From a24f8bb185563aefdd152158485edf6c9e01af44 Mon Sep 17 00:00:00 2001 From: Alden Keefe Sampson Date: Fri, 24 Jul 2026 22:43:03 -0400 Subject: [PATCH] Open IMERG notebooks via the dynamical-catalog STAC catalog Now that the NASA IMERG collections are published to the dynamical.org STAC catalog, replace the direct anonymous icechunk store open (and its placeholder comment) with the idiomatic dynamical_catalog.open(...) call used by the other quickstart notebooks. Outputs are from a clean run resolving through the live prod catalog. Co-Authored-By: Claude Opus 4.8 (1M context) Claude-Session: https://claude.ai/code/session_01Vz7QJ7V2TA1qoi6TWKNNLk --- nasa-imerg-analysis-early.ipynb | 147 +++++++++++++++----------------- nasa-imerg-analysis-late.ipynb | 143 ++++++++++++++----------------- 2 files changed, 134 insertions(+), 156 deletions(-) diff --git a/nasa-imerg-analysis-early.ipynb b/nasa-imerg-analysis-early.ipynb index 4b0025a..08dca7f 100644 --- a/nasa-imerg-analysis-early.ipynb +++ b/nasa-imerg-analysis-early.ipynb @@ -20,10 +20,10 @@ "id": "d02d2a61", "metadata": { "execution": { - "iopub.execute_input": "2026-07-24T22:23:10.791244Z", - "iopub.status.busy": "2026-07-24T22:23:10.790819Z", - "iopub.status.idle": "2026-07-24T22:23:10.796626Z", - "shell.execute_reply": "2026-07-24T22:23:10.795290Z" + "iopub.execute_input": "2026-07-25T02:43:47.864402Z", + "iopub.status.busy": "2026-07-25T02:43:47.863873Z", + "iopub.status.idle": "2026-07-25T02:43:47.869556Z", + "shell.execute_reply": "2026-07-25T02:43:47.868336Z" } }, "outputs": [], @@ -39,10 +39,10 @@ "id": "7ec25ecc", "metadata": { "execution": { - "iopub.execute_input": "2026-07-24T22:23:10.800380Z", - "iopub.status.busy": "2026-07-24T22:23:10.800008Z", - "iopub.status.idle": "2026-07-24T22:23:12.845292Z", - "shell.execute_reply": "2026-07-24T22:23:12.844314Z" + "iopub.execute_input": "2026-07-25T02:43:47.872958Z", + "iopub.status.busy": "2026-07-25T02:43:47.872622Z", + "iopub.status.idle": "2026-07-25T02:43:50.502604Z", + "shell.execute_reply": "2026-07-25T02:43:50.502126Z" } }, "outputs": [ @@ -592,7 +592,7 @@ " stroke-width: 0.8px;\n", "}\n", "
<xarray.Dataset> Size: 26TB\n",
-       "Dimensions:                              (time: 500722, latitude: 1800,\n",
+       "Dimensions:                              (time: 500732, latitude: 1800,\n",
        "                                          longitude: 3600)\n",
        "Coordinates:\n",
        "  * time                                 (time) datetime64[ns] 4MB 1998-01-01...\n",
@@ -600,8 +600,8 @@
        "  * longitude                            (longitude) float64 29kB -179.9 ... ...\n",
        "    spatial_ref                          int64 8B ...\n",
        "Data variables:\n",
-       "    precipitation_surface                (time, latitude, longitude) float32 13TB ...\n",
        "    precipitation_quality_index_surface  (time, latitude, longitude) float32 13TB ...\n",
+       "    precipitation_surface                (time, latitude, longitude) float32 13TB ...\n",
        "Attributes:\n",
        "    dataset_id:          nasa-imerg-analysis-early\n",
        "    dataset_version:     0.1.0\n",
@@ -612,15 +612,15 @@
        "    spatial_domain:      Global\n",
        "    spatial_resolution:  0.1 degrees (~10km)\n",
        "    time_domain:         1998-01-01 00:00:00 UTC to Present\n",
-       "    time_resolution:     30 minutes
" + " time_resolution: 30 minutes" ], "text/plain": [ " Size: 26TB\n", - "Dimensions: (time: 500722, latitude: 1800,\n", + "Dimensions: (time: 500732, latitude: 1800,\n", " longitude: 3600)\n", "Coordinates:\n", " * time (time) datetime64[ns] 4MB 1998-01-01...\n", @@ -628,8 +628,8 @@ " * longitude (longitude) float64 29kB -179.9 ... ...\n", " spatial_ref int64 8B ...\n", "Data variables:\n", - " precipitation_surface (time, latitude, longitude) float32 13TB ...\n", " precipitation_quality_index_surface (time, latitude, longitude) float32 13TB ...\n", + " precipitation_surface (time, latitude, longitude) float32 13TB ...\n", "Attributes:\n", " dataset_id: nasa-imerg-analysis-early\n", " dataset_version: 0.1.0\n", @@ -649,20 +649,9 @@ } ], "source": [ - "import icechunk\n", - "import xarray as xr\n", + "import dynamical_catalog\n", "\n", - "# Once released to the catalog this will open with\n", - "# import dynamical_catalog; ds = dynamical_catalog.open(\"nasa-imerg-analysis-early\", chunks=None)\n", - "# Until then, open its public, anonymous, read-only Icechunk store directly:\n", - "storage = icechunk.s3_storage(\n", - " bucket=\"dynamical-nasa-imerg\",\n", - " prefix=\"nasa-imerg-analysis-early/v0.1.0.icechunk\",\n", - " region=\"us-west-2\",\n", - " anonymous=True,\n", - ")\n", - "repo = icechunk.Repository.open(storage)\n", - "ds = xr.open_zarr(repo.readonly_session(\"main\").store, consolidated=False, chunks=None)\n", + "ds = dynamical_catalog.open(\"nasa-imerg-analysis-early\", chunks=None)\n", "ds" ] }, @@ -680,17 +669,17 @@ "id": "561e3378", "metadata": { "execution": { - "iopub.execute_input": "2026-07-24T22:23:12.848553Z", - "iopub.status.busy": "2026-07-24T22:23:12.847966Z", - "iopub.status.idle": "2026-07-24T22:23:18.483021Z", - "shell.execute_reply": "2026-07-24T22:23:18.482484Z" + "iopub.execute_input": "2026-07-25T02:43:50.504023Z", + "iopub.status.busy": "2026-07-25T02:43:50.503819Z", + "iopub.status.idle": "2026-07-25T02:43:55.953691Z", + "shell.execute_reply": "2026-07-25T02:43:55.953122Z" } }, "outputs": [ { "data": { "text/plain": [ - "[]" + "[]" ] }, "execution_count": 3, @@ -699,7 +688,7 @@ }, { "data": { - "image/png": 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", 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", "text/plain": [ "
" ] @@ -725,17 +714,17 @@ "id": "6de3cb98", "metadata": { "execution": { - "iopub.execute_input": "2026-07-24T22:23:18.484783Z", - "iopub.status.busy": "2026-07-24T22:23:18.484492Z", - "iopub.status.idle": "2026-07-24T22:23:40.633179Z", - "shell.execute_reply": "2026-07-24T22:23:40.632631Z" + "iopub.execute_input": "2026-07-25T02:43:55.954997Z", + "iopub.status.busy": "2026-07-25T02:43:55.954761Z", + "iopub.status.idle": "2026-07-25T02:44:17.569277Z", + "shell.execute_reply": "2026-07-25T02:44:17.568282Z" } }, "outputs": [ { "data": { "text/plain": [ - "" + "" ] }, "execution_count": 4, @@ -779,18 +768,18 @@ "id": "c69cb409", "metadata": { "execution": { - "iopub.execute_input": "2026-07-24T22:23:40.635147Z", - "iopub.status.busy": "2026-07-24T22:23:40.634953Z", - "iopub.status.idle": "2026-07-24T22:23:50.410062Z", - "shell.execute_reply": "2026-07-24T22:23:50.409524Z" + "iopub.execute_input": "2026-07-25T02:44:17.570640Z", + "iopub.status.busy": "2026-07-25T02:44:17.570521Z", + "iopub.status.idle": "2026-07-25T02:44:30.385986Z", + "shell.execute_reply": "2026-07-25T02:44:30.385488Z" } }, "outputs": [ { "data": { "text/plain": [ - "[,\n", - " ]" + "[,\n", + " ]" ] }, "execution_count": 5, @@ -842,17 +831,17 @@ "id": "19c2b6d8", "metadata": { "execution": { - "iopub.execute_input": "2026-07-24T22:23:50.411606Z", - "iopub.status.busy": "2026-07-24T22:23:50.411470Z", - "iopub.status.idle": "2026-07-24T22:24:05.303342Z", - "shell.execute_reply": "2026-07-24T22:24:05.302662Z" + "iopub.execute_input": "2026-07-25T02:44:30.387473Z", + "iopub.status.busy": "2026-07-25T02:44:30.387335Z", + "iopub.status.idle": "2026-07-25T02:44:43.496456Z", + "shell.execute_reply": "2026-07-25T02:44:43.495929Z" } }, "outputs": [ { "data": { "text/plain": [ - "" + "" ] }, "execution_count": 6, @@ -893,10 +882,10 @@ "id": "01083ad7", "metadata": { "execution": { - "iopub.execute_input": "2026-07-24T22:24:05.304767Z", - "iopub.status.busy": "2026-07-24T22:24:05.304646Z", - "iopub.status.idle": "2026-07-24T22:24:19.698685Z", - "shell.execute_reply": "2026-07-24T22:24:19.698094Z" + "iopub.execute_input": "2026-07-25T02:44:43.497665Z", + "iopub.status.busy": "2026-07-25T02:44:43.497536Z", + "iopub.status.idle": "2026-07-25T02:44:50.730548Z", + "shell.execute_reply": "2026-07-25T02:44:50.729916Z" } }, "outputs": [ @@ -1088,42 +1077,42 @@ "\n", "\n", "
\n", - " \n", + " \n", "
\n", - " \n", + " oninput=\"anim71070a510d554507a787a5360113cccf.set_frame(parseInt(this.value));\">\n", "
\n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", "
\n", - "
\n", - " \n", - " \n", - " Once\n", + " \n", - " \n", - " Loop\n", + " \n", - " \n", + " \n", "
\n", "
\n", "
\n", @@ -1133,9 +1122,9 @@ " /* Instantiate the Animation class. */\n", " /* The IDs given should match those used in the template above. */\n", " (function() {\n", - " var img_id = \"_anim_img783182817d5c4f418ab3e1da9217dd13\";\n", - " var slider_id = \"_anim_slider783182817d5c4f418ab3e1da9217dd13\";\n", - " var loop_select_id = \"_anim_loop_select783182817d5c4f418ab3e1da9217dd13\";\n", + " var img_id = \"_anim_img71070a510d554507a787a5360113cccf\";\n", + " var slider_id = \"_anim_slider71070a510d554507a787a5360113cccf\";\n", + " var loop_select_id = \"_anim_loop_select71070a510d554507a787a5360113cccf\";\n", " var frames = new Array(44);\n", " \n", " frames[0] = \"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAyAAAAImCAYAAACrXu7BAAAAOnRFWHRTb2Z0d2FyZQBNYXRwbG90\\\n", @@ -32071,7 +32060,7 @@ " /* set a timeout to make sure all the above elements are created before\n", " the object is initialized. */\n", " setTimeout(function() {\n", - " anim783182817d5c4f418ab3e1da9217dd13 = new Animation(frames, img_id, slider_id, 149.0,\n", + " anim71070a510d554507a787a5360113cccf = new Animation(frames, img_id, slider_id, 149.0,\n", " loop_select_id);\n", " }, 0);\n", " })()\n", diff --git a/nasa-imerg-analysis-late.ipynb b/nasa-imerg-analysis-late.ipynb index 3d2b68c..214c0ef 100644 --- a/nasa-imerg-analysis-late.ipynb +++ b/nasa-imerg-analysis-late.ipynb @@ -20,10 +20,10 @@ "id": "d02d2a61", "metadata": { "execution": { - "iopub.execute_input": "2026-07-24T22:18:41.929900Z", - "iopub.status.busy": "2026-07-24T22:18:41.929576Z", - "iopub.status.idle": "2026-07-24T22:18:41.935338Z", - "shell.execute_reply": "2026-07-24T22:18:41.933942Z" + "iopub.execute_input": "2026-07-25T02:44:52.018746Z", + "iopub.status.busy": "2026-07-25T02:44:52.018400Z", + "iopub.status.idle": "2026-07-25T02:44:52.031804Z", + "shell.execute_reply": "2026-07-25T02:44:52.030542Z" } }, "outputs": [], @@ -39,10 +39,10 @@ "id": "7ec25ecc", "metadata": { "execution": { - "iopub.execute_input": "2026-07-24T22:18:41.938502Z", - "iopub.status.busy": "2026-07-24T22:18:41.938155Z", - "iopub.status.idle": "2026-07-24T22:18:44.212693Z", - "shell.execute_reply": "2026-07-24T22:18:44.212131Z" + "iopub.execute_input": "2026-07-25T02:44:52.035966Z", + "iopub.status.busy": "2026-07-25T02:44:52.035474Z", + "iopub.status.idle": "2026-07-25T02:44:54.389650Z", + "shell.execute_reply": "2026-07-25T02:44:54.388000Z" } }, "outputs": [ @@ -592,7 +592,7 @@ " stroke-width: 0.8px;\n", "}\n", "
<xarray.Dataset> Size: 26TB\n",
-       "Dimensions:                              (time: 500702, latitude: 1800,\n",
+       "Dimensions:                              (time: 500710, latitude: 1800,\n",
        "                                          longitude: 3600)\n",
        "Coordinates:\n",
        "  * time                                 (time) datetime64[ns] 4MB 1998-01-01...\n",
@@ -612,15 +612,15 @@
        "    spatial_domain:      Global\n",
        "    spatial_resolution:  0.1 degrees (~10km)\n",
        "    time_domain:         1998-01-01 00:00:00 UTC to Present\n",
-       "    time_resolution:     30 minutes
" + " time_resolution: 30 minutes" ], "text/plain": [ " Size: 26TB\n", - "Dimensions: (time: 500702, latitude: 1800,\n", + "Dimensions: (time: 500710, latitude: 1800,\n", " longitude: 3600)\n", "Coordinates:\n", " * time (time) datetime64[ns] 4MB 1998-01-01...\n", @@ -649,20 +649,9 @@ } ], "source": [ - "import icechunk\n", - "import xarray as xr\n", + "import dynamical_catalog\n", "\n", - "# Once released to the catalog this will open with\n", - "# import dynamical_catalog; ds = dynamical_catalog.open(\"nasa-imerg-analysis-late\", chunks=None)\n", - "# Until then, open its public, anonymous, read-only Icechunk store directly:\n", - "storage = icechunk.s3_storage(\n", - " bucket=\"dynamical-nasa-imerg\",\n", - " prefix=\"nasa-imerg-analysis-late/v0.1.0.icechunk\",\n", - " region=\"us-west-2\",\n", - " anonymous=True,\n", - ")\n", - "repo = icechunk.Repository.open(storage)\n", - "ds = xr.open_zarr(repo.readonly_session(\"main\").store, consolidated=False, chunks=None)\n", + "ds = dynamical_catalog.open(\"nasa-imerg-analysis-late\", chunks=None)\n", "ds" ] }, @@ -680,17 +669,17 @@ "id": "561e3378", "metadata": { "execution": { - "iopub.execute_input": "2026-07-24T22:18:44.214335Z", - "iopub.status.busy": "2026-07-24T22:18:44.214081Z", - "iopub.status.idle": "2026-07-24T22:18:50.106888Z", - "shell.execute_reply": "2026-07-24T22:18:50.106306Z" + "iopub.execute_input": "2026-07-25T02:44:54.393074Z", + "iopub.status.busy": "2026-07-25T02:44:54.392516Z", + "iopub.status.idle": "2026-07-25T02:45:00.362836Z", + "shell.execute_reply": "2026-07-25T02:45:00.362283Z" } }, "outputs": [ { "data": { "text/plain": [ - "[]" + "[]" ] }, "execution_count": 3, @@ -699,7 +688,7 @@ }, { "data": { - "image/png": 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", + "image/png": 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", "text/plain": [ "
" ] @@ -725,17 +714,17 @@ "id": "6de3cb98", "metadata": { "execution": { - "iopub.execute_input": "2026-07-24T22:18:50.108459Z", - "iopub.status.busy": "2026-07-24T22:18:50.108221Z", - "iopub.status.idle": "2026-07-24T22:19:13.227295Z", - "shell.execute_reply": "2026-07-24T22:19:13.226739Z" + "iopub.execute_input": "2026-07-25T02:45:00.364537Z", + "iopub.status.busy": "2026-07-25T02:45:00.364223Z", + "iopub.status.idle": "2026-07-25T02:45:19.964774Z", + "shell.execute_reply": "2026-07-25T02:45:19.964128Z" } }, "outputs": [ { "data": { "text/plain": [ - "" + "" ] }, "execution_count": 4, @@ -779,18 +768,18 @@ "id": "c69cb409", "metadata": { "execution": { - "iopub.execute_input": "2026-07-24T22:19:13.228894Z", - "iopub.status.busy": "2026-07-24T22:19:13.228770Z", - "iopub.status.idle": "2026-07-24T22:19:21.706974Z", - "shell.execute_reply": "2026-07-24T22:19:21.706201Z" + "iopub.execute_input": "2026-07-25T02:45:19.966684Z", + "iopub.status.busy": "2026-07-25T02:45:19.966507Z", + "iopub.status.idle": "2026-07-25T02:45:29.389582Z", + "shell.execute_reply": "2026-07-25T02:45:29.388892Z" } }, "outputs": [ { "data": { "text/plain": [ - "[,\n", - " ]" + "[,\n", + " ]" ] }, "execution_count": 5, @@ -842,17 +831,17 @@ "id": "19c2b6d8", "metadata": { "execution": { - "iopub.execute_input": "2026-07-24T22:19:21.708335Z", - "iopub.status.busy": "2026-07-24T22:19:21.708200Z", - "iopub.status.idle": "2026-07-24T22:19:33.671841Z", - "shell.execute_reply": "2026-07-24T22:19:33.671091Z" + "iopub.execute_input": "2026-07-25T02:45:29.390830Z", + "iopub.status.busy": "2026-07-25T02:45:29.390695Z", + "iopub.status.idle": "2026-07-25T02:45:38.668613Z", + "shell.execute_reply": "2026-07-25T02:45:38.667891Z" } }, "outputs": [ { "data": { "text/plain": [ - "" + "" ] }, "execution_count": 6, @@ -893,10 +882,10 @@ "id": "01083ad7", "metadata": { "execution": { - "iopub.execute_input": "2026-07-24T22:19:33.673157Z", - "iopub.status.busy": "2026-07-24T22:19:33.673010Z", - "iopub.status.idle": "2026-07-24T22:19:41.377509Z", - "shell.execute_reply": "2026-07-24T22:19:41.376930Z" + "iopub.execute_input": "2026-07-25T02:45:38.670059Z", + "iopub.status.busy": "2026-07-25T02:45:38.669885Z", + "iopub.status.idle": "2026-07-25T02:45:46.201555Z", + "shell.execute_reply": "2026-07-25T02:45:46.201027Z" } }, "outputs": [ @@ -1088,42 +1077,42 @@ "\n", "\n", "
\n", - " \n", + " \n", "
\n", - " \n", + " oninput=\"animf510a8f2048846e2af383e9ab65465b5.set_frame(parseInt(this.value));\">\n", "
\n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", "
\n", - "
\n", - " \n", - " \n", - " Once\n", + " \n", - " \n", - " Loop\n", + " \n", - " \n", + " \n", "
\n", "
\n", "
\n", @@ -1133,9 +1122,9 @@ " /* Instantiate the Animation class. */\n", " /* The IDs given should match those used in the template above. */\n", " (function() {\n", - " var img_id = \"_anim_img304a24608af543388ce54779a159864c\";\n", - " var slider_id = \"_anim_slider304a24608af543388ce54779a159864c\";\n", - " var loop_select_id = \"_anim_loop_select304a24608af543388ce54779a159864c\";\n", + " var img_id = \"_anim_imgf510a8f2048846e2af383e9ab65465b5\";\n", + " var slider_id = \"_anim_sliderf510a8f2048846e2af383e9ab65465b5\";\n", + " var loop_select_id = \"_anim_loop_selectf510a8f2048846e2af383e9ab65465b5\";\n", " var frames = new Array(44);\n", " \n", " frames[0] = \"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAyAAAAImCAYAAACrXu7BAAAAOnRFWHRTb2Z0d2FyZQBNYXRwbG90\\\n", @@ -28956,7 +28945,7 @@ " /* set a timeout to make sure all the above elements are created before\n", " the object is initialized. */\n", " setTimeout(function() {\n", - " anim304a24608af543388ce54779a159864c = new Animation(frames, img_id, slider_id, 149.0,\n", + " animf510a8f2048846e2af383e9ab65465b5 = new Animation(frames, img_id, slider_id, 149.0,\n", " loop_select_id);\n", " }, 0);\n", " })()\n",