From efdbd44bb3202f2b81f642ecec1e0e3d1e51edc9 Mon Sep 17 00:00:00 2001 From: Robbi Bishop-Taylor Date: Tue, 23 Apr 2024 01:21:04 +0000 Subject: [PATCH 1/9] Update repo for new sandbox image --- intertidal/elevation.py | 15 +++++++++------ requirements.in | 38 +++++++++++++++++++------------------- 2 files changed, 28 insertions(+), 25 deletions(-) diff --git a/intertidal/elevation.py b/intertidal/elevation.py index 270458ad..1c1f08c4 100644 --- a/intertidal/elevation.py +++ b/intertidal/elevation.py @@ -412,9 +412,12 @@ def pixel_dem( if interp_intervals is not None: print(f"Applying tidal interval interpolation to {interp_intervals} intervals") interval_ds = interval_ds.interp( - interval=np.linspace(0, interval_ds.interval.max(), interp_intervals), + coords={ + "interval": np.linspace(0, interval_ds.interval.max(), interp_intervals) + }, method="linear", - ) + # Required as recent versions of xarray return new coord as a variable + ).set_coords("interval") # Smooth tidal intervals using a rolling mean if smooth_radius is not None: @@ -422,9 +425,9 @@ def pixel_dem( smoothed_ds = interval_ds.rolling( interval=smooth_radius, center=False, - min_periods=int(smooth_radius / 2.0) - if min_periods == "auto" - else min_periods, + min_periods=( + int(smooth_radius / 2.0) if min_periods == "auto" else min_periods + ), ).mean() else: smoothed_ds = interval_ds @@ -1171,7 +1174,7 @@ def intertidal_cli( input_params = locals() run_id = f"[{output_version}] [{label_date}] [{study_area}]" log = configure_logging(run_id) - + # Record params in logs log.info(f"{run_id}: Using parameters {input_params}") diff --git a/requirements.in b/requirements.in index 16618d39..12d29c69 100644 --- a/requirements.in +++ b/requirements.in @@ -1,33 +1,33 @@ --extra-index-url=https://packages.dea.ga.gov.au/ aiohttp botocore -click==8.1.3 -datacube[s3,performance]==1.8.13 -dea-tools==0.3.2.dev55 +click==8.1.7 +datacube[s3,performance]==1.8.18 +dea-tools==0.3.2 eodatasets3==0.30.4 -geopandas==0.13.2 -matplotlib==3.7.1 +geopandas==0.14.3 +matplotlib==3.8.3 mdutils -numpy==1.24.3 +numpy==1.26.4 odc-algo==0.2.3 odc-geo==0.4.3 odc-ui -pyTMD==2.0.5 -pandas==1.5.3 +pyTMD==2.1.0 +pandas==2.2.1 pygeos==0.14 -pyproj==3.4.1 +pyproj==3.6.1 pytest pytest-dependency pytest-cov -pytz==2023.3 -rioxarray -rasterio==1.3.4 -seaborn==0.13.0 -scikit_image==0.19.3 -scikit_learn==1.2.2 -scipy==1.10.1 +pytz==2024.1 +rioxarray==0.15.2 +rasterio==1.3.8 +seaborn==0.13.2 +scikit-image==0.22.0 +scikit-learn==1.4.1.post1 +scipy==1.12.0 sunriset==1.0 -Shapely==2.0.1 -tqdm==4.65.0 -xarray==2023.1.0 +shapely==2.0.1 +tqdm==4.66.2 +xarray==2024.3.0 xskillscore==0.0.24 From c55c582e921059997f26eb0b01bd7c6580b0bc72 Mon Sep 17 00:00:00 2001 From: Robbi Bishop-Taylor Date: Tue, 23 Apr 2024 01:25:27 +0000 Subject: [PATCH 2/9] Update pregenerated requirements.txt --- requirements.txt | 49 ++++++++++++++++++++++++++---------------------- 1 file changed, 27 insertions(+), 22 deletions(-) diff --git a/requirements.txt b/requirements.txt index de858c10..9c511379 100644 --- a/requirements.txt +++ b/requirements.txt @@ -94,7 +94,7 @@ ciso8601==2.3.1 # datacube # dea-tools # eodatasets3 -click==8.1.3 +click==8.1.7 # via # -r requirements.in # click-plugins @@ -152,7 +152,7 @@ dask-image==2023.3.0 # via odc-algo dask-ml==1.0.0 # via dea-tools -datacube[performance,s3]==1.8.13 +datacube[performance,s3]==1.8.18 # via # -r requirements.in # datacube-ows @@ -162,7 +162,7 @@ datacube[performance,s3]==1.8.13 # odc-ui datacube-ows==1.8.39 # via dea-tools -dea-tools==0.3.2.dev54 +dea-tools==0.3.2 # via -r requirements.in decorator==5.1.1 # via ipython @@ -170,6 +170,8 @@ deepdiff==6.7.1 # via datacube-ows defusedxml==0.7.1 # via eodatasets3 +deprecat==2.1.1 + # via datacube distributed==2024.3.1 # via # dask-glm @@ -216,7 +218,7 @@ geoalchemy2==0.14.6 # datacube-ows geographiclib==2.0 # via geopy -geopandas==0.13.2 +geopandas==0.14.3 # via # -r requirements.in # dea-tools @@ -291,6 +293,8 @@ lark==1.1.9 # via # datacube # datacube-ows +lazy-loader==0.4 + # via scikit-image llvmlite==0.42.0 # via numba locket==1.0.0 @@ -308,7 +312,7 @@ markupsafe==2.1.5 # via # jinja2 # werkzeug -matplotlib==3.7.1 +matplotlib==3.8.3 # via # -r requirements.in # datacube-ows @@ -342,7 +346,7 @@ numba==0.59.1 # xskillscore numexpr==2.9.0 # via odc-algo -numpy==1.24.3 +numpy==1.26.4 # via # -r requirements.in # bottleneck @@ -372,7 +376,6 @@ numpy==1.24.3 # properscoring # pygeos # pytmd - # pywavelets # rasterio # rasterstats # rioxarray @@ -416,6 +419,7 @@ packaging==24.0 # distributed # geoalchemy2 # geopandas + # lazy-loader # matplotlib # planetary-computer # pytest @@ -423,7 +427,7 @@ packaging==24.0 # scikit-image # setuptools-scm # xarray -pandas==1.5.3 +pandas==2.2.1 # via # -r requirements.in # dask-ml @@ -488,7 +492,7 @@ pyparsing==3.1.2 # datacube-ows # matplotlib # snuggs -pyproj==3.4.1 +pyproj==3.6.1 # via # -r requirements.in # datacube @@ -535,11 +539,11 @@ python-rapidjson==1.16 # via eodatasets3 python-slugify==8.0.4 # via datacube-ows -pytmd==2.0.5 +pytmd==2.1.0 # via # -r requirements.in # dea-tools -pytz==2023.3 +pytz==2024.1 # via # -r requirements.in # datacube-ows @@ -549,16 +553,13 @@ pytz==2023.3 # pandas # planetary-computer # sunriset -pywavelets==1.5.0 - # via scikit-image pyyaml==6.0.1 # via # dask # datacube # distributed # owslib - # pytmd -rasterio==1.3.4 +rasterio==1.3.8 # via # -r requirements.in # datacube @@ -586,7 +587,7 @@ requests==2.31.0 # owslib # planetary-computer # pystac-client -rioxarray==0.15.1 +rioxarray==0.15.2 # via # -r requirements.in # dea-tools @@ -602,19 +603,19 @@ ruamel-yaml-clib==0.2.8 # via ruamel-yaml s3transfer==0.10.1 # via boto3 -scikit-image==0.19.3 +scikit-image==0.22.0 # via # -r requirements.in # dea-tools # odc-algo -scikit-learn==1.2.2 +scikit-learn==1.4.1.post1 # via # -r requirements.in # dask-glm # dask-ml # dea-tools # xskillscore -scipy==1.10.1 +scipy==1.12.0 # via # -r requirements.in # dask-glm @@ -630,7 +631,7 @@ scipy==1.10.1 # scikit-learn # sparse # xskillscore -seaborn==0.13.0 +seaborn==0.13.2 # via -r requirements.in setuptools-scm==8.0.4 # via @@ -698,7 +699,7 @@ toolz==0.12.1 # xskillscore tornado==6.4 # via distributed -tqdm==4.65.0 +tqdm==4.66.2 # via # -r requirements.in # dea-tools @@ -717,6 +718,8 @@ typing-extensions==4.10.0 # pydantic # pydantic-core # setuptools-scm +tzdata==2024.1 + # via pandas urllib3==2.2.1 # via # botocore @@ -728,7 +731,9 @@ werkzeug==3.0.1 # via flask widgetsnbextension==4.0.10 # via ipywidgets -xarray==2023.1.0 +wrapt==1.16.0 + # via deprecat +xarray==2024.3.0 # via # -r requirements.in # datacube From b3bbbb683f2d6a45edfeaa442cf4adafc13d5c18 Mon Sep 17 00:00:00 2001 From: Robbi Bishop-Taylor Date: Tue, 23 Apr 2024 05:16:45 +0000 Subject: [PATCH 3/9] Replace pickle with NetCDF --- .../{satellite_ds.pickle => satellite_ds.nc} | Bin 8842703 -> 8858245 bytes tests/test_intertidal.py | 8 +++----- 2 files changed, 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b/tests/test_intertidal.py @@ -6,6 +6,7 @@ import rioxarray import numpy as np import pandas as pd +import xarray as xr import seaborn as sns from mdutils import Html from mdutils.mdutils import MdUtils @@ -23,12 +24,9 @@ @pytest.fixture() def satellite_ds(): """ - Loads a timeseries of satellite data from a .pickle file. - TODO: Replace this with data loaded directly from datacube - after adding access to prod database. + Loads a pre-generated timeseries of satellite data from NetCDF. """ - with open("tests/data/satellite_ds.pickle", "rb") as handle: - return pickle.load(handle) + return xr.open_dataset("tests/data/satellite_ds.pickle") @pytest.mark.dependency() From fa67fec194e709f8001d43d8f0b30221a6a7f564 Mon Sep 17 00:00:00 2001 From: Robbi Bishop-Taylor <Robbi.BishopTaylor@ga.gov.au> Date: Tue, 23 Apr 2024 05:39:03 +0000 Subject: [PATCH 4/9] Fix file name --- tests/test_intertidal.py | 2 +- 1 file changed, 1 insertion(+), 1 deletion(-) diff --git a/tests/test_intertidal.py b/tests/test_intertidal.py index f0fb6ddc..88137aa8 100644 --- a/tests/test_intertidal.py +++ b/tests/test_intertidal.py @@ -26,7 +26,7 @@ def satellite_ds(): """ Loads a pre-generated timeseries of satellite data from NetCDF. """ - return xr.open_dataset("tests/data/satellite_ds.pickle") + return xr.open_dataset("tests/data/satellite_ds.nc") @pytest.mark.dependency() From 9b968482dfffc864625d009e3f265db777e0425a Mon Sep 17 00:00:00 2001 From: robbibt <robbibt@users.noreply.github.com> Date: Tue, 23 Apr 2024 05:49:42 +0000 Subject: [PATCH 5/9] Automatically update integration test validation results --- tests/README.md | 2 +- tests/validation.csv | 1 + tests/validation.jpg | Bin 73752 -> 73781 bytes 3 files changed, 2 insertions(+), 1 deletion(-) diff --git a/tests/README.md b/tests/README.md index 27219041..77fd76b1 100644 --- a/tests/README.md +++ b/tests/README.md @@ -10,7 +10,7 @@ Integration tests This directory contains tests that are run to verify that DEA Intertidal code runs correctly. The ``test_intertidal.py`` file runs a small-scale full workflow analysis over an intertidal flat in the Gulf of Carpentaria using the DEA Intertidal [Command Line Interface (CLI) tools](../notebooks/Intertidal_CLI.ipynb), and compares these results against a LiDAR validation DEM to produce some simple accuracy metrics. -The latest integration test completed at **2024-04-12 10:45**. Compared to the previous run, it had an: +The latest integration test completed at **2024-04-23 15:49**. Compared to the previous run, it had an: - RMSE accuracy of **0.14 m ( :heavy_minus_sign: no change)** - MAE accuracy of **0.12 m ( :heavy_minus_sign: no change)** - Bias of **0.12 m ( :heavy_minus_sign: no change)** diff --git a/tests/validation.csv b/tests/validation.csv index 3d5dae06..39ad2ad8 100644 --- a/tests/validation.csv +++ b/tests/validation.csv @@ -55,3 +55,4 @@ time,Correlation,RMSE,MAE,R-squared,Bias,Regression slope 2024-03-25 06:38:58.505117+00:00,0.975,0.141,0.121,0.95,0.116,1.11 2024-03-26 00:54:18.363134+00:00,0.975,0.141,0.121,0.95,0.116,1.11 2024-04-12 00:45:53.360679+00:00,0.975,0.141,0.121,0.764,0.116,1.11 +2024-04-23 05:49:24.645404+00:00,0.975,0.141,0.121,0.95,0.116,1.11 diff --git a/tests/validation.jpg b/tests/validation.jpg index fc1fa6ea3c1ecb4510333ec98429650d275b74b2..cf3dee22e0c9832bd2e402c26af05a0a3d935da1 100644 GIT binary patch delta 51620 zcmc$_WmsIn^Da0z!QCxLAZT#65ZocSyF+l#L4pq+Ai)Xl!Cito!C~-$;I4x&zq@-^ 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zA|Og*zSJU&DE1!A6DA^ftK9Hxnfa6`W4`UWS6@(ty}pa^bRVhkE6Ef0q>Jlukgag3 zr8T@9e&%O2=sB%LSZ!<ewjt*G;ObhgJ=_;z%4gC@ihLvFmL`K79x#wUw@u`%SMsf& p)jpaQ;#+`wTPUGA#O4DtpnwHNNd8kslD}sr`Ta?Ti27^le*iQX6CeNp From 9f36ae9b2c0f1411de52027ff3a864fbc73da81c Mon Sep 17 00:00:00 2001 From: Robbi Bishop-Taylor <Robbi.BishopTaylor@ga.gov.au> Date: Mon, 6 May 2024 22:39:29 +0000 Subject: [PATCH 6/9] Update requirements and simplify STAC notebook --- notebooks/Intertidal_elevation_stac.ipynb | 1066 +++++++++------------ requirements.in | 14 +- 2 files changed, 468 insertions(+), 612 deletions(-) diff --git a/notebooks/Intertidal_elevation_stac.ipynb b/notebooks/Intertidal_elevation_stac.ipynb index f4308a7e..0d65ee2d 100644 --- a/notebooks/Intertidal_elevation_stac.ipynb +++ b/notebooks/Intertidal_elevation_stac.ipynb @@ -90,29 +90,16 @@ "import os\n", "import numpy as np\n", "import xarray as xr\n", - "import geopandas as gpd\n", "import matplotlib.pyplot as plt\n", "from ipyleaflet import basemaps, basemap_to_tiles\n", "\n", "import datacube\n", "import odc.geo.xr\n", - "from odc.geo.geom import Geometry\n", - "from odc.geo.geobox import GeoBox\n", "from odc.ui import select_on_a_map\n", "from dea_tools.dask import create_local_dask_cluster\n", - "from dea_tools.coastal import pixel_tides\n", "\n", "from intertidal.io import prepare_for_export\n", - "from intertidal.elevation import (\n", - " ds_to_flat,\n", - " pixel_rolling_median,\n", - " pixel_dem,\n", - " pixel_dem_debug,\n", - " pixel_uncertainty,\n", - " flat_to_ds,\n", - " clean_edge_pixels,\n", - " elevation,\n", - ")" + "from intertidal.elevation import elevation" ] }, { @@ -360,7 +347,8 @@ "resolution = 30 # Spatial resolution used for output files\n", "ndwi_thresh = 0.1 # Threshold used to identify dry/wet transition\n", "tide_model = \"EOT20\" # Tide model to use in analysis \n", - "tide_model_dir = \"/gdata1/data/tide_models\" # Directory containing tide model files" + "tide_model_dir = \"/gdata1/data/tide_models\" # Directory containing tide model files\n", + "# tide_model_dir = \"/home/jovyan/tide_models_clipped/\" # Directory containing tide model files" ] }, { @@ -382,7 +370,7 @@ { "data": { "application/vnd.jupyter.widget-view+json": { - "model_id": "aa8e808a26924fe0979156352065c77b", + "model_id": "43d949aa4c494326a2aff82590d0d578", "version_major": 2, "version_minor": 0 }, @@ -396,10 +384,10 @@ { "data": { "image/svg+xml": [ - "<svg xmlns=\"http://www.w3.org/2000/svg\" xmlns:xlink=\"http://www.w3.org/1999/xlink\" width=\"100.0\" height=\"100.0\" viewBox=\"126.18561052000001 37.46173852 0.33224795999998946 0.17513496000000117\" preserveAspectRatio=\"xMinYMin meet\"><g transform=\"matrix(1,0,0,-1,0,75.098612)\"><path fill-rule=\"evenodd\" fill=\"#66cc99\" stroke=\"#555555\" stroke-width=\"0.006644959199999789\" opacity=\"0.6\" d=\"M 126.197916,37.474044 L 126.197916,37.624568 L 126.505553,37.624568 L 126.505553,37.474044 L 126.197916,37.474044 z\" /></g></svg>" + "<svg xmlns=\"http://www.w3.org/2000/svg\" xmlns:xlink=\"http://www.w3.org/1999/xlink\" width=\"100.0\" height=\"100.0\" viewBox=\"126.17462816 37.430622160000006 0.3500236800000067 0.20996567999998916\" preserveAspectRatio=\"xMinYMin meet\"><g transform=\"matrix(1,0,0,-1,0,75.07121000000001)\"><path fill-rule=\"evenodd\" fill=\"#66cc99\" stroke=\"#555555\" stroke-width=\"0.007000473600000135\" opacity=\"0.6\" d=\"M 126.187592,37.443586 L 126.187592,37.627624 L 126.511688,37.627624 L 126.511688,37.443586 L 126.187592,37.443586 z\" /></g></svg>" ], "text/plain": [ - "Geometry(POLYGON ((126.197916 37.474044, 126.197916 37.624568, 126.505553 37.624568, 126.505553 37.474044, 126.197916 37.474044)), EPSG:4326)" + "Geometry(POLYGON ((126.187592 37.443586, 126.187592 37.627624, 126.511688 37.627624, 126.511688 37.443586, 126.187592 37.443586)), EPSG:4326)" ] }, "execution_count": 5, @@ -440,7 +428,7 @@ " <div style=\"width: 24px; height: 24px; background-color: #e1e1e1; border: 3px solid #9D9D9D; border-radius: 5px; position: absolute;\"> </div>\n", " <div style=\"margin-left: 48px;\">\n", " <h3 style=\"margin-bottom: 0px;\">Client</h3>\n", - " <p style=\"color: #9D9D9D; margin-bottom: 0px;\">Client-9fac75ec-f7bf-11ee-8c0a-d20de8cb39e3</p>\n", + " <p style=\"color: #9D9D9D; margin-bottom: 0px;\">Client-123a3e18-0bf8-11ef-81f7-c264efed2dcc</p>\n", " <table style=\"width: 100%; text-align: left;\">\n", "\n", " <tr>\n", @@ -475,7 +463,7 @@ " </div>\n", " <div style=\"margin-left: 48px;\">\n", " <h3 style=\"margin-bottom: 0px; margin-top: 0px;\">LocalCluster</h3>\n", - " <p style=\"color: #9D9D9D; margin-bottom: 0px;\">8b2d9c40</p>\n", + " <p style=\"color: #9D9D9D; margin-bottom: 0px;\">ec05794a</p>\n", " <table style=\"width: 100%; text-align: left;\">\n", " <tr>\n", " <td style=\"text-align: left;\">\n", @@ -487,10 +475,10 @@ " </tr>\n", " <tr>\n", " <td style=\"text-align: left;\">\n", - " <strong>Total threads:</strong> 62\n", + " <strong>Total threads:</strong> 31\n", " </td>\n", " <td style=\"text-align: left;\">\n", - " <strong>Total memory:</strong> 477.21 GiB\n", + " <strong>Total memory:</strong> 237.21 GiB\n", " </td>\n", " </tr>\n", " \n", @@ -512,11 +500,11 @@ " <div style=\"width: 24px; height: 24px; background-color: #FFF7E5; border: 3px solid #FF6132; border-radius: 5px; position: absolute;\"> </div>\n", " <div style=\"margin-left: 48px;\">\n", " <h3 style=\"margin-bottom: 0px;\">Scheduler</h3>\n", - " <p style=\"color: #9D9D9D; margin-bottom: 0px;\">Scheduler-5738b985-c274-4fae-a060-0b9e97824151</p>\n", + " <p style=\"color: #9D9D9D; margin-bottom: 0px;\">Scheduler-ed33faff-b5c6-4722-91c9-10549358b630</p>\n", " <table style=\"width: 100%; text-align: left;\">\n", " <tr>\n", " <td style=\"text-align: left;\">\n", - " <strong>Comm:</strong> tcp://127.0.0.1:33273\n", + " <strong>Comm:</strong> tcp://127.0.0.1:44725\n", " </td>\n", " <td style=\"text-align: left;\">\n", " <strong>Workers:</strong> 1\n", @@ -527,7 +515,7 @@ " <strong>Dashboard:</strong> <a href=\"/user/robbi.bishoptaylor@ga.gov.au/proxy/8787/status\" target=\"_blank\">/user/robbi.bishoptaylor@ga.gov.au/proxy/8787/status</a>\n", " </td>\n", " <td style=\"text-align: left;\">\n", - " <strong>Total threads:</strong> 62\n", + " <strong>Total threads:</strong> 31\n", " </td>\n", " </tr>\n", " <tr>\n", @@ -535,7 +523,7 @@ " <strong>Started:</strong> Just now\n", " </td>\n", " <td style=\"text-align: left;\">\n", - " <strong>Total memory:</strong> 477.21 GiB\n", + " <strong>Total memory:</strong> 237.21 GiB\n", " </td>\n", " </tr>\n", " </table>\n", @@ -558,29 +546,29 @@ " <table style=\"width: 100%; text-align: left;\">\n", " <tr>\n", " <td style=\"text-align: left;\">\n", - " <strong>Comm: </strong> tcp://127.0.0.1:45557\n", + " <strong>Comm: </strong> tcp://127.0.0.1:35933\n", " </td>\n", " <td style=\"text-align: left;\">\n", - " <strong>Total threads: </strong> 62\n", + " <strong>Total threads: </strong> 31\n", " </td>\n", " </tr>\n", " <tr>\n", " <td style=\"text-align: left;\">\n", - " <strong>Dashboard: </strong> <a href=\"/user/robbi.bishoptaylor@ga.gov.au/proxy/40387/status\" target=\"_blank\">/user/robbi.bishoptaylor@ga.gov.au/proxy/40387/status</a>\n", + " <strong>Dashboard: </strong> <a href=\"/user/robbi.bishoptaylor@ga.gov.au/proxy/42071/status\" target=\"_blank\">/user/robbi.bishoptaylor@ga.gov.au/proxy/42071/status</a>\n", " </td>\n", " <td style=\"text-align: left;\">\n", - " <strong>Memory: </strong> 477.21 GiB\n", + " <strong>Memory: </strong> 237.21 GiB\n", " </td>\n", " </tr>\n", " <tr>\n", " <td style=\"text-align: left;\">\n", - " <strong>Nanny: </strong> tcp://127.0.0.1:38585\n", + " <strong>Nanny: </strong> tcp://127.0.0.1:38537\n", " </td>\n", " <td style=\"text-align: left;\"></td>\n", " </tr>\n", " <tr>\n", " <td colspan=\"2\" style=\"text-align: left;\">\n", - " <strong>Local directory: </strong> /tmp/dask-worker-space/worker-qq1t4f8i\n", + " <strong>Local directory: </strong> /tmp/dask-worker-space/worker-vpn61yn2\n", " </td>\n", " </tr>\n", "\n", @@ -607,7 +595,7 @@ "</div>" ], "text/plain": [ - "<Client: 'tcp://127.0.0.1:33273' processes=1 threads=62, memory=477.21 GiB>" + "<Client: 'tcp://127.0.0.1:44725' processes=1 threads=31, memory=237.21 GiB>" ] }, "metadata": {}, @@ -617,17 +605,17 @@ "name": "stdout", "output_type": "stream", "text": [ - "Found 121 STAC items for landsat-c2-l2\n", - "Found 563 STAC items for sentinel-2-l2a\n", - "<xarray.Dataset>\n", - "Dimensions: (y: 583, x: 922, time: 409)\n", + "Found 122 STAC items for landsat-c2-l2\n", + "Found 565 STAC items for sentinel-2-l2a\n", + "<xarray.Dataset> Size: 1GB\n", + "Dimensions: (y: 708, x: 975, time: 411)\n", "Coordinates:\n", - " * y (y) float64 4.168e+06 4.168e+06 4.168e+06 ... 4.15e+06 4.15e+06\n", - " * x (x) float64 2.522e+05 2.523e+05 ... 2.798e+05 2.799e+05\n", - " spatial_ref int32 32652\n", - " * time (time) datetime64[ns] 2020-01-03T02:20:59.024000 ... 2022-12...\n", + " * y (y) float64 6kB 4.168e+06 4.168e+06 ... 4.147e+06 4.147e+06\n", + " * x (x) float64 8kB 2.512e+05 2.512e+05 ... 2.804e+05 2.804e+05\n", + " spatial_ref int32 4B 32652\n", + " * time (time) datetime64[ns] 3kB 2020-01-03T02:20:59.024000 ... 202...\n", "Data variables:\n", - " ndwi (time, y, x) float64 dask.array<chunksize=(1, 583, 922), meta=np.ndarray>\n" + " ndwi (time, y, x) float32 1GB dask.array<chunksize=(1, 708, 975), meta=np.ndarray>\n" ] }, { @@ -636,13 +624,9 @@ "text": [ "/env/lib/python3.10/site-packages/rasterio/warp.py:344: NotGeoreferencedWarning: Dataset has no geotransform, gcps, or rpcs. The identity matrix will be returned.\n", " _reproject(\n", - "/env/lib/python3.10/site-packages/rasterio/warp.py:344: NotGeoreferencedWarning: Dataset has no geotransform, gcps, or rpcs. The identity matrix will be returned.\n", - " _reproject(\n", - "/env/lib/python3.10/site-packages/rasterio/warp.py:344: NotGeoreferencedWarning: Dataset has no geotransform, gcps, or rpcs. The identity matrix will be returned.\n", - " _reproject(\n", - "Ignoring read failure while reading: https://landsateuwest.blob.core.windows.net/landsat-c2/level-2/standard/oli-tirs/2022/117/034/LC09_L2SP_117034_20220401_20220405_02_T1/LC09_L2SP_117034_20220401_20220405_02_T1_QA_PIXEL.TIF?st=2024-04-10T04%3A54%3A53Z&se=2024-04-12T04%3A54%3A53Z&sp=rl&sv=2021-06-08&sr=c&skoid=c85c15d6-d1ae-42d4-af60-e2ca0f81359b&sktid=72f988bf-86f1-41af-91ab-2d7cd011db47&skt=2024-04-10T20%3A00%3A58Z&ske=2024-04-17T20%3A00%3A58Z&sks=b&skv=2021-06-08&sig=bYlLlTMuULGqjT690ML2rej9Z8U2GCzchFVxi3k8JFE%3D:1\n", - "Ignoring read failure while reading: https://landsateuwest.blob.core.windows.net/landsat-c2/level-2/standard/oli-tirs/2022/117/034/LC09_L2SP_117034_20220401_20220405_02_T1/LC09_L2SP_117034_20220401_20220405_02_T1_SR_B3.TIF?st=2024-04-10T04%3A54%3A53Z&se=2024-04-12T04%3A54%3A53Z&sp=rl&sv=2021-06-08&sr=c&skoid=c85c15d6-d1ae-42d4-af60-e2ca0f81359b&sktid=72f988bf-86f1-41af-91ab-2d7cd011db47&skt=2024-04-10T20%3A00%3A58Z&ske=2024-04-17T20%3A00%3A58Z&sks=b&skv=2021-06-08&sig=bYlLlTMuULGqjT690ML2rej9Z8U2GCzchFVxi3k8JFE%3D:1\n", - "Ignoring read failure while reading: https://landsateuwest.blob.core.windows.net/landsat-c2/level-2/standard/oli-tirs/2022/117/034/LC09_L2SP_117034_20220401_20220405_02_T1/LC09_L2SP_117034_20220401_20220405_02_T1_SR_B5.TIF?st=2024-04-10T04%3A54%3A53Z&se=2024-04-12T04%3A54%3A53Z&sp=rl&sv=2021-06-08&sr=c&skoid=c85c15d6-d1ae-42d4-af60-e2ca0f81359b&sktid=72f988bf-86f1-41af-91ab-2d7cd011db47&skt=2024-04-10T20%3A00%3A58Z&ske=2024-04-17T20%3A00%3A58Z&sks=b&skv=2021-06-08&sig=bYlLlTMuULGqjT690ML2rej9Z8U2GCzchFVxi3k8JFE%3D:1\n" + "Ignoring read failure while reading: https://landsateuwest.blob.core.windows.net/landsat-c2/level-2/standard/oli-tirs/2022/117/034/LC09_L2SP_117034_20220401_20220405_02_T1/LC09_L2SP_117034_20220401_20220405_02_T1_SR_B3.TIF?st=2024-05-05T22%3A29%3A21Z&se=2024-05-07T22%3A29%3A21Z&sp=rl&sv=2021-06-08&sr=c&skoid=c85c15d6-d1ae-42d4-af60-e2ca0f81359b&sktid=72f988bf-86f1-41af-91ab-2d7cd011db47&skt=2024-05-06T21%3A02%3A22Z&ske=2024-05-13T21%3A02%3A22Z&sks=b&skv=2021-06-08&sig=kObMVBOviBbSI4qxLUK5D4AtdtzwVNuLbl3IoI4z14A%3D:1\n", + "Ignoring read failure while reading: https://landsateuwest.blob.core.windows.net/landsat-c2/level-2/standard/oli-tirs/2022/117/034/LC09_L2SP_117034_20220401_20220405_02_T1/LC09_L2SP_117034_20220401_20220405_02_T1_QA_PIXEL.TIF?st=2024-05-05T22%3A29%3A21Z&se=2024-05-07T22%3A29%3A21Z&sp=rl&sv=2021-06-08&sr=c&skoid=c85c15d6-d1ae-42d4-af60-e2ca0f81359b&sktid=72f988bf-86f1-41af-91ab-2d7cd011db47&skt=2024-05-06T21%3A02%3A22Z&ske=2024-05-13T21%3A02%3A22Z&sks=b&skv=2021-06-08&sig=kObMVBOviBbSI4qxLUK5D4AtdtzwVNuLbl3IoI4z14A%3D:1\n", + "Ignoring read failure while reading: https://landsateuwest.blob.core.windows.net/landsat-c2/level-2/standard/oli-tirs/2022/117/034/LC09_L2SP_117034_20220401_20220405_02_T1/LC09_L2SP_117034_20220401_20220405_02_T1_SR_B5.TIF?st=2024-05-05T22%3A29%3A21Z&se=2024-05-07T22%3A29%3A21Z&sp=rl&sv=2021-06-08&sr=c&skoid=c85c15d6-d1ae-42d4-af60-e2ca0f81359b&sktid=72f988bf-86f1-41af-91ab-2d7cd011db47&skt=2024-05-06T21%3A02%3A22Z&ske=2024-05-13T21%3A02%3A22Z&sks=b&skv=2021-06-08&sig=kObMVBOviBbSI4qxLUK5D4AtdtzwVNuLbl3IoI4z14A%3D:1\n" ] }, { @@ -1011,44 +995,44 @@ " stroke: currentColor;\n", " fill: currentColor;\n", "}\n", - "</style><pre class='xr-text-repr-fallback'>&lt;xarray.Dataset&gt;\n", - "Dimensions: (y: 583, x: 922, time: 409)\n", + "</style><pre class='xr-text-repr-fallback'>&lt;xarray.Dataset&gt; Size: 1GB\n", + "Dimensions: (y: 708, x: 975, time: 411)\n", "Coordinates:\n", - " * y (y) float64 4.168e+06 4.168e+06 4.168e+06 ... 4.15e+06 4.15e+06\n", - " * x (x) float64 2.522e+05 2.523e+05 ... 2.798e+05 2.799e+05\n", - " spatial_ref int32 32652\n", - " * time (time) datetime64[ns] 2020-01-03T02:20:59.024000 ... 2022-12...\n", + " * y (y) float64 6kB 4.168e+06 4.168e+06 ... 4.147e+06 4.147e+06\n", + " * x (x) float64 8kB 2.512e+05 2.512e+05 ... 2.804e+05 2.804e+05\n", + " spatial_ref int32 4B 32652\n", + " * time (time) datetime64[ns] 3kB 2020-01-03T02:20:59.024000 ... 202...\n", "Data variables:\n", - " ndwi (time, y, x) float64 0.6937 0.697 0.6914 0.6969 ... nan nan nan</pre><div class='xr-wrap' style='display:none'><div class='xr-header'><div class='xr-obj-type'>xarray.Dataset</div></div><ul class='xr-sections'><li class='xr-section-item'><input id='section-7a3dbbed-ac17-4be2-b85b-fa8c2c1308bb' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-7a3dbbed-ac17-4be2-b85b-fa8c2c1308bb' class='xr-section-summary' title='Expand/collapse section'>Dimensions:</label><div class='xr-section-inline-details'><ul class='xr-dim-list'><li><span class='xr-has-index'>y</span>: 583</li><li><span class='xr-has-index'>x</span>: 922</li><li><span class='xr-has-index'>time</span>: 409</li></ul></div><div class='xr-section-details'></div></li><li class='xr-section-item'><input id='section-8ae1749a-9943-430e-ab63-472132df9e6a' class='xr-section-summary-in' type='checkbox' checked><label for='section-8ae1749a-9943-430e-ab63-472132df9e6a' class='xr-section-summary' >Coordinates: <span>(4)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>y</span></div><div class='xr-var-dims'>(y)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>4.168e+06 4.168e+06 ... 4.15e+06</div><input id='attrs-c1393fff-5ac3-4d2d-bf69-ef037e857ca9' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-c1393fff-5ac3-4d2d-bf69-ef037e857ca9' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-529b7a4b-f5df-4944-95d2-71e015363e1d' class='xr-var-data-in' type='checkbox'><label for='data-529b7a4b-f5df-4944-95d2-71e015363e1d' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>metre</dd><dt><span>resolution :</span></dt><dd>-30.0</dd><dt><span>crs :</span></dt><dd>EPSG:32652</dd></dl></div><div class='xr-var-data'><pre>array([4167855., 4167825., 4167795., ..., 4150455., 4150425., 4150395.])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>x</span></div><div class='xr-var-dims'>(x)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>2.522e+05 2.523e+05 ... 2.799e+05</div><input id='attrs-b2e16373-0d61-47df-aa53-e601ca7869ee' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-b2e16373-0d61-47df-aa53-e601ca7869ee' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-dae57a07-cfc4-47ed-ab71-fb339c136a8e' class='xr-var-data-in' type='checkbox'><label for='data-dae57a07-cfc4-47ed-ab71-fb339c136a8e' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>metre</dd><dt><span>resolution :</span></dt><dd>30.0</dd><dt><span>crs :</span></dt><dd>EPSG:32652</dd></dl></div><div class='xr-var-data'><pre>array([252225., 252255., 252285., ..., 279795., 279825., 279855.])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>spatial_ref</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>int32</div><div class='xr-var-preview xr-preview'>32652</div><input id='attrs-7e1f26cf-ff5e-419d-a3b5-01afea16d10c' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-7e1f26cf-ff5e-419d-a3b5-01afea16d10c' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-12480fdb-d28f-4471-b1dc-551fa8b0aef5' class='xr-var-data-in' type='checkbox'><label for='data-12480fdb-d28f-4471-b1dc-551fa8b0aef5' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>spatial_ref :</span></dt><dd>PROJCRS[&quot;WGS 84 / UTM zone 52N&quot;,BASEGEOGCRS[&quot;WGS 84&quot;,ENSEMBLE[&quot;World Geodetic System 1984 ensemble&quot;,MEMBER[&quot;World Geodetic System 1984 (Transit)&quot;],MEMBER[&quot;World Geodetic System 1984 (G730)&quot;],MEMBER[&quot;World Geodetic System 1984 (G873)&quot;],MEMBER[&quot;World Geodetic System 1984 (G1150)&quot;],MEMBER[&quot;World Geodetic System 1984 (G1674)&quot;],MEMBER[&quot;World Geodetic System 1984 (G1762)&quot;],MEMBER[&quot;World Geodetic System 1984 (G2139)&quot;],ELLIPSOID[&quot;WGS 84&quot;,6378137,298.257223563,LENGTHUNIT[&quot;metre&quot;,1]],ENSEMBLEACCURACY[2.0]],PRIMEM[&quot;Greenwich&quot;,0,ANGLEUNIT[&quot;degree&quot;,0.0174532925199433]],ID[&quot;EPSG&quot;,4326]],CONVERSION[&quot;UTM zone 52N&quot;,METHOD[&quot;Transverse Mercator&quot;,ID[&quot;EPSG&quot;,9807]],PARAMETER[&quot;Latitude of natural origin&quot;,0,ANGLEUNIT[&quot;degree&quot;,0.0174532925199433],ID[&quot;EPSG&quot;,8801]],PARAMETER[&quot;Longitude of natural origin&quot;,129,ANGLEUNIT[&quot;degree&quot;,0.0174532925199433],ID[&quot;EPSG&quot;,8802]],PARAMETER[&quot;Scale factor at natural origin&quot;,0.9996,SCALEUNIT[&quot;unity&quot;,1],ID[&quot;EPSG&quot;,8805]],PARAMETER[&quot;False easting&quot;,500000,LENGTHUNIT[&quot;metre&quot;,1],ID[&quot;EPSG&quot;,8806]],PARAMETER[&quot;False northing&quot;,0,LENGTHUNIT[&quot;metre&quot;,1],ID[&quot;EPSG&quot;,8807]]],CS[Cartesian,2],AXIS[&quot;(E)&quot;,east,ORDER[1],LENGTHUNIT[&quot;metre&quot;,1]],AXIS[&quot;(N)&quot;,north,ORDER[2],LENGTHUNIT[&quot;metre&quot;,1]],USAGE[SCOPE[&quot;Engineering survey, topographic mapping.&quot;],AREA[&quot;Between 126°E and 132°E, northern hemisphere between equator and 84°N, onshore and offshore. China. Indonesia. Japan. North Korea. Russian Federation. South Korea.&quot;],BBOX[0,126,84,132]],ID[&quot;EPSG&quot;,32652]]</dd><dt><span>crs_wkt :</span></dt><dd>PROJCRS[&quot;WGS 84 / UTM zone 52N&quot;,BASEGEOGCRS[&quot;WGS 84&quot;,ENSEMBLE[&quot;World Geodetic System 1984 ensemble&quot;,MEMBER[&quot;World Geodetic System 1984 (Transit)&quot;],MEMBER[&quot;World Geodetic System 1984 (G730)&quot;],MEMBER[&quot;World Geodetic System 1984 (G873)&quot;],MEMBER[&quot;World Geodetic System 1984 (G1150)&quot;],MEMBER[&quot;World Geodetic System 1984 (G1674)&quot;],MEMBER[&quot;World Geodetic System 1984 (G1762)&quot;],MEMBER[&quot;World Geodetic System 1984 (G2139)&quot;],ELLIPSOID[&quot;WGS 84&quot;,6378137,298.257223563,LENGTHUNIT[&quot;metre&quot;,1]],ENSEMBLEACCURACY[2.0]],PRIMEM[&quot;Greenwich&quot;,0,ANGLEUNIT[&quot;degree&quot;,0.0174532925199433]],ID[&quot;EPSG&quot;,4326]],CONVERSION[&quot;UTM zone 52N&quot;,METHOD[&quot;Transverse Mercator&quot;,ID[&quot;EPSG&quot;,9807]],PARAMETER[&quot;Latitude of natural origin&quot;,0,ANGLEUNIT[&quot;degree&quot;,0.0174532925199433],ID[&quot;EPSG&quot;,8801]],PARAMETER[&quot;Longitude of natural origin&quot;,129,ANGLEUNIT[&quot;degree&quot;,0.0174532925199433],ID[&quot;EPSG&quot;,8802]],PARAMETER[&quot;Scale factor at natural origin&quot;,0.9996,SCALEUNIT[&quot;unity&quot;,1],ID[&quot;EPSG&quot;,8805]],PARAMETER[&quot;False easting&quot;,500000,LENGTHUNIT[&quot;metre&quot;,1],ID[&quot;EPSG&quot;,8806]],PARAMETER[&quot;False northing&quot;,0,LENGTHUNIT[&quot;metre&quot;,1],ID[&quot;EPSG&quot;,8807]]],CS[Cartesian,2],AXIS[&quot;(E)&quot;,east,ORDER[1],LENGTHUNIT[&quot;metre&quot;,1]],AXIS[&quot;(N)&quot;,north,ORDER[2],LENGTHUNIT[&quot;metre&quot;,1]],USAGE[SCOPE[&quot;Engineering survey, topographic mapping.&quot;],AREA[&quot;Between 126°E and 132°E, northern hemisphere between equator and 84°N, onshore and offshore. China. Indonesia. Japan. North Korea. Russian Federation. South Korea.&quot;],BBOX[0,126,84,132]],ID[&quot;EPSG&quot;,32652]]</dd><dt><span>semi_major_axis :</span></dt><dd>6378137.0</dd><dt><span>semi_minor_axis :</span></dt><dd>6356752.314245179</dd><dt><span>inverse_flattening :</span></dt><dd>298.257223563</dd><dt><span>reference_ellipsoid_name :</span></dt><dd>WGS 84</dd><dt><span>longitude_of_prime_meridian :</span></dt><dd>0.0</dd><dt><span>prime_meridian_name :</span></dt><dd>Greenwich</dd><dt><span>geographic_crs_name :</span></dt><dd>WGS 84</dd><dt><span>horizontal_datum_name :</span></dt><dd>World Geodetic System 1984 ensemble</dd><dt><span>projected_crs_name :</span></dt><dd>WGS 84 / UTM zone 52N</dd><dt><span>grid_mapping_name :</span></dt><dd>transverse_mercator</dd><dt><span>latitude_of_projection_origin :</span></dt><dd>0.0</dd><dt><span>longitude_of_central_meridian :</span></dt><dd>129.0</dd><dt><span>false_easting :</span></dt><dd>500000.0</dd><dt><span>false_northing :</span></dt><dd>0.0</dd><dt><span>scale_factor_at_central_meridian :</span></dt><dd>0.9996</dd><dt><span>GeoTransform :</span></dt><dd>252210.0 30.0 0.0 4167870.0 0.0 -30.0</dd></dl></div><div class='xr-var-data'><pre>array(32652, dtype=int32)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>time</span></div><div class='xr-var-dims'>(time)</div><div class='xr-var-dtype'>datetime64[ns]</div><div class='xr-var-preview xr-preview'>2020-01-03T02:20:59.024000 ... 2...</div><input id='attrs-53f7ee22-b115-49a4-b167-25caf99f7b6a' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-53f7ee22-b115-49a4-b167-25caf99f7b6a' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-29c94486-33b9-4142-b815-0b916ff411b5' class='xr-var-data-in' type='checkbox'><label for='data-29c94486-33b9-4142-b815-0b916ff411b5' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([&#x27;2020-01-03T02:20:59.024000000&#x27;, &#x27;2020-01-11T02:30:51.024000000&#x27;,\n", + " ndwi (time, y, x) float32 1GB 0.533 0.5207 0.5166 ... nan nan nan</pre><div class='xr-wrap' style='display:none'><div class='xr-header'><div class='xr-obj-type'>xarray.Dataset</div></div><ul class='xr-sections'><li class='xr-section-item'><input id='section-134210e2-495c-44f1-b383-71e8da8a68a0' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-134210e2-495c-44f1-b383-71e8da8a68a0' class='xr-section-summary' title='Expand/collapse section'>Dimensions:</label><div class='xr-section-inline-details'><ul class='xr-dim-list'><li><span class='xr-has-index'>y</span>: 708</li><li><span class='xr-has-index'>x</span>: 975</li><li><span class='xr-has-index'>time</span>: 411</li></ul></div><div class='xr-section-details'></div></li><li class='xr-section-item'><input id='section-d0dd14ee-473c-4b10-a8d7-41e379f87f95' class='xr-section-summary-in' type='checkbox' checked><label for='section-d0dd14ee-473c-4b10-a8d7-41e379f87f95' class='xr-section-summary' >Coordinates: <span>(4)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>y</span></div><div class='xr-var-dims'>(y)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>4.168e+06 4.168e+06 ... 4.147e+06</div><input id='attrs-8368be25-ed64-4859-807d-b79fc3a0b1e0' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-8368be25-ed64-4859-807d-b79fc3a0b1e0' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-e5724855-fe1f-44cd-8283-d7a9895ea496' class='xr-var-data-in' type='checkbox'><label for='data-e5724855-fe1f-44cd-8283-d7a9895ea496' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>metre</dd><dt><span>resolution :</span></dt><dd>-30.0</dd><dt><span>crs :</span></dt><dd>EPSG:32652</dd></dl></div><div class='xr-var-data'><pre>array([4168215., 4168185., 4168155., ..., 4147065., 4147035., 4147005.])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>x</span></div><div class='xr-var-dims'>(x)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>2.512e+05 2.512e+05 ... 2.804e+05</div><input id='attrs-1554486e-176a-48cc-928b-75461913e917' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-1554486e-176a-48cc-928b-75461913e917' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-a9269011-79b7-46f5-ac7b-330dea618bfd' class='xr-var-data-in' type='checkbox'><label for='data-a9269011-79b7-46f5-ac7b-330dea618bfd' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>metre</dd><dt><span>resolution :</span></dt><dd>30.0</dd><dt><span>crs :</span></dt><dd>EPSG:32652</dd></dl></div><div class='xr-var-data'><pre>array([251205., 251235., 251265., ..., 280365., 280395., 280425.])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>spatial_ref</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>int32</div><div class='xr-var-preview xr-preview'>32652</div><input id='attrs-d2e63963-c19c-48aa-8aba-765717884ea6' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-d2e63963-c19c-48aa-8aba-765717884ea6' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-84af7dc3-fb11-4a17-9063-42039fc7b031' class='xr-var-data-in' type='checkbox'><label for='data-84af7dc3-fb11-4a17-9063-42039fc7b031' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>spatial_ref :</span></dt><dd>PROJCRS[&quot;WGS 84 / UTM zone 52N&quot;,BASEGEOGCRS[&quot;WGS 84&quot;,ENSEMBLE[&quot;World Geodetic System 1984 ensemble&quot;,MEMBER[&quot;World Geodetic System 1984 (Transit)&quot;],MEMBER[&quot;World Geodetic System 1984 (G730)&quot;],MEMBER[&quot;World Geodetic System 1984 (G873)&quot;],MEMBER[&quot;World Geodetic System 1984 (G1150)&quot;],MEMBER[&quot;World Geodetic System 1984 (G1674)&quot;],MEMBER[&quot;World Geodetic System 1984 (G1762)&quot;],MEMBER[&quot;World Geodetic System 1984 (G2139)&quot;],ELLIPSOID[&quot;WGS 84&quot;,6378137,298.257223563,LENGTHUNIT[&quot;metre&quot;,1]],ENSEMBLEACCURACY[2.0]],PRIMEM[&quot;Greenwich&quot;,0,ANGLEUNIT[&quot;degree&quot;,0.0174532925199433]],ID[&quot;EPSG&quot;,4326]],CONVERSION[&quot;UTM zone 52N&quot;,METHOD[&quot;Transverse Mercator&quot;,ID[&quot;EPSG&quot;,9807]],PARAMETER[&quot;Latitude of natural origin&quot;,0,ANGLEUNIT[&quot;degree&quot;,0.0174532925199433],ID[&quot;EPSG&quot;,8801]],PARAMETER[&quot;Longitude of natural origin&quot;,129,ANGLEUNIT[&quot;degree&quot;,0.0174532925199433],ID[&quot;EPSG&quot;,8802]],PARAMETER[&quot;Scale factor at natural origin&quot;,0.9996,SCALEUNIT[&quot;unity&quot;,1],ID[&quot;EPSG&quot;,8805]],PARAMETER[&quot;False easting&quot;,500000,LENGTHUNIT[&quot;metre&quot;,1],ID[&quot;EPSG&quot;,8806]],PARAMETER[&quot;False northing&quot;,0,LENGTHUNIT[&quot;metre&quot;,1],ID[&quot;EPSG&quot;,8807]]],CS[Cartesian,2],AXIS[&quot;(E)&quot;,east,ORDER[1],LENGTHUNIT[&quot;metre&quot;,1]],AXIS[&quot;(N)&quot;,north,ORDER[2],LENGTHUNIT[&quot;metre&quot;,1]],USAGE[SCOPE[&quot;Navigation and medium accuracy spatial referencing.&quot;],AREA[&quot;Between 126°E and 132°E, northern hemisphere between equator and 84°N, onshore and offshore. China. Indonesia. Japan. North Korea. Russian Federation. South Korea.&quot;],BBOX[0,126,84,132]],ID[&quot;EPSG&quot;,32652]]</dd><dt><span>crs_wkt :</span></dt><dd>PROJCRS[&quot;WGS 84 / UTM zone 52N&quot;,BASEGEOGCRS[&quot;WGS 84&quot;,ENSEMBLE[&quot;World Geodetic System 1984 ensemble&quot;,MEMBER[&quot;World Geodetic System 1984 (Transit)&quot;],MEMBER[&quot;World Geodetic System 1984 (G730)&quot;],MEMBER[&quot;World Geodetic System 1984 (G873)&quot;],MEMBER[&quot;World Geodetic System 1984 (G1150)&quot;],MEMBER[&quot;World Geodetic System 1984 (G1674)&quot;],MEMBER[&quot;World Geodetic System 1984 (G1762)&quot;],MEMBER[&quot;World Geodetic System 1984 (G2139)&quot;],ELLIPSOID[&quot;WGS 84&quot;,6378137,298.257223563,LENGTHUNIT[&quot;metre&quot;,1]],ENSEMBLEACCURACY[2.0]],PRIMEM[&quot;Greenwich&quot;,0,ANGLEUNIT[&quot;degree&quot;,0.0174532925199433]],ID[&quot;EPSG&quot;,4326]],CONVERSION[&quot;UTM zone 52N&quot;,METHOD[&quot;Transverse Mercator&quot;,ID[&quot;EPSG&quot;,9807]],PARAMETER[&quot;Latitude of natural origin&quot;,0,ANGLEUNIT[&quot;degree&quot;,0.0174532925199433],ID[&quot;EPSG&quot;,8801]],PARAMETER[&quot;Longitude of natural origin&quot;,129,ANGLEUNIT[&quot;degree&quot;,0.0174532925199433],ID[&quot;EPSG&quot;,8802]],PARAMETER[&quot;Scale factor at natural origin&quot;,0.9996,SCALEUNIT[&quot;unity&quot;,1],ID[&quot;EPSG&quot;,8805]],PARAMETER[&quot;False easting&quot;,500000,LENGTHUNIT[&quot;metre&quot;,1],ID[&quot;EPSG&quot;,8806]],PARAMETER[&quot;False northing&quot;,0,LENGTHUNIT[&quot;metre&quot;,1],ID[&quot;EPSG&quot;,8807]]],CS[Cartesian,2],AXIS[&quot;(E)&quot;,east,ORDER[1],LENGTHUNIT[&quot;metre&quot;,1]],AXIS[&quot;(N)&quot;,north,ORDER[2],LENGTHUNIT[&quot;metre&quot;,1]],USAGE[SCOPE[&quot;Navigation and medium accuracy spatial referencing.&quot;],AREA[&quot;Between 126°E and 132°E, northern hemisphere between equator and 84°N, onshore and offshore. China. Indonesia. Japan. North Korea. Russian Federation. South Korea.&quot;],BBOX[0,126,84,132]],ID[&quot;EPSG&quot;,32652]]</dd><dt><span>semi_major_axis :</span></dt><dd>6378137.0</dd><dt><span>semi_minor_axis :</span></dt><dd>6356752.314245179</dd><dt><span>inverse_flattening :</span></dt><dd>298.257223563</dd><dt><span>reference_ellipsoid_name :</span></dt><dd>WGS 84</dd><dt><span>longitude_of_prime_meridian :</span></dt><dd>0.0</dd><dt><span>prime_meridian_name :</span></dt><dd>Greenwich</dd><dt><span>geographic_crs_name :</span></dt><dd>WGS 84</dd><dt><span>horizontal_datum_name :</span></dt><dd>World Geodetic System 1984 ensemble</dd><dt><span>projected_crs_name :</span></dt><dd>WGS 84 / UTM zone 52N</dd><dt><span>grid_mapping_name :</span></dt><dd>transverse_mercator</dd><dt><span>latitude_of_projection_origin :</span></dt><dd>0.0</dd><dt><span>longitude_of_central_meridian :</span></dt><dd>129.0</dd><dt><span>false_easting :</span></dt><dd>500000.0</dd><dt><span>false_northing :</span></dt><dd>0.0</dd><dt><span>scale_factor_at_central_meridian :</span></dt><dd>0.9996</dd><dt><span>GeoTransform :</span></dt><dd>251190.0 30.0 0.0 4168230.0 0.0 -30.0</dd></dl></div><div class='xr-var-data'><pre>array(32652, dtype=int32)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>time</span></div><div class='xr-var-dims'>(time)</div><div class='xr-var-dtype'>datetime64[ns]</div><div class='xr-var-preview xr-preview'>2020-01-03T02:20:59.024000 ... 2...</div><input id='attrs-e95b596e-52a9-4e4b-8fac-f6978ff63b53' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-e95b596e-52a9-4e4b-8fac-f6978ff63b53' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-d745428e-7ce4-44a4-b4f6-f8d17c95a063' class='xr-var-data-in' type='checkbox'><label for='data-d745428e-7ce4-44a4-b4f6-f8d17c95a063' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([&#x27;2020-01-03T02:20:59.024000000&#x27;, &#x27;2020-01-11T02:30:51.024000000&#x27;,\n", " &#x27;2020-01-13T02:20:39.024000000&#x27;, ..., &#x27;2022-12-29T02:17:40.171047000&#x27;,\n", " &#x27;2022-12-30T02:11:28.158638000&#x27;, &#x27;2022-12-31T02:31:09.024000000&#x27;],\n", - " dtype=&#x27;datetime64[ns]&#x27;)</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-51c3035f-c0d5-4abe-81e3-22276cc8aea7' class='xr-section-summary-in' type='checkbox' checked><label for='section-51c3035f-c0d5-4abe-81e3-22276cc8aea7' class='xr-section-summary' >Data variables: <span>(1)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span>ndwi</span></div><div class='xr-var-dims'>(time, y, x)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>0.6937 0.697 0.6914 ... nan nan nan</div><input id='attrs-d32bd490-6c61-4f50-a378-cb621db27d2b' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-d32bd490-6c61-4f50-a378-cb621db27d2b' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-9efca0cc-cc8e-4126-9e96-3f50e7eeff29' class='xr-var-data-in' type='checkbox'><label for='data-9efca0cc-cc8e-4126-9e96-3f50e7eeff29' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([[[ 0.69367188, 0.69704384, 0.691356 , ..., -0.48175865,\n", - " -0.4410533 , -0.41856164],\n", - " [ 0.6976366 , 0.7071507 , 0.68420804, ..., -0.49615058,\n", - " -0.47981539, -0.53611594],\n", - " [ 0.6985001 , 0.70488435, 0.67452502, ..., -0.50331104,\n", - " -0.52861995, -0.54842693],\n", + " dtype=&#x27;datetime64[ns]&#x27;)</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-b963eef9-a646-423c-a119-23e7392e5cc3' class='xr-section-summary-in' type='checkbox' checked><label for='section-b963eef9-a646-423c-a119-23e7392e5cc3' class='xr-section-summary' >Data variables: <span>(1)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span>ndwi</span></div><div class='xr-var-dims'>(time, y, x)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>0.533 0.5207 0.5166 ... nan nan nan</div><input id='attrs-58c85a5a-2a49-4d27-bc5e-741c15206a4a' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-58c85a5a-2a49-4d27-bc5e-741c15206a4a' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-92a262fc-d67f-4bd1-aaa4-831bad375f02' class='xr-var-data-in' type='checkbox'><label for='data-92a262fc-d67f-4bd1-aaa4-831bad375f02' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([[[ 0.5330211 , 0.52071285, 0.516594 , ..., -0.46261364,\n", + " -0.4272842 , -0.44837412],\n", + " [ 0.5283416 , 0.51040035, 0.5349161 , ..., -0.46577623,\n", + " -0.4298995 , -0.36915752],\n", + " [ 0.53699416, 0.53183377, 0.560869 , ..., -0.4575621 ,\n", + " -0.41786247, -0.30961508],\n", " ...,\n", - " [ 0.64715677, 0.65121961, 0.65597916, ..., -0.33017594,\n", - " -0.37306109, -0.35724911],\n", - " [ 0.66019559, 0.65671217, 0.65750247, ..., -0.3895725 ,\n", - " -0.38521641, -0.3862361 ],\n", - " [ 0.66956794, 0.65732676, 0.64717925, ..., -0.33533394,\n", - " -0.36672214, -0.34252894]],\n", - "\n", - " [[ 0.36041951, 0.3628301 , 0.37408271, ..., -0.40906212,\n", - " nan, nan],\n", - " [ 0.35966444, 0.35881653, 0.37162685, ..., -0.41293341,\n", - " nan, -0.45872113],\n", - " [ 0.36163229, 0.36511877, 0.36551788, ..., nan,\n", - " -0.42509064, -0.45609146],\n", + " [ 0.6489604 , 0.6359925 , 0.6312094 , ..., 0.6450556 ,\n", + " 0.63113165, 0.6191152 ],\n", + " [ 0.63515145, 0.63683504, 0.6393149 , ..., 0.6311795 ,\n", + " 0.632485 , 0.6154253 ],\n", + " [ 0.6242992 , 0.6256446 , 0.63049126, ..., 0.61838305,\n", + " 0.61910444, 0.61235785]],\n", + "\n", + " [[-0.06546783, -0.05036746, -0.05208708, ..., -0.41697812,\n", + " -0.3979597 , -0.4237293 ],\n", + " [-0.06571646, -0.05353431, -0.0592131 , ..., -0.42713866,\n", + " -0.40620556, -0.344797 ],\n", + " [-0.06378906, -0.05903142, -0.06119553, ..., -0.4247783 ,\n", + " -0.38807416, -0.27545762],\n", "...\n", - " [ 1. , 1. , 1. , ..., -0.24079687,\n", - " -0.20555675, -0.22146526],\n", - " [ 1. , 1. , 1. , ..., -0.27490917,\n", - " -0.27635934, -0.2560839 ],\n", - " [ 1. , 1. , 1. , ..., -0.2336292 ,\n", - " -0.24430548, -0.24933601]],\n", + " [ 1. , 1. , 1. , ..., 1. ,\n", + " 1. , 1. ],\n", + " [ 1. , 1. , 1. , ..., 1. ,\n", + " 1. , 1. ],\n", + " [ 1. , 1. , 1. , ..., 1. ,\n", + " 1. , 1. ]],\n", "\n", " [[ nan, nan, nan, ..., nan,\n", " nan, nan],\n", @@ -1059,20 +1043,20 @@ " ...,\n", " [ nan, nan, nan, ..., nan,\n", " nan, nan],\n", - " [ nan, nan, nan, ..., nan,\n", + " [ 0.04442953, 0.03170865, 0.02219 , ..., nan,\n", " nan, nan],\n", - " [ nan, nan, nan, ..., nan,\n", - " nan, nan]]])</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-47ebcc4e-c78a-49ea-ba40-bf0157e90cd7' class='xr-section-summary-in' type='checkbox' ><label for='section-47ebcc4e-c78a-49ea-ba40-bf0157e90cd7' class='xr-section-summary' >Indexes: <span>(3)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-index-name'><div>y</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-80a1a624-6d7a-4121-8349-55eeff3020a7' class='xr-index-data-in' type='checkbox'/><label for='index-80a1a624-6d7a-4121-8349-55eeff3020a7' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Float64Index([4167855.0, 4167825.0, 4167795.0, 4167765.0, 4167735.0, 4167705.0,\n", - " 4167675.0, 4167645.0, 4167615.0, 4167585.0,\n", - " ...\n", - " 4150665.0, 4150635.0, 4150605.0, 4150575.0, 4150545.0, 4150515.0,\n", - " 4150485.0, 4150455.0, 4150425.0, 4150395.0],\n", - " dtype=&#x27;float64&#x27;, name=&#x27;y&#x27;, length=583))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>x</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-a8f51259-08c1-4aaa-a4c9-044915a771c7' class='xr-index-data-in' type='checkbox'/><label for='index-a8f51259-08c1-4aaa-a4c9-044915a771c7' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Float64Index([252225.0, 252255.0, 252285.0, 252315.0, 252345.0, 252375.0,\n", - " 252405.0, 252435.0, 252465.0, 252495.0,\n", - " ...\n", - " 279585.0, 279615.0, 279645.0, 279675.0, 279705.0, 279735.0,\n", - " 279765.0, 279795.0, 279825.0, 279855.0],\n", - " dtype=&#x27;float64&#x27;, name=&#x27;x&#x27;, length=922))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>time</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-c2122b77-07ab-45c9-b85a-02dc29b97310' class='xr-index-data-in' type='checkbox'/><label for='index-c2122b77-07ab-45c9-b85a-02dc29b97310' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(DatetimeIndex([&#x27;2020-01-03 02:20:59.024000&#x27;, &#x27;2020-01-11 02:30:51.024000&#x27;,\n", + " [ 0.10994683, 0.08867066, 0.06867366, ..., nan,\n", + " nan, nan]]], dtype=float32)</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-006a417c-a1fc-4103-b447-3a3d3ccd3294' class='xr-section-summary-in' type='checkbox' ><label for='section-006a417c-a1fc-4103-b447-3a3d3ccd3294' class='xr-section-summary' >Indexes: <span>(3)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-index-name'><div>y</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-62c101d7-2a10-4aa0-b8cb-cacebf06a26f' class='xr-index-data-in' type='checkbox'/><label for='index-62c101d7-2a10-4aa0-b8cb-cacebf06a26f' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([4168215.0, 4168185.0, 4168155.0, 4168125.0, 4168095.0, 4168065.0,\n", + " 4168035.0, 4168005.0, 4167975.0, 4167945.0,\n", + " ...\n", + " 4147275.0, 4147245.0, 4147215.0, 4147185.0, 4147155.0, 4147125.0,\n", + " 4147095.0, 4147065.0, 4147035.0, 4147005.0],\n", + " dtype=&#x27;float64&#x27;, name=&#x27;y&#x27;, length=708))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>x</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-7ed23666-10c5-4bf3-b3d1-e7a4d58279fb' class='xr-index-data-in' type='checkbox'/><label for='index-7ed23666-10c5-4bf3-b3d1-e7a4d58279fb' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([251205.0, 251235.0, 251265.0, 251295.0, 251325.0, 251355.0, 251385.0,\n", + " 251415.0, 251445.0, 251475.0,\n", + " ...\n", + " 280155.0, 280185.0, 280215.0, 280245.0, 280275.0, 280305.0, 280335.0,\n", + " 280365.0, 280395.0, 280425.0],\n", + " dtype=&#x27;float64&#x27;, name=&#x27;x&#x27;, length=975))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>time</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-b2a59c4d-c9a6-499a-b2ae-79bfb34bd4b3' class='xr-index-data-in' type='checkbox'/><label for='index-b2a59c4d-c9a6-499a-b2ae-79bfb34bd4b3' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(DatetimeIndex([&#x27;2020-01-03 02:20:59.024000&#x27;, &#x27;2020-01-11 02:30:51.024000&#x27;,\n", " &#x27;2020-01-13 02:20:39.024000&#x27;, &#x27;2020-01-14 02:17:24.875214&#x27;,\n", " &#x27;2020-01-16 02:30:29.024000&#x27;, &#x27;2020-01-18 02:20:21.024000&#x27;,\n", " &#x27;2020-01-21 02:30:11.024000&#x27;, &#x27;2020-01-23 02:11:11.676376&#x27;,\n", @@ -1083,18 +1067,18 @@ " &#x27;2022-12-22 02:11:27.498222&#x27;, &#x27;2022-12-23 02:21:11.024000&#x27;,\n", " &#x27;2022-12-28 02:21:09.024000&#x27;, &#x27;2022-12-29 02:17:40.171047&#x27;,\n", " &#x27;2022-12-30 02:11:28.158638&#x27;, &#x27;2022-12-31 02:31:09.024000&#x27;],\n", - " dtype=&#x27;datetime64[ns]&#x27;, name=&#x27;time&#x27;, length=409, freq=None))</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-a14faeb9-c1ce-406d-a90e-8b16c6dc0d8f' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-a14faeb9-c1ce-406d-a90e-8b16c6dc0d8f' class='xr-section-summary' title='Expand/collapse section'>Attributes: <span>(0)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'></dl></div></li></ul></div></div>" + " dtype=&#x27;datetime64[ns]&#x27;, name=&#x27;time&#x27;, length=411, freq=None))</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-ea895bb3-3729-4a7b-bc4a-2e74e5fd541f' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-ea895bb3-3729-4a7b-bc4a-2e74e5fd541f' class='xr-section-summary' title='Expand/collapse section'>Attributes: <span>(0)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'></dl></div></li></ul></div></div>" ], "text/plain": [ - "<xarray.Dataset>\n", - "Dimensions: (y: 583, x: 922, time: 409)\n", + "<xarray.Dataset> Size: 1GB\n", + "Dimensions: (y: 708, x: 975, time: 411)\n", "Coordinates:\n", - " * y (y) float64 4.168e+06 4.168e+06 4.168e+06 ... 4.15e+06 4.15e+06\n", - " * x (x) float64 2.522e+05 2.523e+05 ... 2.798e+05 2.799e+05\n", - " spatial_ref int32 32652\n", - " * time (time) datetime64[ns] 2020-01-03T02:20:59.024000 ... 2022-12...\n", + " * y (y) float64 6kB 4.168e+06 4.168e+06 ... 4.147e+06 4.147e+06\n", + " * x (x) float64 8kB 2.512e+05 2.512e+05 ... 2.804e+05 2.804e+05\n", + " spatial_ref int32 4B 32652\n", + " * time (time) datetime64[ns] 3kB 2020-01-03T02:20:59.024000 ... 202...\n", "Data variables:\n", - " ndwi (time, y, x) float64 0.6937 0.697 0.6914 0.6969 ... nan nan nan" + " ndwi (time, y, x) float32 1GB 0.533 0.5207 0.5166 ... nan nan nan" ] }, "execution_count": 6, @@ -1125,17 +1109,24 @@ "id": "c34949eb-96f1-4844-ad6e-aeb71399e9f5", "metadata": {}, "source": [ - "## Pixel-based tides" + "## Generate Intertidal elevation" ] }, { "cell_type": "code", "execution_count": 7, - "id": "1cc505df-daf3-4592-858e-6695aa1f78b4", + "id": "32807d11-3e08-4a87-9e64-e2460ba0ed6c", "metadata": { "tags": [] }, "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "2024-05-06 22:32:06 INFO Processing: Modelling tide heights for each pixel\n" + ] + }, { "name": "stdout", "output_type": "stream", @@ -1148,7 +1139,7 @@ "name": "stderr", "output_type": "stream", "text": [ - "100%|██████████| 10/10 [00:55<00:00, 5.59s/it]\n" + "100%|██████████| 5/5 [01:17<00:00, 15.49s/it]\n" ] }, { @@ -1157,149 +1148,44 @@ "text": [ "Reprojecting tides into original array\n" ] - } - ], - "source": [ - "# Model tides into every pixel in the three-dimensional (x by y by time) satellite dataset\n", - "tide_m, _ = pixel_tides(\n", - " satellite_ds,\n", - " resample=True,\n", - " model=tide_model,\n", - " directory=tide_model_dir,\n", - " parallel_splits=10,\n", - ")" - ] - }, - { - "cell_type": "code", - "execution_count": 8, - "id": "0dcac52f-78d5-41f3-81a4-199509949a96", - "metadata": { - "tags": [] - }, - "outputs": [], - "source": [ - "# Set tide array pixels to nodata if the satellite data array pixels contain\n", - "# nodata. This ensures that we ignore any tide observations where we don't\n", - "# have matching satellite imagery\n", - "satellite_ds[\"tide_m\"] = tide_m.where(\n", - " ~satellite_ds.to_array().isel(variable=0).isnull().drop(\"variable\")\n", - ")" - ] - }, - { - "cell_type": "markdown", - "id": "e9c634b5-4195-4cee-9c34-84792debae03", - "metadata": {}, - "source": [ - "## Pixel-based DEM creation" - ] - }, - { - "cell_type": "markdown", - "id": "d197a187-6a74-4588-95ea-678a576a269b", - "metadata": { - "tags": [] - }, - "source": [ - "### Flatten array from 3D to 2D and drop pixels with no correlation with tide\n", - "Flatten array to only pixels with positive correlations between water observations and tide height. This greatly improves processing time by ensuring only a narrow strip of pixels along the coastline are analysed, rather than the entire x * y array:\n", - "\n", - "\n", - "![](../data/figures/tide_array_flattening.JPG)" - ] - }, - { - "cell_type": "code", - "execution_count": 9, - "id": "457ee569-b862-4a4c-b04e-66b39c9fa931", - "metadata": { - "tags": [] - }, - "outputs": [ + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "2024-05-06 22:33:32 INFO Processing: Masking nodata and adding tide heights to satellite data array\n", + "2024-05-06 22:33:34 INFO Processing: Flattening satellite data array and filtering to intertidal candidate pixels\n", + "2024-05-06 22:33:48 INFO Processing: Running per-pixel rolling median\n" + ] + }, { "name": "stdout", "output_type": "stream", "text": [ - "Reducing analysed pixels from 537526 to 183447 (34.13%)\n", - "CPU times: user 7.22 s, sys: 4.44 s, total: 11.7 s\n", - "Wall time: 11.3 s\n" + "Reducing analysed pixels from 690300 to 206281 (29.88%)\n" ] - } - ], - "source": [ - "%%time\n", - "flat_ds, freq, corr = ds_to_flat(\n", - " satellite_ds,\n", - " ndwi_thresh=0.0,\n", - " min_freq=0.02,\n", - " max_freq=0.98,\n", - " min_correlation=0.20,\n", - ")" - ] - }, - { - "cell_type": "markdown", - "id": "9e57e810-d4eb-4875-bf1a-aec1487acbf1", - "metadata": { - "tags": [] - }, - "source": [ - "### Pixel-wise rolling median\n", - "This function performs a rolling median calculation along the tide heights of our satellite images. \n", - "It breaks our tide range into `windows_n` individual rolling windows, each of which covers `windows_prop_tide` of the full tidal range. \n", - "For each window, the function returns the median of all tide heights and NDWI index values within the window, and returns an array with a new \"interval\" dimension that summarises these values from low to high tide." - ] - }, - { - "cell_type": "code", - "execution_count": 10, - "id": "0a8e0556-c698-4628-b0f3-cf35e722a293", - "metadata": { - "tags": [] - }, - "outputs": [ + }, { "data": { "application/vnd.jupyter.widget-view+json": { - "model_id": "44b32ea2e6c949c5950ffed01fbec9f6", + "model_id": "0dfb971b41a64731be2f4fc4602dd4dc", "version_major": 2, "version_minor": 0 }, "text/plain": [ - " 0%| | 0/105 [00:00<?, ?it/s]" + " 0%| | 0/105 [00:01<?, ?it/s]" ] }, "metadata": {}, "output_type": "display_data" - } - ], - "source": [ - "interval_ds = pixel_rolling_median(\n", - " flat_ds,\n", - " windows_n=100,\n", - " window_prop_tide=0.15,\n", - " max_workers=None,\n", - " min_count=5,\n", - ")" - ] - }, - { - "cell_type": "markdown", - "id": "baab484a-b501-4203-88de-c8c959ae701c", - "metadata": {}, - "source": [ - "### Model intertidal elevation and uncertainty" - ] - }, - { - "cell_type": "code", - "execution_count": 11, - "id": "6bc468ab-9c95-4065-b0f4-ea323cff266f", - "metadata": { - "tags": [] - }, - "outputs": [ + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "2024-05-06 22:37:24 INFO Processing: Modelling intertidal elevation\n" + ] + }, { "name": "stdout", "output_type": "stream", @@ -1307,79 +1193,38 @@ "Applying tidal interval interpolation to 200 intervals\n", "Applying rolling mean smoothing with radius 20\n" ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "2024-05-06 22:37:27 INFO Processing: Modelling intertidal uncertainty\n", + "2024-05-06 22:37:30 INFO Processing: Unflattening data back to its original spatial dimensions\n", + "2024-05-06 22:37:30 INFO Processing: Cleaning inaccurate upper intertidal pixels\n", + "2024-05-06 22:37:31 INFO Processing: Successfully completed intertidal elevation modelling\n" + ] } ], "source": [ - "# Model elevation\n", - "flat_dem = pixel_dem(\n", - " interval_ds,\n", - " ndwi_thresh=ndwi_thresh,\n", - " interp_intervals=200,\n", - " smooth_radius=20,\n", - " min_periods=5,\n", - ")" - ] - }, - { - "cell_type": "code", - "execution_count": 12, - "id": "cec14155-eeb5-4a78-a30f-54b329e6e7e2", - "metadata": { - "tags": [] - }, - "outputs": [], - "source": [ - "# Model uncertainty\n", - "low, high, uncertainty, misclassified = pixel_uncertainty(\n", - " flat_ds, flat_dem, ndwi_thresh, method=\"mad\"\n", - ")\n", - "\n", - "# Add arrays to dataset\n", - "flat_dem[[\"elevation_low\", \"elevation_high\", \"elevation_uncertainty\"]] = (\n", - " low,\n", - " high,\n", - " uncertainty,\n", + "# Model elevation for each pixel\n", + "ds, _ = elevation(\n", + " satellite_ds,\n", + " tide_model=tide_model,\n", + " tide_model_dir=tide_model_dir,\n", ")" ] }, { "cell_type": "markdown", - "id": "a379f9cf-3f24-4a0f-9b37-e4b462dccb5d", + "id": "7b6d6c7e-a659-4acc-88d3-39e2bb4fc3d6", "metadata": {}, "source": [ - "## Unstack outputs and export" - ] - }, - { - "cell_type": "code", - "execution_count": 13, - "id": "7d5d7d06-831b-43ed-8de9-7a29f2ca723e", - "metadata": { - "tags": [] - }, - "outputs": [], - "source": [ - "# Combine QA layers with elevation layers\n", - "flat_combined = xr.combine_by_coords(\n", - " [flat_dem, # DEM data\n", - " freq, # Frequency\n", - " corr, # Correlation\n", - " ],\n", - ")\n", - "\n", - "# Unstack elevation and uncertainty layers back into their original \n", - "# spatial dimensions\n", - "ds = flat_to_ds(flat_combined, satellite_ds)\n", - "\n", - "# Clean upper edge of intertidal zone in elevation layers \n", - "# (likely to be inaccurate edge pixels)\n", - "elevation_bands = [d for d in ds.data_vars if \"elevation\" in d]\n", - "ds[elevation_bands] = clean_edge_pixels(ds[elevation_bands])" + "### Plot outputs" ] }, { "cell_type": "code", - "execution_count": 14, + "execution_count": 8, "id": "bace94ca-be78-4339-b01d-32f6162581c8", "metadata": { "tags": [] @@ -1388,16 +1233,16 @@ { "data": { "text/plain": [ - "<matplotlib.image.AxesImage at 0x7f66351bc670>" + "<matplotlib.image.AxesImage at 0x7f80f81178b0>" ] }, - "execution_count": 14, + "execution_count": 8, "metadata": {}, "output_type": "execute_result" }, { "data": { - 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", 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"text/plain": [ "<Figure size 1200x300 with 8 Axes>" ] @@ -1416,7 +1261,7 @@ }, { "cell_type": "code", - "execution_count": 18, + "execution_count": 9, "id": "f9ccb4e3-4b04-499b-b9ff-1649c2d31c89", "metadata": { "tags": [] @@ -1452,7 +1297,7 @@ " &lt;meta name=&quot;viewport&quot; content=&quot;width=device-width,\n", " initial-scale=1.0, maximum-scale=1.0, user-scalable=no&quot; /&gt;\n", " &lt;style&gt;\n", - " #map_d692803a9fde5681ba4e8dba4f524869 {\n", + " #map_ac7575087312e5ff6fe93e0c3078448f {\n", " position: relative;\n", " width: 100.0%;\n", " height: 100.0%;\n", @@ -1479,14 +1324,14 @@ "&lt;body&gt;\n", " \n", " \n", - " &lt;div class=&quot;folium-map&quot; id=&quot;map_d692803a9fde5681ba4e8dba4f524869&quot; &gt;&lt;/div&gt;\n", + " &lt;div class=&quot;folium-map&quot; id=&quot;map_ac7575087312e5ff6fe93e0c3078448f&quot; &gt;&lt;/div&gt;\n", " \n", "&lt;/body&gt;\n", "&lt;script&gt;\n", " \n", " \n", - " var map_d692803a9fde5681ba4e8dba4f524869 = L.map(\n", - " &quot;map_d692803a9fde5681ba4e8dba4f524869&quot;,\n", + " var map_ac7575087312e5ff6fe93e0c3078448f = L.map(\n", + " &quot;map_ac7575087312e5ff6fe93e0c3078448f&quot;,\n", " {\n", " center: [0.0, 0.0],\n", " crs: L.CRS.EPSG3857,\n", @@ -1500,52 +1345,52 @@ "\n", " \n", " \n", - " var tile_layer_f6f8f15066382a70685352bc42e78781 = L.tileLayer(\n", + " var tile_layer_f83483a838fae6483edbf42df81b3955 = L.tileLayer(\n", " &quot;https://{s}.tile.openstreetmap.org/{z}/{x}/{y}.png&quot;,\n", " {&quot;attribution&quot;: &quot;Data by \\u0026copy; \\u003ca target=\\&quot;_blank\\&quot; href=\\&quot;http://openstreetmap.org\\&quot;\\u003eOpenStreetMap\\u003c/a\\u003e, under \\u003ca target=\\&quot;_blank\\&quot; href=\\&quot;http://www.openstreetmap.org/copyright\\&quot;\\u003eODbL\\u003c/a\\u003e.&quot;, &quot;detectRetina&quot;: false, &quot;maxNativeZoom&quot;: 18, &quot;maxZoom&quot;: 18, &quot;minZoom&quot;: 0, &quot;noWrap&quot;: false, &quot;opacity&quot;: 1, &quot;subdomains&quot;: &quot;abc&quot;, &quot;tms&quot;: false}\n", " );\n", " \n", " \n", - " tile_layer_f6f8f15066382a70685352bc42e78781.addTo(map_d692803a9fde5681ba4e8dba4f524869);\n", + " tile_layer_f83483a838fae6483edbf42df81b3955.addTo(map_ac7575087312e5ff6fe93e0c3078448f);\n", " \n", - " var image_overlay_005e96ca8d2f1007c3387a2b1fb2eaf2 = L.imageOverlay(\n", - " &quot;data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAABKAAAAMFCAYAAABDL45vAAAgAElEQVR4nOy9a5Bs2Vmm96y19i2z LufSp9UXXZCEAsWIyxgDmrAxeDwgnSYYR9gTEw4mIMYMBOMw8sAAGikwBMxwhxEQY8M/B55xGOOw Izz8GAVqCYbLgLkMIPAgIaRuSd3qi/p2zqlTVVmZe+21Pv9Ya+/cWZV1KqvVUqtPfU/EiczKzL1z 5646tb961/u9HyiKoiiKoiiKoiiKoiiKoiiKoiiKoiiKoiiKoiiKoiiKoiiKoiiKoiiKoiiKoiiK oiiKoiiKoiiKoiiKoiiKoiiKoiiKoiiKoiiKoiiKoiiKoiiKoiiKoiiKoiiKoiiKoiiKoiiKoiiK oiiKoiiKoiiKoiiKoiiKoiiKoiiKoiiKoiiKoiiKoiiKoiiKoiiKoiiKoiiKoiiKoiiKoiiKoiiK oiiKoiiKoiiKoiiKoiiKoiiKoiiKoiiKoiiKoiiKoiiKoiiKoiiKoiiKoiiK8jnCvNwHoCiKoiiK orw8fM0H3ilN4Wlcx3a54HJ5BMBuccS18oCpXTC1i/SYm7NjjyhNoDEegIrIjvVcsoZLtgGgNO7E 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image_overlay_005e96ca8d2f1007c3387a2b1fb2eaf2.addTo(map_d692803a9fde5681ba4e8dba4f524869);\n", + " image_overlay_aa2655ce7d63e79add015a7b6869ee00.addTo(map_ac7575087312e5ff6fe93e0c3078448f);\n", " \n", - " map_d692803a9fde5681ba4e8dba4f524869.fitBounds(\n", - " [[37.62457174452513, 126.19224819166058], [37.47411435621044, 126.51062648079652]],\n", + " map_ac7575087312e5ff6fe93e0c3078448f.fitBounds(\n", + " [[37.62753715752738, 126.18058068605805], [37.443722159756526, 126.51807662959507]],\n", " {}\n", " );\n", " \n", " \n", - " var layer_control_00e5dc363886c7229a8c6e85da44f2ea_layers = {\n", + " var layer_control_70c6660f16f574f809b27cb9261de0de_layers = {\n", " base_layers : {\n", - " &quot;openstreetmap&quot; : tile_layer_f6f8f15066382a70685352bc42e78781,\n", + " &quot;openstreetmap&quot; : tile_layer_f83483a838fae6483edbf42df81b3955,\n", " },\n", " overlays : {\n", - " &quot;elevation&quot; : image_overlay_005e96ca8d2f1007c3387a2b1fb2eaf2,\n", + " &quot;elevation&quot; : image_overlay_aa2655ce7d63e79add015a7b6869ee00,\n", " },\n", " };\n", - " let layer_control_00e5dc363886c7229a8c6e85da44f2ea = L.control.layers(\n", - " layer_control_00e5dc363886c7229a8c6e85da44f2ea_layers.base_layers,\n", - " layer_control_00e5dc363886c7229a8c6e85da44f2ea_layers.overlays,\n", + " let layer_control_70c6660f16f574f809b27cb9261de0de = L.control.layers(\n", + " layer_control_70c6660f16f574f809b27cb9261de0de_layers.base_layers,\n", + " layer_control_70c6660f16f574f809b27cb9261de0de_layers.overlays,\n", " {&quot;autoZIndex&quot;: true, &quot;collapsed&quot;: true, &quot;position&quot;: &quot;topright&quot;}\n", - " ).addTo(map_d692803a9fde5681ba4e8dba4f524869);\n", + " ).addTo(map_ac7575087312e5ff6fe93e0c3078448f);\n", "\n", " \n", "&lt;/script&gt;\n", "&lt;/html&gt;\" style=\"position:absolute;width:100%;height:100%;left:0;top:0;border:none !important;\" allowfullscreen webkitallowfullscreen mozallowfullscreen></iframe></div></div>" ], "text/plain": [ - "<folium.folium.Map at 0x7f67e8326500>" + "<folium.folium.Map at 0x7f81083360e0>" ] }, - "execution_count": 18, + "execution_count": 9, "metadata": {}, "output_type": "execute_result" } @@ -1564,7 +1409,7 @@ }, { "cell_type": "code", - "execution_count": 16, + "execution_count": 10, "id": "9296e76c-12b6-44bb-829b-871f955bbc69", "metadata": { "tags": [] @@ -1595,7 +1440,7 @@ }, { "cell_type": "code", - "execution_count": 17, + "execution_count": 11, "id": "f7c1f4b8-2941-42c5-8ccf-1b65c8a79acd", "metadata": { "tags": [] @@ -1627,15 +1472,30 @@ "widgets": { "application/vnd.jupyter.widget-state+json": { "state": { - "00a0ece1a99b475790418346d61ef0ff": { - "model_module": "@jupyter-widgets/base", + "081ee7979c854c49b912c48e4739bea1": { + "model_module": "@jupyter-widgets/controls", "model_module_version": "2.0.0", - "model_name": "LayoutModel", + "model_name": "HTMLStyleModel", "state": { - "width": "5em" + "description_width": "", + "font_size": null, + "text_color": null + } + }, + "0dfb971b41a64731be2f4fc4602dd4dc": { + "model_module": "@jupyter-widgets/controls", + "model_module_version": "2.0.0", + "model_name": "HBoxModel", + "state": { + "children": [ + "IPY_MODEL_5cf8b41f9d844f92a61f5c6e9881b326", + "IPY_MODEL_3654574657b042b38ab73054819afa17", + "IPY_MODEL_6695e92ace3d478ea169d615c7c42349" + ], + "layout": "IPY_MODEL_33cb96922a044b188a823d658e0b2456" } }, - "0e67bf7e7dcd4091bfbbdbcdf9779076": { + "10fe70823d81414bbab3e23c623a199d": { "model_module": "@jupyter-widgets/controls", "model_module_version": "2.0.0", "model_name": "HTMLStyleModel", @@ -1645,34 +1505,117 @@ "text_color": null } }, - "1635888b32f64579bcd9c30adbb8aa7a": { + "14fdba511a7b4eb7b6aee5da201911e5": { "model_module": "@jupyter-widgets/controls", "model_module_version": "2.0.0", - "model_name": "HTMLModel", + "model_name": "ButtonStyleModel", "state": { - "layout": "IPY_MODEL_898acbc5a6814c9985d22ae383a6a4bd", - "style": "IPY_MODEL_3388501d321a444785fcefde698554be", - "value": "<pre style=\"color:grey\">lat: [37.4670, 37.6303]\nlon: [126.1306, 126.6034]</pre>" + "button_color": "green", + "font_family": null, + "font_size": null, + "font_style": null, + "font_variant": null, + "font_weight": null, + "text_color": null, + "text_decoration": null } }, - "1f0a804ab9d4466c81976fa99b5a6104": { + "2251b59bd17048ce9c8e62138746bb9c": { "model_module": "jupyter-leaflet", "model_module_version": "^0.17", - "model_name": "LeafletMapStyleModel", + "model_name": "LeafletDrawControlModel", "state": { "_model_module_version": "^0.17", - "cursor": "move" - } - }, - "20b5ad0598ef43e8b978577be8fd9a70": { - "model_module": "jupyter-leaflet", - "model_module_version": "^0.17", - "model_name": "LeafletMapStyleModel", - "state": { - "_model_module_version": "^0.17" + "_view_module_version": "^0.17", + "data": [ + { + "geometry": { + "coordinates": [ + [ + [ + 126.187592, + 37.443586 + ], + [ + 126.187592, + 37.627624 + ], + [ + 126.511688, + 37.627624 + ], + [ + 126.511688, + 37.443586 + ], + [ + 126.187592, + 37.443586 + ] + ] + ], + "type": "Polygon" + }, + "properties": { + "style": { + "clickable": true, + "color": "#000000", + "fill": true, + "fillColor": "#fca45d", + "fillOpacity": 0.1, + "opacity": 0.5, + "stroke": true, + "weight": 4 + } + }, + "type": "Feature" + } + ], + "options": [ + "position" + ], + "polygon": { + "shapeOptions": { + "clickable": true, + "color": "#000000", + "editing": { + "color": "#000000", + "fillColor": "#fca45d", + "fillOpacity": 0.1 + }, + "fill": true, + "fillColor": "#fca45d", + "fillOpacity": 0.1, + "opacity": 0.5, + "original": { + "color": "#000000", + "fillColor": "#fca45d", + "fillOpacity": 0.1 + }, + "stroke": true, + "weight": 4 + } + }, + "polyline": {}, + "rectangle": { + "metric": [ + "km", + "m" + ], + "shapeOptions": { + "clickable": true, + "color": "#000000", + "fill": true, + "fillColor": "#fca45d", + "fillOpacity": 0.1, + "opacity": 0.5, + "stroke": true, + "weight": 4 + } + } } }, - "24cd286d0e3b41b38bd8f76392084aef": { + "2b71d33ef71d403086e7d15b360ede9b": { "model_module": "jupyter-leaflet", "model_module_version": "^0.17", "model_name": "LeafletWidgetControlModel", @@ -1686,197 +1629,94 @@ "position", "transparent_bg" ], - "position": "topright", - "widget": "IPY_MODEL_734e9adcc6f842deb6f9658b68ddb664" + "position": "bottomleft", + "widget": "IPY_MODEL_2cf723a768b9480da0aff79971caed85" } }, - "3388501d321a444785fcefde698554be": { + "2cf723a768b9480da0aff79971caed85": { "model_module": "@jupyter-widgets/controls", "model_module_version": "2.0.0", - "model_name": "HTMLStyleModel", + "model_name": "HTMLModel", "state": { - "description_width": "", - "font_size": null, - "text_color": null + "layout": "IPY_MODEL_4947c7fad902466fb3d34e973a87c016", + "style": "IPY_MODEL_fe3cbf0536804cd8a981c64bb4307f84", + "value": "<pre style=\"color:grey\">lat: [37.2445, 37.8976]\nlon: [125.7014, 127.4634]</pre>" } }, - "411e129130004c9aac691cf4531ecbef": { + 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+ "model_name": "LayoutModel", + "state": {} }, - "4a4d59b0adec43db9857e6e7c957abcf": { + "3654574657b042b38ab73054819afa17": { "model_module": "@jupyter-widgets/controls", "model_module_version": "2.0.0", "model_name": "FloatProgressModel", "state": { "bar_style": "success", - "layout": "IPY_MODEL_6c1c82ecb75d428d8c530b299bfed192", + "layout": "IPY_MODEL_f93dc0b33698410a9f8cc9b5118d4008", "max": 105, - "style": "IPY_MODEL_962a202ff8b64affbb005c1170a3659d", + "style": "IPY_MODEL_a7d3271c7a7e440aadd63ec9ecbd05e1", "value": 105 } }, - "5ef36759c576419b9c535214fc6847c5": { - "model_module": "@jupyter-widgets/controls", + "403d50ee736543e4a3b53ec94677fcfb": { + "model_module": "@jupyter-widgets/base", "model_module_version": "2.0.0", - "model_name": "HTMLModel", - "state": { - "layout": "IPY_MODEL_bb0d8c874e2949d082ce3dede5c52043", - "style": "IPY_MODEL_0e67bf7e7dcd4091bfbbdbcdf9779076", - "value": "100%" - } + "model_name": "LayoutModel", + "state": {} }, - 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sunriset==1.0 shapely==2.0.1 tqdm==4.66.2 From f246118b0a008a7b0e30b0f4d8d8cab191b7011e Mon Sep 17 00:00:00 2001 From: robbibt <robbibt@users.noreply.github.com> Date: Mon, 6 May 2024 22:50:40 +0000 Subject: [PATCH 7/9] Automatically update integration test validation results --- tests/README.md | 2 +- tests/validation.csv | 1 + tests/validation.jpg | Bin 73781 -> 74891 bytes 3 files changed, 2 insertions(+), 1 deletion(-) diff --git a/tests/README.md b/tests/README.md index 77fd76b1..7211f91e 100644 --- a/tests/README.md +++ b/tests/README.md @@ -10,7 +10,7 @@ Integration tests This directory contains tests that are run to verify that DEA Intertidal code runs correctly. The ``test_intertidal.py`` file runs a small-scale full workflow analysis over an intertidal flat in the Gulf of Carpentaria using the DEA Intertidal [Command Line Interface (CLI) tools](../notebooks/Intertidal_CLI.ipynb), and compares these results against a LiDAR validation DEM to produce some simple accuracy metrics. -The latest integration test completed at **2024-04-23 15:49**. Compared to the previous run, it had an: +The latest integration test completed at **2024-05-07 08:50**. Compared to the previous run, it had an: - RMSE accuracy of **0.14 m ( :heavy_minus_sign: no change)** - MAE accuracy of **0.12 m ( :heavy_minus_sign: no change)** - Bias of **0.12 m ( :heavy_minus_sign: no change)** diff --git a/tests/validation.csv b/tests/validation.csv index 39ad2ad8..08816e6b 100644 --- a/tests/validation.csv +++ b/tests/validation.csv @@ -56,3 +56,4 @@ time,Correlation,RMSE,MAE,R-squared,Bias,Regression slope 2024-03-26 00:54:18.363134+00:00,0.975,0.141,0.121,0.95,0.116,1.11 2024-04-12 00:45:53.360679+00:00,0.975,0.141,0.121,0.764,0.116,1.11 2024-04-23 05:49:24.645404+00:00,0.975,0.141,0.121,0.95,0.116,1.11 +2024-05-06 22:50:22.431050+00:00,0.975,0.141,0.121,0.95,0.116,1.11 diff --git a/tests/validation.jpg b/tests/validation.jpg index cf3dee22e0c9832bd2e402c26af05a0a3d935da1..395804f36dc6ff3531479f755920d5cb4c6b1abd 100644 GIT binary patch delta 57180 zcmc$_bx>W=6DIfw9^BnESa1oR1P>bA6P(Ax-7bOP4grF@yFP-uhTxKiy9XZn0tA-d 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notebooks/Intertidal_elevation_stac.ipynb | 34 ++++++++--------------- requirements.txt | 12 ++++---- 2 files changed, 18 insertions(+), 28 deletions(-) diff --git a/notebooks/Intertidal_elevation_stac.ipynb b/notebooks/Intertidal_elevation_stac.ipynb index 0d65ee2d..61a61c64 100644 --- a/notebooks/Intertidal_elevation_stac.ipynb +++ b/notebooks/Intertidal_elevation_stac.ipynb @@ -1576,24 +1576,19 @@ ], "polygon": { "shapeOptions": { - "clickable": true, "color": "#000000", "editing": { "color": "#000000", "fillColor": "#fca45d", "fillOpacity": 0.1 }, - "fill": true, "fillColor": "#fca45d", "fillOpacity": 0.1, - "opacity": 0.5, "original": { "color": "#000000", "fillColor": "#fca45d", "fillOpacity": 0.1 - }, - "stroke": true, - "weight": 4 + } } }, "polyline": {}, @@ -1603,14 +1598,9 @@ "m" ], "shapeOptions": { - "clickable": true, "color": "#000000", - "fill": true, "fillColor": "#fca45d", - "fillOpacity": 0.1, - "opacity": 0.5, - "stroke": true, - "weight": 4 + "fillOpacity": 0.1 } } } @@ -1640,7 +1630,7 @@ "state": { "layout": "IPY_MODEL_4947c7fad902466fb3d34e973a87c016", "style": "IPY_MODEL_fe3cbf0536804cd8a981c64bb4307f84", - "value": "<pre style=\"color:grey\">lat: [37.2445, 37.8976]\nlon: [125.7014, 127.4634]</pre>" + "value": "<pre style=\"color:grey\">lat: [37.5718, 37.5718]\nlon: [126.5831, 126.5831]</pre>" } }, "319c1f9ec2f44b5393165f445bc8db7e": { @@ -1695,7 +1685,7 @@ "state": { "_model_module_version": "^0.17", "_view_module_version": "^0.17", - "bottom": 101811, + "bottom": 101511, "center": [ 37.57179370689751, 126.58241271972658 @@ -1707,16 +1697,16 @@ ], "default_style": "IPY_MODEL_694085ea29f6466a8ce6e81f5a8e0942", "dragging_style": "IPY_MODEL_319c1f9ec2f44b5393165f445bc8db7e", - "east": 127.46337890625001, + "east": 126.58309936523439, "fullscreen": false, "interpolation": "bilinear", "layers": [ "IPY_MODEL_67cc257713fb47b687ef01cf7203cf47" ], "layout": "IPY_MODEL_496ca89cea7742039292848b7574de1a", - "left": 222605, + "left": 223247, "modisdate": "2024-05-05", - "north": 37.89761413273189, + "north": 37.57179370689751, "options": [ "bounce_at_zoom_limits", "box_zoom", @@ -1746,13 +1736,13 @@ "zoom_snap" ], "prefer_canvas": false, - "right": 223888, + "right": 223247, "scroll_wheel_zoom": true, - "south": 37.24454160816698, + "south": 37.57179370689751, "style": "IPY_MODEL_319c1f9ec2f44b5393165f445bc8db7e", - "top": 101211, - "west": 125.70144653320314, - "window_url": "https://app.sandbox.dea.ga.gov.au/user/robbi.bishoptaylor@ga.gov.au/lab/tree/Robbi/dea-intertidal/notebooks/Intertidal_elevation_stac.ipynb", + "top": 101511, + "west": 126.58309936523439, + "window_url": "https://app.sandbox.dea.ga.gov.au/user/robbi.bishoptaylor@ga.gov.au/", "zoom": 10 } }, diff --git a/requirements.txt b/requirements.txt index 9c511379..697d3cba 100644 --- a/requirements.txt +++ b/requirements.txt @@ -178,7 +178,7 @@ distributed==2024.3.1 # dask-ml # datacube # odc-algo -eodatasets3==0.30.4 +eodatasets3==0.30.5 # via -r requirements.in exceptiongroup==1.2.0 # via @@ -312,7 +312,7 @@ markupsafe==2.1.5 # via # jinja2 # werkzeug -matplotlib==3.8.3 +matplotlib==3.8.4 # via # -r requirements.in # datacube-ows @@ -427,7 +427,7 @@ packaging==24.0 # scikit-image # setuptools-scm # xarray -pandas==2.2.1 +pandas==2.2.2 # via # -r requirements.in # dask-ml @@ -587,7 +587,7 @@ requests==2.31.0 # owslib # planetary-computer # pystac-client -rioxarray==0.15.2 +rioxarray==0.15.5 # via # -r requirements.in # dea-tools @@ -608,14 +608,14 @@ scikit-image==0.22.0 # -r requirements.in # dea-tools # odc-algo -scikit-learn==1.4.1.post1 +scikit-learn==1.4.2 # via # -r requirements.in # dask-glm # dask-ml # dea-tools # xskillscore -scipy==1.12.0 +scipy==1.13.0 # via # -r requirements.in # dask-glm From 094f893c13fe81fcaf0971dd48af5e92b4de59b9 Mon Sep 17 00:00:00 2001 From: robbibt <robbibt@users.noreply.github.com> Date: Tue, 7 May 2024 00:13:40 +0000 Subject: [PATCH 9/9] Automatically update integration test validation results --- tests/README.md | 2 +- tests/validation.csv | 1 + tests/validation.jpg | Bin 74891 -> 74926 bytes 3 files changed, 2 insertions(+), 1 deletion(-) diff --git a/tests/README.md b/tests/README.md index 7211f91e..47a24dad 100644 --- a/tests/README.md +++ b/tests/README.md @@ -10,7 +10,7 @@ Integration tests This directory contains tests that are run to verify that DEA Intertidal code runs correctly. The ``test_intertidal.py`` file runs a small-scale full workflow analysis over an intertidal flat in the Gulf of Carpentaria using the DEA Intertidal [Command Line Interface (CLI) tools](../notebooks/Intertidal_CLI.ipynb), and compares these results against a LiDAR validation DEM to produce some simple accuracy metrics. -The latest integration test completed at **2024-05-07 08:50**. Compared to the previous run, it had an: +The latest integration test completed at **2024-05-07 10:13**. Compared to the previous run, it had an: - RMSE accuracy of **0.14 m ( :heavy_minus_sign: no change)** - MAE accuracy of **0.12 m ( :heavy_minus_sign: no change)** - Bias of **0.12 m ( :heavy_minus_sign: no change)** diff --git a/tests/validation.csv b/tests/validation.csv index 08816e6b..c3287b8e 100644 --- a/tests/validation.csv +++ b/tests/validation.csv @@ -57,3 +57,4 @@ time,Correlation,RMSE,MAE,R-squared,Bias,Regression slope 2024-04-12 00:45:53.360679+00:00,0.975,0.141,0.121,0.764,0.116,1.11 2024-04-23 05:49:24.645404+00:00,0.975,0.141,0.121,0.95,0.116,1.11 2024-05-06 22:50:22.431050+00:00,0.975,0.141,0.121,0.95,0.116,1.11 +2024-05-07 00:13:21.589490+00:00,0.975,0.141,0.121,0.95,0.116,1.11 diff --git a/tests/validation.jpg b/tests/validation.jpg index 395804f36dc6ff3531479f755920d5cb4c6b1abd..04d86b47e1c7f0cdd77343ebcc99534eb74f1674 100644 GIT binary patch delta 48273 zcmd?PWl&r}*EKpw0zm`8T?Th|3&DcBLlPVU1os>u!JP>ZJi%=sxVw9B7<{nc4DMW> 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