible points & labels for selected time steps\n", "vis_points = points[time_steps]\n", "vis_labels = [f\"({x:.1f}, {y:.1f}, {z:.1f})\" for x, y, z in vis_points]\n", "\n", "# Add point labels for the selected time steps\n", "pl.add_point_labels(vis_points, vis_labels, point_color=\"blue\", point_size=10)\n", "\n", "# Show the plot\n", "if not CI:\n", " pl.show(auto_close=False)\n", "pl.close()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "The function has succesfully detected the maximum of our data in the individual timeframes." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## 3. Trajectory Linking\n", "\n", "After we are done finding the features and associated segments for each frame it is necessary for further analysis to keep track of those elements troughout time. Linking is the tool for that. It connects the features of the timesteps which belong together. We are going to use the *linking_trackpy()* function here. The required inputs are the features, the two spacings and a maximum velocity of the features." ] }, { "cell_type": "code", "execution_count": 15, "metadata": { "execution": { "iopub.execute_input": "2026-02-02T20:12:17.986813Z", "iopub.status.busy": "2026-02-02T20:12:17.986703Z", "iopub.status.idle": "2026-02-02T20:12:18.002008Z", "shell.execute_reply": "2026-02-02T20:12:18.001409Z" } }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Frame 24: 1 trajectories present.\n" ] } ], "source": [ "trajectories = tobac.linking_trackpy(features, test_data, dt=dt, dxy=dxy, v_max=100)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Unsurprisingly, one trajectory was found. The returned object is another Dataset:" ] }, { "cell_type": "code", "execution_count": 16, "metadata": { "execution": { "iopub.execute_input": "2026-02-02T20:12:18.005477Z", "iopub.status.busy": "2026-02-02T20:12:18.005363Z", "iopub.status.idle": "2026-02-02T20:12:18.010563Z", "shell.execute_reply": "2026-02-02T20:12:18.010075Z" } }, "outputs": [ { "data": { "text/html": [ "
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frameidxvdimhdim_1hdim_2numthreshold_valuefeaturetimetimestrzyxlatitudelongitudecelltime_cell
0014.00000010.00000010.00000033912000-01-01 12:00:002000-01-01 12:00:004000.00000010000.00000010000.00000024.100000150.10000010 days 00:00:00
1115.84090911.61363613.54545544922000-01-01 12:02:002000-01-01 12:02:005840.90909111613.63636413545.45454524.135455150.11613610 days 00:02:00
2217.73170713.39024417.26829341932000-01-01 12:04:002000-01-01 12:04:007731.70731713390.24390217268.29268324.172683150.13390210 days 00:04:00
3319.65853715.12195120.75609841942000-01-01 12:06:002000-01-01 12:06:009658.53658515121.95122020756.09756124.207561150.15122010 days 00:06:00
44111.64285716.76190524.45238142952000-01-01 12:08:002000-01-01 12:08:0011642.85714316761.90476224452.38095224.244524150.16761910 days 00:08:00
\n", "
" ], "text/plain": [ " frame idx vdim hdim_1 hdim_2 num threshold_value feature \\\n", "0 0 1 4.000000 10.000000 10.000000 33 9 1 \n", "1 1 1 5.840909 11.613636 13.545455 44 9 2 \n", "2 2 1 7.731707 13.390244 17.268293 41 9 3 \n", "3 3 1 9.658537 15.121951 20.756098 41 9 4 \n", "4 4 1 11.642857 16.761905 24.452381 42 9 5 \n", "\n", " time timestr z y \\\n", "0 2000-01-01 12:00:00 2000-01-01 12:00:00 4000.000000 10000.000000 \n", "1 2000-01-01 12:02:00 2000-01-01 12:02:00 5840.909091 11613.636364 \n", "2 2000-01-01 12:04:00 2000-01-01 12:04:00 7731.707317 13390.243902 \n", "3 2000-01-01 12:06:00 2000-01-01 12:06:00 9658.536585 15121.951220 \n", "4 2000-01-01 12:08:00 2000-01-01 12:08:00 11642.857143 16761.904762 \n", "\n", " x latitude longitude cell time_cell \n", "0 10000.000000 24.100000 150.100000 1 0 days 00:00:00 \n", "1 13545.454545 24.135455 150.116136 1 0 days 00:02:00 \n", "2 17268.292683 24.172683 150.133902 1 0 days 00:04:00 \n", "3 20756.097561 24.207561 150.151220 1 0 days 00:06:00 \n", "4 24452.380952 24.244524 150.167619 1 0 days 00:08:00 " ] }, "execution_count": 16, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# This shows the first five rows\n", "trajectories.head(5)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "The new variable cell now indexes the features in the different time steps. Therefore we can use it to create a mask for our moving feature:" ] }, { "cell_type": "code", "execution_count": 17, "metadata": { "execution": { "iopub.execute_input": "2026-02-02T20:12:18.012161Z", "iopub.status.busy": "2026-02-02T20:12:18.012037Z", "iopub.status.idle": "2026-02-02T20:12:18.013861Z", "shell.execute_reply": "2026-02-02T20:12:18.013357Z" } }, "outputs": [], "source": [ "track_mask = trajectories[\"cell\"] == 1.0" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "This mask can then be used \n", "- to select the track:" ] }, { "cell_type": "code", "execution_count": 18, "metadata": { "execution": { "iopub.execute_input": "2026-02-02T20:12:18.015205Z", "iopub.status.busy": "2026-02-02T20:12:18.015116Z", "iopub.status.idle": "2026-02-02T20:12:18.017856Z", "shell.execute_reply": "2026-02-02T20:12:18.017547Z" } }, "outputs": [], "source": [ "track = trajectories.where(track_mask).dropna()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "- and to show the track in our 3D plots: " ] }, { "cell_type": "code", "execution_count": 19, "metadata": { "execution": { "iopub.execute_input": "2026-02-02T20:12:18.019201Z", "iopub.status.busy": "2026-02-02T20:12:18.019111Z", "iopub.status.idle": "2026-02-02T20:12:18.210315Z", "shell.execute_reply": "2026-02-02T20:12:18.209541Z" } }, "outputs": [ { "data": { "image/jpeg": 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"text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "# Create a PyVista Plotter object\n", "pl = pv.Plotter()\n", "\n", "# Create grid\n", "x, y, z = np.meshgrid(test_data.x, test_data.y, test_data.z, indexing=\"ij\")\n", "grid = pv.StructuredGrid(x, y, z)\n", "\n", "# Add grid outline and axes\n", "pl.add_mesh(grid.outline(), color=\"black\", line_width=1)\n", "pl.add_axes()\n", "\n", "# Extract 3D coordinates of features\n", "points = np.column_stack(\n", " [\n", " test_data.x.values[features[\"hdim_2\"].astype(int)],\n", " test_data.y.values[features[\"hdim_1\"].astype(int)],\n", " test_data.z.values[features[\"vdim\"].astype(int)],\n", " ]\n", ")\n", "\n", "tracks = np.column_stack(\n", " [\n", " test_data.x.values[track[\"hdim_2\"].astype(int)],\n", " test_data.y.values[track[\"hdim_1\"].astype(int)],\n", " test_data.z.values[track[\"vdim\"].astype(int)],\n", " ]\n", ")\n", "\n", "labels = [f\"({x}, {y}, {z})\" for x, y, z in points]\n", "\n", "# Collect visible points & labels for selected time steps\n", "vis_points = points[time_steps]\n", "vis_labels = [f\"({x:.1f}, {y:.1f}, {z:.1f})\" for x, y, z in vis_points]\n", "\n", "# Add point labels for the selected time steps\n", "pl.add_point_labels(vis_points, vis_labels, point_color=\"blue\", point_size=10)\n", "\n", "# Create the connectivity array for lines\n", "lines = []\n", "for i in range(len(tracks) - 1):\n", " lines.append([2, i, i + 1])\n", "\n", "# Flatten the list of lines for the connectivity array\n", "lines = np.array(lines).flatten()\n", "\n", "# Create the PolyData object with the line segments\n", "track_poly = pv.PolyData(tracks)\n", "track_poly.lines = lines\n", "\n", "# Add tracks to the plot\n", "pl.add_mesh(track_poly, color=\"red\", line_width=3)\n", "\n", "volume_rendering(test_data, time_steps, pl)\n", "pl.close()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## 4. Segmentation\n", "\n", "After feature detection, segmentation identifies the 3D volumes associated with each detected feature. While we conceptually\n", "present the steps as:\n", "\n", "1. Feature detection \n", "2. Segmentation \n", "3. Tracking \n", "\n", "the order of steps 2 and 3 is flexible. Since the current segmentation method only relies on the detected features, it can\n", "be performed either before or after tracking.\n", "\n", "Two valid workflows exist:\n", "\n", "- **Segmentation → Tracking** \n", " Tracking uses the segmented objects as input, and resulting trajectories include information such as feature volume\n", " (`ncells`).\n", "\n", "- **Tracking → Segmentation** \n", " Segmentation uses only those features that are successfully linked to trajectories, so the resulting mask contains only\n", " tracked objects.\n", "\n", "Both approaches are supported and can be chosen depending on the analysis goal." ] }, { "cell_type": "code", "execution_count": 20, "metadata": { "execution": { "iopub.execute_input": "2026-02-02T20:12:18.212600Z", "iopub.status.busy": "2026-02-02T20:12:18.212444Z", "iopub.status.idle": "2026-02-02T20:12:18.469384Z", "shell.execute_reply": "2026-02-02T20:12:18.468888Z" } }, "outputs": [], "source": [ "segment_labels, segments = tobac.segmentation_3D(features, test_data, dxy, threshold=9)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "As the name implies, the first object returned is an array in which the segmented volumes belonging to each feature have the same label value as that feature. The second output is a dataframe of the detected features updated with information about their segmented regions (currently only the number of pixels segmented)" ] }, { "cell_type": "code", "execution_count": 21, "metadata": { "execution": { "iopub.execute_input": "2026-02-02T20:12:18.471133Z", "iopub.status.busy": "2026-02-02T20:12:18.470929Z", "iopub.status.idle": "2026-02-02T20:12:18.482997Z", "shell.execute_reply": "2026-02-02T20:12:18.482503Z" } }, "outputs": [ { "data": { "text/html": [ "
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       "Attributes:\n",
       "    threshold:  9
" ], "text/plain": [ " Size: 50MB\n", "array([[[[ 0, 0, 0, ..., 0, 0, 0],\n", " [ 0, 0, 0, ..., 0, 0, 0],\n", " [ 0, 0, 0, ..., 0, 0, 0],\n", " ...,\n", " [ 0, 0, 0, ..., 0, 0, 0],\n", " [ 0, 0, 0, ..., 0, 0, 0],\n", " [ 0, 0, 0, ..., 0, 0, 0]],\n", "\n", " [[ 0, 0, 0, ..., 0, 0, 0],\n", " [ 0, 0, 0, ..., 0, 0, 0],\n", " [ 0, 0, 0, ..., 0, 0, 0],\n", " ...,\n", " [ 0, 0, 0, ..., 0, 0, 0],\n", " [ 0, 0, 0, ..., 0, 0, 0],\n", " [ 0, 0, 0, ..., 0, 0, 0]],\n", "\n", " [[ 0, 0, 0, ..., 0, 0, 0],\n", " [ 0, 0, 0, ..., 0, 0, 0],\n", " [ 0, 0, 0, ..., 0, 0, 0],\n", " ...,\n", "...\n", " ...,\n", " [ 0, 0, 0, ..., 0, 0, 0],\n", " [ 0, 0, 0, ..., 0, 0, 0],\n", " [ 0, 0, 0, ..., 0, 0, 0]],\n", "\n", " [[ 0, 0, 0, ..., 0, 0, 0],\n", " [ 0, 0, 0, ..., 0, 0, 0],\n", " [ 0, 0, 0, ..., 0, 0, 0],\n", " ...,\n", " [ 0, 0, 0, ..., 0, 0, 0],\n", " [ 0, 0, 0, ..., 0, 0, 0],\n", " [ 0, 0, 0, ..., 0, 0, 0]],\n", "\n", " [[ 0, 0, 0, ..., 0, 0, 0],\n", " [ 0, 0, 0, ..., 0, 0, 0],\n", " [ 0, 0, 0, ..., 0, 0, 0],\n", " ...,\n", " [ 0, 0, 0, ..., 0, 0, 0],\n", " [ 0, 0, 0, ..., 0, 0, 0],\n", " [ 0, 0, 0, ..., 25, 0, 0]]]], shape=(25, 50, 50, 100))\n", "Coordinates:\n", " * time (time) datetime64[ns] 200B 2000-01-01T12:00:00 ... 2000-01-01T...\n", " * z (z) float64 400B 0.0 1e+03 2e+03 ... 4.7e+04 4.8e+04 4.9e+04\n", " * y (y) float64 400B 0.0 1e+03 2e+03 ... 4.7e+04 4.8e+04 4.9e+04\n", " * x (x) float64 800B 0.0 1e+03 2e+03 ... 9.7e+04 9.8e+04 9.9e+04\n", " latitude (y, x) float64 40kB 24.0 24.01 24.02 24.03 ... 24.97 24.98 24.99\n", " longitude (y, x) float64 40kB 150.0 150.0 150.0 150.0 ... 150.5 150.5 150.5\n", "Attributes:\n", " threshold: 9" ] }, "execution_count": 21, "metadata": {}, "output_type": "execute_result" } ], "source": [ "segment_labels" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "***Exploration of Segmented Data at Varying Thresholds***\n", "\n", "Next, we investigate the segmented data using different threshold values. To facilitate this analysis, we visualize the segments across various time steps, displaying the segmentation results at different threshold levels within a single 3D plot. " ] }, { "cell_type": "code", "execution_count": 22, "metadata": { "execution": { "iopub.execute_input": "2026-02-02T20:12:18.484343Z", "iopub.status.busy": "2026-02-02T20:12:18.484241Z", "iopub.status.idle": "2026-02-02T20:12:18.937642Z", "shell.execute_reply": "2026-02-02T20:12:18.937168Z" } }, "outputs": [], "source": [ "thresholds = [3, 6, 9]\n", "segment_labels_0, segments_0 = tobac.segmentation_3D(\n", " features, test_data, dxy, threshold=thresholds[0]\n", ")\n", "segment_labels_1, segments_1 = tobac.segmentation_3D(\n", " features, test_data, dxy, threshold=thresholds[1]\n", ")\n", "segment_labels_2, segments_2 = tobac.segmentation_3D(\n", " features, test_data, dxy, threshold=thresholds[2]\n", ")\n", "segment_label = [segment_labels_0, segment_labels_1, segment_labels_2]\n", "segments = [segments_0, segments_1, segments_2]" ] }, { "cell_type": "code", "execution_count": 23, "metadata": { "execution": { "iopub.execute_input": "2026-02-02T20:12:18.939456Z", "iopub.status.busy": "2026-02-02T20:12:18.939344Z", "iopub.status.idle": "2026-02-02T20:12:19.108364Z", "shell.execute_reply": "2026-02-02T20:12:19.107897Z" } }, "outputs": [ { "data": { "image/jpeg": 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", "text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "# Create grid for PyVista\n", "x, y, z = np.meshgrid(test_data.x, test_data.y, test_data.z, indexing=\"ij\")\n", "grid = pv.StructuredGrid(x, y, z)\n", "# Create plotter\n", "pl = pv.Plotter()\n", "\n", "# Outline the grid for reference \n", "pl.add_mesh(grid.outline(), color=\"black\", line_width=1)\n", "pl.add_axes()\n", "pl.show_bounds(**common_bounds_args)\n", "pl.camera_position = camera_position\n", "\n", "for i, time_step in enumerate(time_steps):\n", " labels = segment_label[i][time_step].values\n", " grid[\"w\"] = labels.ravel()\n", " normalized_w = (grid[\"w\"] - grid[\"w\"].min()) / (grid[\"w\"].max() - grid[\"w\"].min())\n", " grid[\"w\"] = normalized_w\n", " # Visualize the segmentation labels\n", " contours = grid.contour(isosurfaces=[0.2, 0.5, 0.8], scalars=\"w\")\n", " pl.add_mesh(contours, cmap=\"viridis\", opacity=0.7)\n", "\n", "if not CI:\n", " pl.show(auto_close=False)\n", "pl.close()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "That shows that the volume of the resulting segments crucially depends on the defined thresholds." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## 5. Bulk statistics for segmented features\n", "\n", "To characterise segmented objects, we can compute simple statistics of an underlying field over each labeled feature. This provides a direct link between the segmentation output and feature-level\n", "properties.\n", "\n", "Using `get_statistics_from_mask`, we pass\n", "\n", "- the feature dataframe,\n", "- the segmentation mask, and\n", "- one or more fields (e.g. `test_data`),\n", "\n", "and receive an updated dataframe with new columns containing the chosen bulk statistics (e.g. mean, total, max) for each\n", "feature.\n" ] }, { "cell_type": "code", "execution_count": 24, "metadata": { "execution": { "iopub.execute_input": "2026-02-02T20:12:19.110243Z", "iopub.status.busy": "2026-02-02T20:12:19.110130Z", "iopub.status.idle": "2026-02-02T20:12:19.262300Z", "shell.execute_reply": "2026-02-02T20:12:19.261914Z" } }, "outputs": [ { "data": { "text/html": [ "
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frameidxvdimhdim_1hdim_2numthreshold_valuefeaturetimetimestrzyxlatitudelongitudemeantotalmax
0014.00000010.00000010.00000033912000-01-01 12:00:002000-01-01 12:00:004000.00000010000.00000010000.00000024.100000150.1000009.333259531.99577710.0
1115.84090911.61363613.54545544922000-01-01 12:02:002000-01-01 12:02:005840.90909111613.63636413545.45454524.135455150.1161369.400239470.0119639.946384
2217.73170713.39024417.26829341932000-01-01 12:04:002000-01-01 12:04:007731.70731713390.24390217268.29268324.172683150.1339029.387958478.7858439.961036
3319.65853715.12195120.75609841942000-01-01 12:06:002000-01-01 12:06:009658.53658515121.95122020756.09756124.207561150.1512209.391814469.5907169.98018
44111.64285716.76190524.45238142952000-01-01 12:08:002000-01-01 12:08:0011642.85714316761.90476224452.38095224.244524150.1676199.415543451.9460469.932072
\n", "
" ], "text/plain": [ " frame idx vdim hdim_1 hdim_2 num threshold_value feature \\\n", "0 0 1 4.000000 10.000000 10.000000 33 9 1 \n", "1 1 1 5.840909 11.613636 13.545455 44 9 2 \n", "2 2 1 7.731707 13.390244 17.268293 41 9 3 \n", "3 3 1 9.658537 15.121951 20.756098 41 9 4 \n", "4 4 1 11.642857 16.761905 24.452381 42 9 5 \n", "\n", " time timestr z y \\\n", "0 2000-01-01 12:00:00 2000-01-01 12:00:00 4000.000000 10000.000000 \n", "1 2000-01-01 12:02:00 2000-01-01 12:02:00 5840.909091 11613.636364 \n", "2 2000-01-01 12:04:00 2000-01-01 12:04:00 7731.707317 13390.243902 \n", "3 2000-01-01 12:06:00 2000-01-01 12:06:00 9658.536585 15121.951220 \n", "4 2000-01-01 12:08:00 2000-01-01 12:08:00 11642.857143 16761.904762 \n", "\n", " x latitude longitude mean total max \n", "0 10000.000000 24.100000 150.100000 9.333259 531.995777 10.0 \n", "1 13545.454545 24.135455 150.116136 9.400239 470.011963 9.946384 \n", "2 17268.292683 24.172683 150.133902 9.387958 478.785843 9.961036 \n", "3 20756.097561 24.207561 150.151220 9.391814 469.590716 9.98018 \n", "4 24452.380952 24.244524 150.167619 9.415543 451.946046 9.932072 " ] }, "execution_count": 24, "metadata": {}, "output_type": "execute_result" } ], "source": [ "from tobac.utils.bulk_statistics import get_statistics_from_mask\n", "\n", "# Start from the original features dataframe\n", "features_input = features.copy()\n", "\n", "# Segmentation mask and underlying 3D field from the previous steps\n", "segmentation_mask = segment_labels\n", "field_3d = test_data\n", "\n", "# Define which statistics we want to compute for each feature\n", "statistics = {}\n", "statistics['mean'] = np.mean\n", "statistics['total'] = np.sum\n", "statistics['max'] = np.max\n", "\n", "features_with_stats = get_statistics_from_mask(features_input, segmentation_mask, field_3d, statistic=statistics)\n", "\n", "features_with_stats.head()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "The resulting dataframe `features_with_stats` contains the original feature information plus a set of new columns with the\n", "requested statistics (here: `mean`, `total`, and `max`) of `test_data` over the grid cells belonging to each segmented feature.\n", "\n", "This bulk-statistics capability can be easily extended to multiple fields or different statistics, and it provides a flexible\n", "way to characterise the segmented objects.\n" ] }, { "cell_type": "code", "execution_count": 25, "metadata": { "execution": { "iopub.execute_input": "2026-02-02T20:12:19.263783Z", "iopub.status.busy": "2026-02-02T20:12:19.263689Z", "iopub.status.idle": "2026-02-02T20:12:19.326390Z", "shell.execute_reply": "2026-02-02T20:12:19.325895Z" } }, "outputs": [ { "data": { "image/png": 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", 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "# For a simple overview, keep one row per feature ID\n", "features_summary = (\n", " features_with_stats\n", " .sort_values(\"time\")\n", " .drop_duplicates(subset=[\"feature\"], keep=\"last\")\n", ")\n", "\n", "plt.figure(figsize=(8, 5))\n", "plt.scatter(\n", " features_summary[\"mean\"], # mean value of the field for each feature\n", " features_summary[\"max\"], # corresponding maximum\n", ")\n", "\n", "plt.xlabel(\"Mean value of test_data per feature\")\n", "plt.ylabel(\"Max value of test_data per feature\")\n", "plt.grid(True)\n", "plt.tight_layout()\n" ] } ], "metadata": { "kernelspec": { "display_name": "tobac-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": "3.13.11" } }, "nbformat": 4, "nbformat_minor": 2 }