{ "cells": [ { "cell_type": "markdown", "metadata": {}, "source": [ "# Detecting change in Australian forestry \n", "\n", "* **[Sign up to the DEA Sandbox](https://app.sandbox.dea.ga.gov.au/)** to run this notebook interactively from a browser\n", "* **Compatibility:** Notebook currently compatible with both the `NCI` and `DEA Sandbox` environments\n", "* **Products used:** \n", "[ga_s2am_ard_3](https://explorer.dea.ga.gov.au/ga_s2am_ard_3), \n", "[ga_s2bm_ard_3](https://explorer.dea.ga.gov.au/ga_s2bm_ard_3), \n", "[ga_s2cm_ard_3](https://explorer.dea.ga.gov.au/ga_s2cm_ard_3)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Background\n", "Effective management of Australia's forests is critical for balancing environmental protection and sustainable growth of the industry.\n", "Methods for detecting meaningful and significant change in forests are important for those who manage and monitor large areas of forest.\n", "\n", "On-the-ground monitoring can be expensive and time-consuming, especially when forests are in difficult-to-navigate terrain.\n", "Aerial photography and LiDAR can provide detailed information about forests, but are often extremely expensive to acquire, even over small areas.\n", "\n", "### Sentinel-2 use case\n", "Satellite imagery from the [EU Copernicus Sentinel-2 mission](https://sentinel.esa.int/web/sentinel/missions/sentinel-2) is freely available and has a revisit time over Australia of ~5 days.\n", "Its 10 metre resolution makes it perfect for monitoring fine changes over very large areas of land.\n", "The archive of Sentinel-2 data stretches back to 2015, meaning that there is a good amount of data for change detection, allowing us to average out or focus on seasonal changes.\n", "\n", "## Description\n", "In this example, we measure the presence of vegetation from Sentinel-2 imagery and apply a hypothesis test to identify areas of significant change (along with the direction of the change).\n", "The worked example takes users through the code required to do the following:\n", "\n", "1. Load cloud-free Sentinel-2 images for an area of interest\n", "2. Compute an index to highlight presence of vegetation (NDVI)\n", "3. Apply a statistical hypothesis test to find areas of significant change\n", "4. Visualise the statistically significant areas.\n", "\n", "***" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Getting started\n", "\n", "**To run this analysis**, run all the cells in the notebook, starting with the \"Load packages\" cell.\n", "\n", "**After finishing the analysis**, return to the \"Analysis parameters\" cell, modify some values (e.g. choose a different location or time period to analyse) and re-run the analysis.\n", "There are additional instructions on modifying the notebook at the end." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Load packages\n", "Load key Python packages and any supporting functions for the analysis." ] }, { "cell_type": "code", "execution_count": 1, "metadata": { "tags": [] }, "outputs": [], "source": [ "%matplotlib inline\n", "\n", "import datacube\n", "import numpy as np\n", "import xarray as xr\n", "import pandas as pd\n", "import matplotlib.pyplot as plt\n", "from scipy import stats\n", "from datacube.utils.cog import write_cog\n", "from datacube.utils.geometry import CRS\n", "\n", "import sys\n", "sys.path.insert(1, '../Tools/')\n", "from dea_tools.datahandling import load_ard\n", "from dea_tools.plotting import rgb, display_map\n", "from dea_tools.bandindices import calculate_indices\n", "from dea_tools.dask import create_local_dask_cluster\n" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Set up a Dask cluster\n", "\n", "Dask can be used to better manage memory use down and conduct the analysis in parallel. \n", "For an introduction to using Dask with Digital Earth Australia, see the [Dask notebook](../Beginners_guide/09_Parallel_processing_with_Dask.ipynb).\n", "To use Dask, set up the local computing cluster by running the cell below." ] }, { "cell_type": "code", "execution_count": 2, "metadata": { "tags": [] }, "outputs": [ { "data": { "text/html": [ "
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" ], "text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "create_local_dask_cluster()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Connect to the datacube\n", "Activate the datacube database, which provides functionality for loading and displaying stored Earth observation data." ] }, { "cell_type": "code", "execution_count": 3, "metadata": { "tags": [] }, "outputs": [], "source": [ "dc = datacube.Datacube(app=\"Change_detection\")" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Analysis parameters\n", "\n", "The following cell sets the parameters, which define the area of interest and the length of time to conduct the analysis over.\n", "There is also a parameter to define how the data is split in time; the split yields two non-overlapping samples, which is a requirement of the hypothesis test we want to run (more detail below).\n", "The parameters are:\n", "\n", "* `latitude`: The latitude range to analyse (e.g. `(-35.316, -35.333)`).\n", "For reasonable loading times, make sure the range spans less than ~0.1 degrees.\n", "* `longitude`: The longitude range to analyse (e.g. `(149.267, 149.29)`).\n", "For reasonable loading times, make sure the range spans less than ~0.1 degrees.\n", "* `time`: The date range to analyse (e.g. `('2017-06-01', '2018-06-01')`).\n", "Note that Sentinel-2 data is only available after 2015.\n", "* `time_baseline`: The date at which to split the total sample into two non-overlapping samples (e.g. `'2018-01-01'`).\n", "For reasonable results, pick a date that is about halfway between the start and end dates specified in `time`.\n", "\n", "
\n", " \n", "**If running the notebook for the first time**, keep the default settings below.\n", "This will demonstrate how the analysis works and provide meaningful results.\n", "The example covers the Kowen Forest, a commercial pine plantation in the Australian Capital Territory. To run the notebook for a different area, make sure Sentinel-2 data is available for the chosen area using the [DEA Explorer](https://explorer.dea.ga.gov.au/ga_s2am_ard_3).\n", " \n", "
\n" ] }, { "cell_type": "code", "execution_count": 4, "metadata": { "tags": [] }, "outputs": [], "source": [ "# Define the area of interest\n", "latitude = (-35.316, -35.333)\n", "longitude = (149.267, 149.29)\n", "\n", "# Set the range of dates for the complete sample\n", "time = ('2017-06-01', '2018-06-01')\n", "\n", "# Set the date to separate the data into two samples for comparison\n", "time_baseline = '2018-01-01'" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## View the selected location\n", "The next cell will display the selected area on an interactive map.\n", "The red border represents the area of interest of the study.\n", "Zoom in and out to get a better understanding of the area of interest.\n", "Clicking anywhere on the map will reveal the latitude and longitude coordinates of the clicked point." ] }, { "cell_type": "code", "execution_count": 5, "metadata": { "tags": [] }, "outputs": [ { "data": { "text/html": [ "
Make this Notebook Trusted to load map: File -> Trust Notebook
" ], "text/plain": [ "" ] }, "execution_count": 5, "metadata": {}, "output_type": "execute_result" } ], "source": [ "display_map(x=longitude, y=latitude)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Load and view Sentinel-2 data\n", "\n", "The first step in the analysis is to load Sentinel-2 data for the specified area of interest and time range.\n", "This uses the pre-defined `load_ard` utility function.\n", "This function will automatically mask any clouds in the dataset, and use the `cloud_cover` satellite data metadata field to return only images with less than 10% cloud cover.\n", "\n", "
\n", " \n", "**Note:** The data may take a few minutes to load.\n", "Click the Dask dashboard link (\"Dashboard: ...\") under the [Set up a Dask cluster cell above](#Set-up-a-Dask-cluster) to monitor progress. The load is complete when the cell status below goes from `[*]` to `[number]`. \n", " \n", "
" ] }, { "cell_type": "code", "execution_count": 6, "metadata": { "tags": [] }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Finding datasets\n", " ga_s2am_ard_3\n", " ga_s2bm_ard_3\n", " ga_s2cm_ard_3\n", "Applying s2cloudless pixel quality/cloud mask\n", "Returning 34 time steps as a dask array\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "/env/lib/python3.10/site-packages/rasterio/warp.py:387: NotGeoreferencedWarning: Dataset has no geotransform, gcps, or rpcs. The identity matrix will be returned.\n", " dest = _reproject(\n" ] }, { "data": { "text/html": [ "
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" ], "text/plain": [ " Size: 7MB\n", "Dimensions: (time: 34, y: 108, x: 117)\n", "Coordinates:\n", " * time (time) datetime64[ns] 272B 2017-06-14T00:06:29.461000 ... 20...\n", " * y (y) float64 864B -3.963e+06 -3.963e+06 ... -3.965e+06\n", " * x (x) float64 936B 1.562e+06 1.562e+06 ... 1.564e+06 1.564e+06\n", " spatial_ref int32 4B 3577\n", "Data variables:\n", " nbart_red (time, y, x) float32 2MB 207.0 197.0 ... 1.178e+03 1.224e+03\n", " nbart_green (time, y, x) float32 2MB 319.0 234.0 248.0 ... 862.0 896.0\n", " nbart_blue (time, y, x) float32 2MB 193.0 237.0 215.0 ... 703.0 764.0\n", " nbart_nir_1 (time, y, x) float32 2MB 1.773e+03 1.706e+03 ... 1.686e+03\n", "Attributes:\n", " crs: EPSG:3577\n", " grid_mapping: spatial_ref" ] }, "execution_count": 7, "metadata": {}, "output_type": "execute_result" } ], "source": [ "ds_s2" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Plot example timestep in true colour\n", "\n", "To visualise the data, use the `rgb` utility function to plot a true colour image for a given time-step.\n", "White spots in the images are where clouds have been masked out.\n", "\n", "The settings below will display images for two time steps, one in mid 2017, one in mid 2018.\n", "Can you spot any areas of change?\n", "\n", "Feel free to experiement with the values for the `initial_timestep` and `final_timestep` variables; re-run the cell to plot the images for the new timesteps.\n", "The values for the timesteps can be `0` to one fewer than the number of time steps loaded in the data set.\n", "The number of time steps is the same as the total number of observations listed as the output of the cell used to load the data.\n", "\n", "> **Note:** If the location and time are changed, you may need to change the `intial_timestep` and `final_timestep` parameters to view images at similar times of year." ] }, { "cell_type": "code", "execution_count": 8, "metadata": { "tags": [] }, "outputs": [ { "data": { "image/png": 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "# Set the timesteps to visualise\n", "initial_timestep = 1\n", "final_timestep = -1\n", "\n", "# Generate RGB plots at each timestep\n", "rgb(ds_s2, index=[initial_timestep, final_timestep])" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Compute band indices\n", "This study measures vegetation through the normalised difference vegetation index (NDVI), which can be calculated using the predefined `calculate_indices` utility function.\n", "This index uses the ratio of the red and near-infrared (NIR) bands to identify live green vegetation. \n", "The formula is\n", "\n", "$$\n", "\\begin{aligned}\n", "\\text{NDVI} = \\frac{\\text{NIR} - \\text{Red}}{\\text{NIR} + \\text{Red}}.\n", "\\end{aligned}\n", "$$\n", "\n", "When interpreting this index, high values indicate vegetation, and low values indicate soil or water." ] }, { "cell_type": "code", "execution_count": 9, "metadata": { "tags": [] }, "outputs": [], "source": [ "# Calculate NDVI and add it to the loaded dataset\n", "ds_s2 = calculate_indices(ds_s2, 'NDVI', collection='ga_s2_3')" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "The plots below show the NDVI values for the two selected timesteps used to make the true-colour images above.\n", "Use the plots to visually confirm whether NDVI is a suitable index for change detection." ] }, { "cell_type": "code", "execution_count": 10, "metadata": { "tags": [] }, "outputs": [ { "data": { "image/png": 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "# Plot the NDVI values for pixels classified as water for the two dates.\n", "ds_s2.NDVI.isel(time=[initial_timestep, final_timestep]).plot.imshow(\n", " col=\"time\", cmap=\"RdYlGn\", vmin=0, vmax=1, figsize=(18, 6)\n", ")\n", "\n", "plt.show()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Perform hypothesis test\n", "While it is possible to visually detect change between the `2016-01-01` and `2018-12-26` timesteps, it is important to consider how to rigorously check for both positive change in the NDVI (afforestation) and negative change in the NDVI (deforestation).\n", "\n", "This can be done through hypothesis testing.\n", "In this case, \n", "\n", "$$\n", "\\begin{aligned}\n", "\\text{null hypothesis } (H_0) &: \\text{no change occurred,} \\\\\n", "\\text{alternative hypothesis } (H_1) &: \\text{some change occurred.}\n", "\\end{aligned}\n", "$$\n", "\n", "The hypothesis test will indicate where there is evidence for rejecting the null hypothesis.\n", "From this, we may identify areas of signficant change, according to a given significance level (covered in more detail below)." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Make samples\n", "\n", "To perform the test, the total sample will be split in two: a `baseline` sample and a `postbaseline` sample, which respectively contain the data before and after the `time_baseline` date.\n", "Then, we can test for a difference in the average NDVI between the samples for each pixel in the sample.\n", "\n", "The samples are made by selecting the `NDVI` band from the dataset and filtering it based on whether it was observed before or after the `time_baseline` date.\n", "The number of observations in each sample will be printed.\n", "If one sample is much larger than the other, consider changing the `time_baseline` parameter in the \"Analysis parameters\" cell, and then re-run this cell.\n", "Coordinates are recorded for later use." ] }, { "cell_type": "code", "execution_count": 11, "metadata": { "tags": [] }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Number of observations in baseline sample: 18\n", "Number of observations in postbaseline sample: 16\n" ] } ], "source": [ "# Make samples\n", "baseline_sample = ds_s2.NDVI.sel(time=ds_s2[\"time\"] <= np.datetime64(time_baseline))\n", "print(f\"Number of observations in baseline sample: {len(baseline_sample.time)}\")\n", "\n", "postbaseline_sample = ds_s2.NDVI.sel(time=ds_s2[\"time\"] > np.datetime64(time_baseline))\n", "print(f\"Number of observations in postbaseline sample: {len(postbaseline_sample.time)}\")" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Test for change\n", "To look for evidence that the average NDVI has changed between the two samples (either positively or negatively), we use Welch's t-test.\n", "This is used to test the hypothesis that two populations have equal averages.\n", "In this case, the populations are the area of interest before and after the `time_baseline` date, and the average being tested is the average NDVI.\n", "Welch's *t*-test is used (as opposed to Student's *t*-test) because the two samples in the study may not necessarily have equal variances. \n", "\n", "The test is run using the Scipy package's statistcs library, which provides the `ttest_ind` function for running *t*-tests. \n", "Setting `equal_var=False` means that the function will run Welch's *t*-test.\n", "The function returns the *t*-statistic and *p*-value for each pixel after testing the difference in the average NDVI.\n", "These are stored as `t_stat` and `p_val` inside the `t_test` dataset for use in the next section." ] }, { "cell_type": "code", "execution_count": 12, "metadata": { "tags": [] }, "outputs": [ { "data": { "text/html": [ "
\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "
<xarray.Dataset> Size: 204kB\n",
       "Dimensions:      (y: 108, x: 117)\n",
       "Coordinates:\n",
       "  * x            (x) float64 936B 1.562e+06 1.562e+06 ... 1.564e+06 1.564e+06\n",
       "    spatial_ref  int32 4B 3577\n",
       "  * y            (y) float64 864B -3.963e+06 -3.963e+06 ... -3.965e+06\n",
       "Data variables:\n",
       "    t_stat       (y, x) float64 101kB -0.04324 0.4078 0.2775 ... 0.2507 1.51\n",
       "    p_val        (y, x) float64 101kB 0.9659 0.687 0.7837 ... 0.8038 0.1429\n",
       "Attributes:\n",
       "    crs:      EPSG:3577
" ], "text/plain": [ " Size: 204kB\n", "Dimensions: (y: 108, x: 117)\n", "Coordinates:\n", " * x (x) float64 936B 1.562e+06 1.562e+06 ... 1.564e+06 1.564e+06\n", " spatial_ref int32 4B 3577\n", " * y (y) float64 864B -3.963e+06 -3.963e+06 ... -3.965e+06\n", "Data variables:\n", " t_stat (y, x) float64 101kB -0.04324 0.4078 0.2775 ... 0.2507 1.51\n", " p_val (y, x) float64 101kB 0.9659 0.687 0.7837 ... 0.8038 0.1429\n", "Attributes:\n", " crs: EPSG:3577" ] }, "execution_count": 12, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# Perform the t-test on the postbaseline and baseline samples\n", "tstat, p_tstat = stats.ttest_ind(\n", " postbaseline_sample.values,\n", " baseline_sample.values,\n", " equal_var=False,\n", " nan_policy=\"omit\",\n", ")\n", "\n", "t_test = xr.Dataset(\n", " {\"t_stat\": ([\"y\", \"x\"], tstat), \"p_val\": ([\"y\", \"x\"], p_tstat)},\n", " coords={\"x\": ds_s2.x, \"y\": ds_s2.y},\n", " attrs={\n", " \"crs\": \"EPSG:3577\",\n", " },\n", ")\n", "\n", "t_test" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Visualise change\n", "From the test, we're interested in two conditions: whether the change is significant (rejection of the null hypothesis) and whether the change was positive (afforestation) or negative (deforestation).\n", "\n", "The null hypothesis can be rejected if the $p$-value (`p_val`) is less than the chosen significance level, which is set as `sig_level = 0.05` for this analysis.\n", "If the null hypothesis is rejected, the pixel will be classified as having undergone significant change.\n", "\n", "The direction of the change can be inferred from the difference in the average NDVI of each sample, which is calculated as $$\\text{diff mean} = \\text{mean(post baseline)} - \\text{mean(baseline)}.$$\n", "This means that:\n", "\n", "* if the average NDVI for a given pixel is **higher** in the `post baseline` sample compared to the `baseline` sample, then `diff_mean` for that pixel will be **positive**.\n", "* if the average NDVI for a given pixel is **lower** in the `post baseline` sample compared to the `baseline` sample, then `diff_mean` for that pixel will be **negative**.\n", "\n", "Run the cell below to first plot the difference in the mean between the two samples, then plot only the differences that were marked as signficant. \n", "**Positive change is shown in blue and negative change is shown in red.**" ] }, { "cell_type": "code", "execution_count": 13, "metadata": { "tags": [] }, "outputs": [ { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "# Set the significance level\n", "sig_level = 0.05\n", "\n", "# Plot any difference in the mean\n", "diff_mean = postbaseline_sample.mean(dim=[\"time\"]) - baseline_sample.mean(dim=[\"time\"])\n", "fig, axes = plt.subplots(1, 2, figsize=(12, 5))\n", "diff_mean.plot(ax=axes[0], cmap=\"RdBu\")\n", "axes[0].set_title(\"Any difference in the mean\")\n", "\n", "# Plot any difference in the mean classified as significant\n", "sig_diff_mean = postbaseline_sample.mean(dim=[\"time\"]).where(\n", " t_test.p_val < sig_level\n", ") - baseline_sample.mean(dim=[\"time\"]).where(t_test.p_val < sig_level)\n", "sig_diff_mean.plot(ax=axes[1], cmap=\"RdBu\")\n", "axes[1].set_title(\"Statistically significant difference in the mean\")\n", "plt.show()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Drawing conclusions\n", "Here are some questions to think about:\n", "\n", "* What has happened in the forest over the time covered by the dataset?\n", "* Were there any statistically significant changes that the test found that you didn't see in the true-colour images? \n", "* What kind of activities/events might explain the significant changes?\n", "* What kind of activities/events might explain non-significant changes?\n", "* What other information might you need to draw conclusions about the cause of the statistically significant changes?" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Export the data\n", "To explore the data further in a desktop GIS program, the data can be output as a GeoTIFF. \n", "The `diff_mean` product will be saved as \"ttest_diff_mean.tif\", and the `sig_diff_mean` product will be saved as \"ttest_sig_diff_mean.tif\".\n", "These files can be downloaded from the file explorer to the left of this window ([see these instructions](https://jupyterlab.readthedocs.io/en/stable/user/files.html#uploading-and-downloading))." ] }, { "cell_type": "code", "execution_count": 14, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "PosixPath('ttest_sig_diff_mean.tif')" ] }, "execution_count": 14, "metadata": {}, "output_type": "execute_result" } ], "source": [ "diff_mean.odc.write_cog(fname=\"ttest_diff_mean.tif\", overwrite=True)\n", "sig_diff_mean.odc.write_cog(fname=\"ttest_sig_diff_mean.tif\", overwrite=True)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Next steps\n", "\n", "When you are done, return to the \"Analysis parameters\" section, modify some values (e.g. `latitude`, `longitude`, `time` or `time_baseline`) and re-run the analysis.\n", "You can use the interactive map in the \"View the selected location\" section to find new central latitude and longitude values by panning and zooming, and then clicking on the area you wish to extract location values for.\n", "You can also use Google maps to search for a location you know, then return the latitude and longitude values by clicking the map.\n", "\n", "If you're going to change the location, you'll need to make sure Sentinel-2 data is available for the new location, which you can check at the [DEA Explorer](https://explorer.dea.ga.gov.au/ga_s2am_ard_3).\n", "Use the drop-down menu to check that data from either Sentinel-2A (`ga_s2am_ard_3`), Sentinel-2B (`ga_s2bm_ard_3`), or Sentinel-2C (`ga_s2cm_ard_3`) is available. " ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "***\n", "\n", "## Additional information\n", "\n", "**License:** The code in this notebook is licensed under the [Apache License, Version 2.0](https://www.apache.org/licenses/LICENSE-2.0). \n", "Digital Earth Australia data is licensed under the [Creative Commons by Attribution 4.0](https://creativecommons.org/licenses/by/4.0/) license.\n", "\n", "**Contact:** If you need assistance, please post a question on the [Open Data Cube Discord chat](https://discord.com/invite/4hhBQVas5U) or on the [GIS Stack Exchange](https://gis.stackexchange.com/questions/ask?tags=open-data-cube) using the `open-data-cube` tag (you can view previously asked questions [here](https://gis.stackexchange.com/questions/tagged/open-data-cube)).\n", "If you would like to report an issue with this notebook, you can file one on [GitHub](https://github.com/GeoscienceAustralia/dea-notebooks).\n", "\n", "**Last modified:** February 2025\n", "\n", "**Compatible datacube version:** " ] }, { "cell_type": "code", "execution_count": 15, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "1.8.19\n" ] } ], "source": [ "print(datacube.__version__)" ] }, { "cell_type": "markdown", "metadata": { "tags": [] }, "source": [ "## Tags\n", "" ] }, { "cell_type": "raw", "metadata": { "raw_mimetype": "text/restructuredtext" }, "source": [ "**Tags**: :index:`sandbox compatible`, :index:`NCI compatible`, :index:`sentinel 2`, :index:`calculate_indices`, :index:`display_map`, :index:`load_ard`, :index:`rgb`, :index:`NDVI`, :index:`real world`, :index:`forestry`, :index:`change detection`, :index:`statistics`, :index:`GeoTIFF`, :index:`exporting data`" ] } ], "metadata": { "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": "3.10.15" }, "widgets": { "application/vnd.jupyter.widget-state+json": { "state": {}, "version_major": 2, "version_minor": 0 } } }, "nbformat": 4, "nbformat_minor": 4 }