{ "cells": [ { "cell_type": "markdown", "id": "09edeb95-5173-4c68-b406-b23e8101db09", "metadata": {}, "source": [ "## Leveraging Dask for timeseries sampling\n", "\n", "When loading timeseries selections that would be too large to fit in memory, or to speed up timeseries slicing, you can leverage dask to return lazy arrays to napari to point to yt datasets of a timeseries. The two relevant parameters to `yt_napari.timeseries.add_to_viewer()` are `use_dask` and `return_delayed`. \n", "\n", "But first, we'll spin up a dask client. \n", "\n", "As a side note -- `yt` is generally not guaranteed to be threadsafe. But in practice, the sampling in `yt_napari` does tend to be thread safe as long as you disable `yt`'s logging, which `timeseries.add_to_viewer` does internally. \n", "\n", "With that said, we'll spin up a dask client with 5 workers and 5 threads per worker:" ] }, { "cell_type": "code", "execution_count": 2, "id": "603c648a-95a7-48a9-bf1a-54919a273955", "metadata": {}, "outputs": [], "source": [ "from dask.distributed import Client " ] }, { "cell_type": "code", "execution_count": 4, "id": "1ed33f93-3ef5-407f-b3d1-8a6e03d3fe70", "metadata": {}, "outputs": [], "source": [ "c = Client(n_workers=5, threads_per_worker=5)" ] }, { "cell_type": "code", "execution_count": 5, "id": "4cea9a5b-2552-4ba0-82b3-2ce38d984d5f", "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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Client

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Client-2d8dc34d-387b-11ee-9086-9d370e7ce927

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Connection method: Cluster objectCluster type: distributed.LocalCluster
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Cluster Info

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LocalCluster

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c1666a68

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Status: runningUsing processes: True
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Scheduler Info

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Scheduler

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\n", " Comm: tcp://127.0.0.1:35003\n", " \n", " Workers: 5\n", "
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Workers

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Worker: 0

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Worker: 1

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Worker: 2

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Worker: 3

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Worker: 4

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" ], "text/plain": [ "" ] }, "execution_count": 5, "metadata": {}, "output_type": "execute_result" } ], "source": [ "c" ] }, { "cell_type": "markdown", "id": "f009382d-ac3c-4a01-a810-18c6d48fa79a", "metadata": {}, "source": [ "and let's import our packages and initialize a napari viewer:" ] }, { "cell_type": "code", "execution_count": 6, "id": "398d22f7-de0b-407f-8f3b-ba58e83b2d2f", "metadata": {}, "outputs": [], "source": [ "import napari \n", "from yt_napari import timeseries\n", "v = napari.Viewer()" ] }, { "cell_type": "markdown", "id": "90ea8450-3fda-447c-a0b7-0dac243e930c", "metadata": {}, "source": [ "## Delayed image stacks \n", "\n", "When supplying `use_dask`, it is recommended that you also use `load_as_stack`, which results in a napari image layer where only the active slice is loaded in memory. Note that it's good to provide the `contrast_limits` here as well so that the image is normalized across timesteps. \n", "\n", "For 2D slices:" ] }, { "cell_type": "code", "execution_count": 11, "id": "971adebb-aa63-42d8-a553-63df627e815c", "metadata": {}, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "Parsing Hierarchy : 100%|██████████| 2/2 [00:00<00:00, 17119.61it/s]\n", "Parsing Hierarchy : 100%|██████████| 120/120 [00:00<00:00, 17126.02it/s]\n" ] } ], "source": [ "%%capture\n", "slc = timeseries.Slice((\"enzo\", \"Density\"), \"x\", resolution=(800, 800))\n", "file_pattern = \"enzo_tiny_cosmology/DD????/DD????\"\n", "timeseries.add_to_viewer(v, slc, file_pattern=file_pattern, load_as_stack=True, \n", " use_dask=True, \n", " contrast_limits=(-1, 2),\n", " colormap = 'magma',\n", " name=\"Lazy density\")" ] }, { "cell_type": "code", "execution_count": 12, "id": "d01aaecb-5083-45f2-bade-b4cb271ded38", "metadata": {}, "outputs": [ { "data": { "image/png": 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", "text/html": [ "\"\"" ], "text/plain": [ "" ] }, "execution_count": 12, "metadata": {}, "output_type": "execute_result" } ], "source": [ "from napari.utils import nbscreenshot\n", "nbscreenshot(v)" ] }, { "cell_type": "markdown", "id": "5c8a6f04-3760-4d2e-8e69-96346129bc2a", "metadata": {}, "source": [ "Now, as you drag the slider through, each timestep will be loaded on demand. While this adds a few seconds of processing time, it does allow you to load data that would not fit fully into memory. While less of a problem for slices, the following demonstrates a case that would result in an array roughly 22 Gb in size when loaded in memory:" ] }, { "cell_type": "code", "execution_count": 19, "id": "6122bc9f-6ef8-4af8-b5d5-2e94916fb760", "metadata": {}, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "Parsing Hierarchy : 100%|██████████| 2/2 [00:00<00:00, 16912.52it/s]\n", "Parsing Hierarchy : 100%|██████████| 2/2 [00:00<00:00, 16131.94it/s]\n", "Parsing Hierarchy : 100%|██████████| 120/120 [00:00<00:00, 4619.24it/s]\n", "Parsing Hierarchy : 100%|██████████| 2/2 [00:00<00:00, 17623.13it/s]\n", "Parsing Hierarchy : 100%|██████████| 41/41 [00:00<00:00, 1803.40it/s]\n", "Parsing Hierarchy : 100%|██████████| 86/86 [00:00<00:00, 2899.93it/s]\n", "Parsing Hierarchy : 100%|██████████| 189/189 [00:00<00:00, 6309.63it/s]\n", "Parsing Hierarchy : 100%|██████████| 187/187 [00:00<00:00, 6255.16it/s]\n", "Parsing Hierarchy : 100%|██████████| 194/194 [00:00<00:00, 6509.09it/s]\n", "Parsing Hierarchy : 100%|██████████| 214/214 [00:00<00:00, 6973.94it/s]\n" ] } ], "source": [ "%%capture\n", "reg = timeseries.Region((\"enzo\", \"Density\"), resolution=(400, 400, 400))\n", "v.layers.clear()\n", "timeseries.add_to_viewer(v, reg, file_pattern=file_pattern, load_as_stack=True, \n", " use_dask=True, \n", " contrast_limits=(-1, 2),\n", " colormap='magma',\n", " name='Lazy region',)\n", "v.dims.ndisplay = 3" ] }, { "cell_type": "markdown", "id": "c727e7f1-ab28-4c44-8d75-e3de93098878", "metadata": {}, "source": [ "and now clicking through timesteps loads a new 3D region on demand:" ] }, { "cell_type": "markdown", "id": "ce7b8633-4911-4a8c-8850-9fb9491e4a20", "metadata": {}, "source": [ "![](./resources/yt_napari_timeseries_regdask_vid.gif)" ] }, { "cell_type": "markdown", "id": "22e0c1d3-2552-45ad-99d5-f0136d98e5af", "metadata": {}, "source": [ "## Using dask, returning in-memory image array \n", "\n", "Finally, for the case where you **can** fit the whole image array in memory, you can set `returned_delayed` to False and dask will be used to fetch the selections. This works best for slices, where you **probably** can safely fit all those slices in memory. " ] }, { "cell_type": "code", "execution_count": 21, "id": "47a56288-42fd-4c93-93c7-3d89338fda4d", "metadata": {}, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "Parsing Hierarchy : 100%|██████████| 2/2 [00:00<00:00, 15279.80it/s]\n", "Parsing Hierarchy : 100%|██████████| 120/120 [00:00<00:00, 4467.13it/s]\n", "Parsing Hierarchy : 0%| | 0/143 [00:00