{
"cells": [
{
"cell_type": "markdown",
"id": "34ac60e3-0e91-47f6-b434-e94271477e8b",
"metadata": {},
"source": [
"## Embedded, interpolated datasets\n",
"\n",
"Non-cartesian coordinate systems are common in the physical sciences, but many visualization and analysis tools are optimized for cartesian coordinates. 3D volume rendering, for example, typically requires transformation from a dataset's native non-cartesian coordinate systems to cartesian. \n",
"\n",
"yt_xarray provides a framework for building an interpolation pipeline that results in a cartesian yt dataset in which the required transformations and interpolations are embedded within the functions that yt uses to fetch data. As a result, interpolation happens on demand as yt needs data, circumventing the need for pre-interpolating data onto a cartesian grid. \n",
"\n",
"An embedded interpolation pipeline is built in 3 steps:\n",
"\n",
"1. load your xarray dataset\n",
"2. initialize an appropriate `yt_xarray.transformations.Transformer` (or write your own) that provides methods to go from your dataset's native coordinates to 3D cartesian coordinates\n",
"3. initialize a yt cartesian dataset using `yt_xarray.transformations.build_interpolated_cartesian_ds`"
]
},
{
"cell_type": "markdown",
"id": "e956687c-b443-4738-ac10-bf30e4d81cc5",
"metadata": {},
"source": [
"### Using the `GeocentricCartesian` transformer\n",
"\n",
"One of the available transformation objects, `GeocentricCartesian`, implements transformations from 3D geographic coordinates (radius/altitude/depth, latitude, longitude) to cartesian coordinates. To use it, provide the `radial_type`: one of `\"radius\"`, `\"altitude\"` or , `\"depth\"`. For the latter two, the transformation will include an offset by subtracting or adding the reference radius, which can be controlled by the `r_o` parameter:"
]
},
{
"cell_type": "code",
"execution_count": 1,
"id": "d8a8ac2e-091e-4828-9593-d5931a8fdc95",
"metadata": {},
"outputs": [],
"source": [
"from yt_xarray.transformations import GeocentricCartesian\n",
"\n",
"gc = GeocentricCartesian('radius', r_o = 5000) "
]
},
{
"cell_type": "markdown",
"id": "5583d777-d90f-4618-91b3-467f0a175a42",
"metadata": {},
"source": [
"The `gc` object has a number of important properties and methods. `native_coords` and `transformed_coords` are ordered tuples of the coordinate names in the native (geographic) and transformed (cartesian) systems"
]
},
{
"cell_type": "code",
"execution_count": 2,
"id": "00121410-c789-44e0-b923-747d4e7d4774",
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"('radius', 'latitude', 'longitude')"
]
},
"execution_count": 2,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"gc.native_coords"
]
},
{
"cell_type": "code",
"execution_count": 3,
"id": "3aa4aa17-0b69-44a6-a832-9a72e72114d3",
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"('x', 'y', 'z')"
]
},
"execution_count": 3,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"gc.transformed_coords"
]
},
{
"cell_type": "markdown",
"id": "7a18f6bf-7cef-4f9d-bf24-abeba800c9b5",
"metadata": {},
"source": [
"Transformations are calculated using the `to_transformed` and `to_native` methods. These methods accept keyword arguments that match the names from the `native_coords` and `transformed_coords` tuples. The coordinate values can be single floats,"
]
},
{
"cell_type": "code",
"execution_count": 4,
"id": "d421d528-8829-41fc-b60f-2f18ef1966b7",
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"(-2165.0635094610957, 3750.0000000000005, 2500.0000000000005)"
]
},
"execution_count": 4,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"gc.to_transformed(radius=5000, latitude=30, longitude=120)"
]
},
{
"cell_type": "markdown",
"id": "f7cdcf45-67b8-471b-812f-f273147707b6",
"metadata": {},
"source": [
"or arrays of the same size"
]
},
{
"cell_type": "code",
"execution_count": 5,
"id": "2d44fcc1-86e7-4111-9b83-914bb8fa0e2b",
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"(array([ 8.66025404e-02, 3.68622275e+02, 1.67104733e+02, -7.21716704e+02,\n",
" -1.80848450e+03, -2.26058528e+03, -1.44339011e+03, 5.84828971e+02,\n",
" 2.94851381e+03, 4.33012702e+03]),\n",
" array([ 0.00000000e+00, 3.09310815e+02, 9.47698036e+02, 1.25005000e+03,\n",
" 6.58234528e+02, -8.22785755e+02, -2.50002500e+03, -3.31672991e+03,\n",
" -2.47409685e+03, -1.06057524e-12]),\n",
" array([5.00000000e-02, 2.77822222e+02, 5.55594444e+02, 8.33366667e+02,\n",
" 1.11113889e+03, 1.38891111e+03, 1.66668333e+03, 1.94445556e+03,\n",
" 2.22222778e+03, 2.50000000e+03]))"
]
},
"execution_count": 5,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"import numpy as np \n",
"x, y, z = gc.to_transformed(radius=np.linspace(0.1,5000,10), \n",
" latitude=np.full((10,), 30), \n",
" longitude=np.linspace(0, 360., 10))\n",
"x, y, z"
]
},
{
"cell_type": "markdown",
"id": "9bd41d71-9ce8-4275-8ee2-460db61716d2",
"metadata": {},
"source": [
"`to_transformed` will return values in the same coordinate order as the `transformed_coords` tuple.\n",
"\n",
"To reverse the transformation, use `to_native`:"
]
},
{
"cell_type": "code",
"execution_count": 6,
"id": "a9c64a2c-7898-4bd1-8d16-b31cab189450",
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"(array([1.00000000e-01, 5.55644444e+02, 1.11118889e+03, 1.66673333e+03,\n",
" 2.22227778e+03, 2.77782222e+03, 3.33336667e+03, 3.88891111e+03,\n",
" 4.44445556e+03, 5.00000000e+03]),\n",
" array([30., 30., 30., 30., 30., 30., 30., 30., 30., 30.]),\n",
" array([ 0., 40., 80., 120., 160., 200., 240., 280., 320., 360.]))"
]
},
"execution_count": 6,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"gc.to_native(x=x, y=y, z=z)"
]
},
{
"cell_type": "markdown",
"id": "5f672795-cb70-4cc8-960a-578f3f9e4dd0",
"metadata": {},
"source": [
"### embedding a transformer within a cartesian yt dataset \n",
"\n",
"The function, `yt_xarray.transformations.build_interpolated_cartesian_ds` accepts an xarray dataset and a transformer (and some additional optional arguments) and returns a cartesian yt dataset. \n",
"\n",
"Let's first load in some random data with coordinates of (\"altitude\", \"latitude\", \"longitude\"), initialize a new `GeocentricCartesian` transformer and then build the interpolated dataset for a single field (while you can include more fields in the interpolated dataset, those fields must all have the same dimensions):"
]
},
{
"cell_type": "code",
"execution_count": 7,
"id": "a8569d9c-27f8-44ee-a996-978b753a3e68",
"metadata": {},
"outputs": [
{
"name": "stderr",
"output_type": "stream",
"text": [
"yt : [INFO ] 2024-04-25 14:39:38,732 Parameters: current_time = 0.0\n",
"yt : [INFO ] 2024-04-25 14:39:38,732 Parameters: domain_dimensions = [64 64 64]\n",
"yt : [INFO ] 2024-04-25 14:39:38,733 Parameters: domain_left_edge = [2673. 722. 1123.]\n",
"yt : [INFO ] 2024-04-25 14:39:38,733 Parameters: domain_right_edge = [11029. 8579. 8711.]\n",
"yt : [INFO ] 2024-04-25 14:39:38,733 Parameters: cosmological_simulation = 0\n"
]
}
],
"source": [
"from yt_xarray.transformations import GeocentricCartesian, build_interpolated_cartesian_ds\n",
"from yt_xarray.sample_data import load_random_xr_data\n",
"import numpy as np \n",
"\n",
"fields = {\n",
" \"field0\": (\"altitude\", \"latitude\", \"longitude\"),\n",
" }\n",
"dims = {\n",
" \"altitude\": (100, 5000, 32),\n",
" \"latitude\": (10, 50, 32),\n",
" \"longitude\": (10, 50, 22),\n",
"}\n",
"ds = load_random_xr_data(fields, dims)\n",
"\n",
"gc = GeocentricCartesian(radial_type='altitude', r_o=6371.)\n",
"ds_yt = build_interpolated_cartesian_ds(ds, gc, fields='field0')"
]
},
{
"cell_type": "markdown",
"id": "2a8c9def-16e0-4bb6-af10-8f8db7211973",
"metadata": {},
"source": [
"At this stage, no transformations or interpolations have actually occured. The yt dataset, `ds_yt`, however is a uniformly gridded cartesian dataset (a subsequent notebook will describe how to add additional grid refinement)"
]
},
{
"cell_type": "code",
"execution_count": 8,
"id": "f6833c2d-9c35-457a-802c-e12d3afbc834",
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"'cartesian'"
]
},
"execution_count": 8,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"ds_yt.coordinates.name"
]
},
{
"cell_type": "code",
"execution_count": 9,
"id": "b21bcb31-d76f-4f22-b948-dba8d2d4334e",
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"array([StreamGrid_0000 ([64 64 64])], dtype=object)"
]
},
"execution_count": 9,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"ds_yt.index.grids"
]
},
{
"cell_type": "markdown",
"id": "c618f41f-7242-43b0-89db-168130de8a59",
"metadata": {},
"source": [
"Once field data is accessed, the interpolation occurs for each yt grid as-needed. For example, reading in all the data to find the extrema"
]
},
{
"cell_type": "code",
"execution_count": 10,
"id": "7130aaf8-d3a5-43ef-bba9-27b1c5dfc8f0",
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"(unyt_quantity(2.80594227e-05, '(dimensionless)'),\n",
" unyt_quantity(0.99993815, '(dimensionless)'))"
]
},
"execution_count": 10,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"ad = ds_yt.all_data()\n",
"mn = np.nanmin(ad[\"stream\", \"field0\"])\n",
"mx = np.nanmax(ad[\"stream\", \"field0\"])\n",
"mn, mx"
]
},
{
"cell_type": "markdown",
"id": "3221ceea-16bc-4eff-aeae-f0911657ec7c",
"metadata": {},
"source": [
"or plotting"
]
},
{
"cell_type": "code",
"execution_count": 11,
"id": "8201409c-24d9-4f09-ab9b-c4ba1a99c548",
"metadata": {},
"outputs": [
{
"name": "stderr",
"output_type": "stream",
"text": [
"yt : [INFO ] 2024-04-25 14:39:39,130 xlim = 2673.000000 11029.000000\n",
"yt : [INFO ] 2024-04-25 14:39:39,137 ylim = 722.000000 8579.000000\n",
"yt : [INFO ] 2024-04-25 14:39:39,142 xlim = 2673.000000 11029.000000\n",
"yt : [INFO ] 2024-04-25 14:39:39,142 ylim = 722.000000 8579.000000\n",
"yt : [INFO ] 2024-04-25 14:39:39,147 Making a fixed resolution buffer of (('stream', 'field0')) 800 by 800\n"
]
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"text/html": [
"
"
],
"text/plain": [
""
]
},
"execution_count": 11,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"import yt \n",
"\n",
"slc = yt.SlicePlot(ds_yt, 'z', ('stream', 'field0'))\n",
"slc.set_log(('stream', 'field0'), False)\n",
"slc.set_zlim(('stream', 'field0'), 0, 1)\n",
"slc"
]
},
{
"cell_type": "markdown",
"id": "413b0e82-226c-48c5-8b66-833ab4d728f5",
"metadata": {},
"source": [
"`build_interpolated_cartesian_ds` accepts a number of keyword options to control the interpolation. \n",
"\n",
"* `fill_value` : points falling outside the bounds of the native coordinate extents are assigned this value.\n",
"* `grid_resolution`: a list of ints that specify the resolution of the coarsest grid. In the examples here, this is the resulting resolution of the single uniform grid. See the following notebook for information on grid refinement.\n",
"* `sel_dict` and `sel_dict_type`: you can provide selection dictionary as you would to an xarray `ds.sel` or `ds.isel` to subselect ranges of data to include.\n",
"* `bbox_dict`: similar to `sel_dict`, you can instead provide a bounding box dictionary where keys are the coordinate names and values are 2-element arrays or lists of the desired min and max bounds in native coordiantes. If note provided, the full available domain will be used.\n",
"* `interp_method`: this option controls how the interopolation occurs, can be either `nearest` or `interpolate`. In both cases, yt will calculate the native coordiantes of each x,y,z grid point (using the supplied transformer). Then, if `interp_method` is `nearest`, it will find the closest value in the underlying xarray dataset to fill in the grid points. If equal to `interpolate`, yt will use a linear interpolation (using xarray's own wrapping of scipy's interp functionality).\n",
"* `interp_func`: you can **additionally** provide your own function to handle the interpolation step, see below for an example.\n",
"\n",
"The remainder of the options relate to the optional grid refinement settings, which are described in a following notebook.\n",
"\n",
"An interpolated dataset will result in smoother variations:"
]
},
{
"cell_type": "code",
"execution_count": 12,
"id": "cbb42692-1176-4db7-90d6-979d28723f50",
"metadata": {},
"outputs": [
{
"name": "stderr",
"output_type": "stream",
"text": [
"yt : [INFO ] 2024-04-25 14:39:39,708 Parameters: current_time = 0.0\n",
"yt : [INFO ] 2024-04-25 14:39:39,708 Parameters: domain_dimensions = [64 64 64]\n",
"yt : [INFO ] 2024-04-25 14:39:39,709 Parameters: domain_left_edge = [2673. 722. 1123.]\n",
"yt : [INFO ] 2024-04-25 14:39:39,709 Parameters: domain_right_edge = [11029. 8579. 8711.]\n",
"yt : [INFO ] 2024-04-25 14:39:39,709 Parameters: cosmological_simulation = 0\n",
"yt : [INFO ] 2024-04-25 14:39:39,830 xlim = 2673.000000 11029.000000\n",
"yt : [INFO ] 2024-04-25 14:39:39,831 ylim = 722.000000 8579.000000\n",
"yt : [INFO ] 2024-04-25 14:39:39,832 xlim = 2673.000000 11029.000000\n",
"yt : [INFO ] 2024-04-25 14:39:39,832 ylim = 722.000000 8579.000000\n",
"yt : [INFO ] 2024-04-25 14:39:39,833 Making a fixed resolution buffer of (('stream', 'field0')) 800 by 800\n"
]
},
{
"data": {
"text/html": [
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"
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""
]
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"execution_count": 12,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"ds_yt = build_interpolated_cartesian_ds(ds, gc, fields='field0', interp_method='interpolate')\n",
"slc = yt.SlicePlot(ds_yt, 'z', ('stream', 'field0'))\n",
"slc.set_log(('stream', 'field0'), False)\n",
"slc.set_zlim(('stream', 'field0'), 0, 1)\n",
"slc"
]
},
{
"cell_type": "markdown",
"id": "5e54cc75-4066-419d-999e-95e2ff289467",
"metadata": {},
"source": [
"while a higher grid resolution will increase the number of probe points, increasing how well the underlying data can be resolved."
]
},
{
"cell_type": "code",
"execution_count": 13,
"id": "dc582d15-37c6-4ebc-a8de-7418356e6b92",
"metadata": {},
"outputs": [
{
"name": "stderr",
"output_type": "stream",
"text": [
"yt : [INFO ] 2024-04-25 14:39:40,202 Parameters: current_time = 0.0\n",
"yt : [INFO ] 2024-04-25 14:39:40,202 Parameters: domain_dimensions = [128 128 128]\n",
"yt : [INFO ] 2024-04-25 14:39:40,203 Parameters: domain_left_edge = [2673. 722. 1123.]\n",
"yt : [INFO ] 2024-04-25 14:39:40,203 Parameters: domain_right_edge = [11029. 8579. 8711.]\n",
"yt : [INFO ] 2024-04-25 14:39:40,203 Parameters: cosmological_simulation = 0\n",
"yt : [INFO ] 2024-04-25 14:39:40,408 xlim = 2673.000000 11029.000000\n",
"yt : [INFO ] 2024-04-25 14:39:40,408 ylim = 722.000000 8579.000000\n",
"yt : [INFO ] 2024-04-25 14:39:40,409 xlim = 2673.000000 11029.000000\n",
"yt : [INFO ] 2024-04-25 14:39:40,410 ylim = 722.000000 8579.000000\n",
"yt : [INFO ] 2024-04-25 14:39:40,410 Making a fixed resolution buffer of (('stream', 'field0')) 800 by 800\n"
]
},
{
"data": {
"text/html": [
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"
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""
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"execution_count": 13,
"metadata": {},
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],
"source": [
"ds_yt = build_interpolated_cartesian_ds(ds, gc, \n",
" fields='field0', \n",
" interp_method='interpolate',\n",
" grid_resolution=(128, 128, 128))\n",
"slc = yt.SlicePlot(ds_yt, 'z', ('stream', 'field0'))\n",
"slc.set_log(('stream', 'field0'), False)\n",
"slc.set_zlim(('stream', 'field0'), 0, 1)\n",
"slc"
]
},
{
"cell_type": "markdown",
"id": "e67e47d6-9fa3-4362-b38b-e3dabec96882",
"metadata": {},
"source": [
"### Embedded transformations for volume rendering \n",
"\n",
"One of the advantages of this process is how it simplifies the process of volume rendering. \n",
"\n",
"As an example, we'll use an example from the SAGE/IRIS earth model database. In this case, we'll use the regional upper mantle tomography model from Schmandt and Humphreys (2010, [doi:10.1016/j.epsl.2010.06.047](https://doi.org/10.1016/j.epsl.2010.06.047), accessible at [doi:10.17611/DP/9991760](https://doi.org/10.17611/DP/9991760)). \n",
"\n",
"First, for reference, let's load up the dataset in yt in its native cooridinates (depth, latitude, longitude) and plot a slice: "
]
},
{
"cell_type": "code",
"execution_count": 14,
"id": "9f1cf7bb-d200-4f14-ad64-3f052bbc2b61",
"metadata": {},
"outputs": [
{
"name": "stderr",
"output_type": "stream",
"text": [
"yt_xarray : [INFO ] 2024-04-25 14:39:40,867: Inferred geometry type is geodetic. To override, use ds.yt.set_geometry\n",
"yt_xarray : [INFO ] 2024-04-25 14:39:40,868: Attempting to detect if yt_xarray will require field interpolation:\n",
"yt_xarray : [INFO ] 2024-04-25 14:39:40,868: stretched grid detected: yt_xarray will interpolate.\n",
"yt : [INFO ] 2024-04-25 14:39:40,892 Parameters: current_time = 0.0\n",
"yt : [INFO ] 2024-04-25 14:39:40,893 Parameters: domain_dimensions = [ 18 92 121]\n",
"yt : [INFO ] 2024-04-25 14:39:40,893 Parameters: domain_left_edge = [ 60. 27.5 -125.75]\n",
"yt : [INFO ] 2024-04-25 14:39:40,893 Parameters: domain_right_edge = [885. 50.5 -95.5]\n",
"yt : [INFO ] 2024-04-25 14:39:40,894 Parameters: cosmological_simulation = 0\n",
"yt : [INFO ] 2024-04-25 14:39:40,927 xlim = -125.750000 -95.500000\n",
"yt : [INFO ] 2024-04-25 14:39:40,927 ylim = 27.500000 50.500000\n",
"yt : [INFO ] 2024-04-25 14:39:40,927 Setting origin='native' for internal_geographic geometry.\n",
"yt : [INFO ] 2024-04-25 14:39:40,929 xlim = -125.750000 -95.500000\n",
"yt : [INFO ] 2024-04-25 14:39:40,929 ylim = 27.500000 50.500000\n",
"yt : [INFO ] 2024-04-25 14:39:40,930 Making a fixed resolution buffer of (('stream', 'dvs')) 800 by 800\n"
]
},
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"source": [
"import yt_xarray\n",
"import yt\n",
"from cartopy.feature import NaturalEarthFeature\n",
"\n",
"ds = yt_xarray.open_dataset(\"IRIS/wUS-SH-2010_percent.nc\")\n",
"yt_ds = ds.yt.load_grid(use_callable=True)\n",
"\n",
"c = yt_ds.domain_center.copy()\n",
"c[0] = 150.\n",
"slc = yt.SlicePlot(yt_ds, \"depth\", (\"stream\", \"dvs\"), center = c)\n",
"slc.set_log((\"stream\", \"dvs\"), False)\n",
"slc.set_cmap((\"stream\", \"dvs\"), \"magma_r\")\n",
"slc.set_zlim((\"stream\", \"dvs\"), -6, 6)\n",
"slc._setup_plots()\n",
"\n",
"states = NaturalEarthFeature(category='cultural', scale='50m', facecolor='none',\n",
" name='admin_1_states_provinces')\n",
"slc[(\"stream\", \"dvs\")].axes.add_feature(states, edgecolor='gray')\n",
"slc.show()"
]
},
{
"cell_type": "markdown",
"id": "ca516732-9926-42de-b173-0f25b1c662ce",
"metadata": {},
"source": [
"Now, we'll load up an interpolated yt dataset. And create slice plots along each dimension:"
]
},
{
"cell_type": "code",
"execution_count": 15,
"id": "04211e33-7fb3-4d63-9e99-e05a7b42719e",
"metadata": {},
"outputs": [
{
"name": "stderr",
"output_type": "stream",
"text": [
"yt : [INFO ] 2024-04-25 14:39:43,460 Parameters: current_time = 0.0\n",
"yt : [INFO ] 2024-04-25 14:39:43,460 Parameters: domain_dimensions = [128 128 128]\n",
"yt : [INFO ] 2024-04-25 14:39:43,460 Parameters: domain_left_edge = [-3271. -5573. 2533.]\n",
"yt : [INFO ] 2024-04-25 14:39:43,461 Parameters: domain_right_edge = [ -334. -2832. 4870.]\n",
"yt : [INFO ] 2024-04-25 14:39:43,461 Parameters: cosmological_simulation = 0\n",
"yt : [INFO ] 2024-04-25 14:39:43,860 xlim = -5573.000000 -2832.000000\n",
"yt : [INFO ] 2024-04-25 14:39:43,861 ylim = 2533.000000 4870.000000\n",
"yt : [INFO ] 2024-04-25 14:39:43,862 xlim = -5573.000000 -2832.000000\n",
"yt : [INFO ] 2024-04-25 14:39:43,862 ylim = 2533.000000 4870.000000\n",
"yt : [INFO ] 2024-04-25 14:39:43,863 Making a fixed resolution buffer of (('stream', 'dvs')) 800 by 800\n"
]
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"name": "stderr",
"output_type": "stream",
"text": [
"yt : [INFO ] 2024-04-25 14:39:44,450 xlim = 2533.000000 4870.000000\n",
"yt : [INFO ] 2024-04-25 14:39:44,451 ylim = -3271.000000 -334.000000\n",
"yt : [INFO ] 2024-04-25 14:39:44,452 xlim = 2533.000000 4870.000000\n",
"yt : [INFO ] 2024-04-25 14:39:44,452 ylim = -3271.000000 -334.000000\n",
"yt : [INFO ] 2024-04-25 14:39:44,453 Making a fixed resolution buffer of (('stream', 'dvs')) 800 by 800\n"
]
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{
"name": "stderr",
"output_type": "stream",
"text": [
"yt : [INFO ] 2024-04-25 14:39:45,105 xlim = -3271.000000 -334.000000\n",
"yt : [INFO ] 2024-04-25 14:39:45,106 ylim = -5573.000000 -2832.000000\n",
"yt : [INFO ] 2024-04-25 14:39:45,107 xlim = -3271.000000 -334.000000\n",
"yt : [INFO ] 2024-04-25 14:39:45,107 ylim = -5573.000000 -2832.000000\n",
"yt : [INFO ] 2024-04-25 14:39:45,108 Making a fixed resolution buffer of (('stream', 'dvs')) 800 by 800\n"
]
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""
]
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"metadata": {},
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],
"source": [
"import xarray as xr\n",
"import yt_xarray\n",
"import yt\n",
"from yt_xarray.transformations import GeocentricCartesian, build_interpolated_cartesian_ds\n",
"\n",
"ds = yt_xarray.open_dataset(\"IRIS/wUS-SH-2010_percent.nc\")\n",
"\n",
"grid_resolution = (128, 128, 128)\n",
"gc = GeocentricCartesian(radial_type='depth', r_o=6371., use_neg_lons=True)\n",
"ds_yt = build_interpolated_cartesian_ds(ds, gc, \n",
" fields='dvs', \n",
" length_unit='km',\n",
" grid_resolution=grid_resolution)\n",
"\n",
"\n",
"for ax in ('x', 'y', 'z'):\n",
" slc = yt.SlicePlot(ds_yt, ax, ('stream', 'dvs'), window_size=(4,4))\n",
" slc.set_log((\"stream\", \"dvs\"), False)\n",
" slc.set_cmap((\"stream\", \"dvs\"), \"magma_r\")\n",
" slc.set_zlim((\"stream\", \"dvs\"), -6, 6)\n",
" slc.show()"
]
},
{
"cell_type": "markdown",
"id": "1a14162f-3f13-4cfc-8012-73ada7b26950",
"metadata": {},
"source": [
"Now, we'll add a new derived field that returns only the negative seismic anomalies, corresponding to seismically slow regions. Additionally, we'll fill in nan values with 0.0 (ray tracing in yt has some trouble with nan values). "
]
},
{
"cell_type": "code",
"execution_count": 16,
"id": "16211adb-1370-4f06-aedf-9e13048b3212",
"metadata": {},
"outputs": [
{
"name": "stderr",
"output_type": "stream",
"text": [
"yt : [WARNING ] 2024-04-25 14:39:45,815 Field ('stream', 'slow_dvs') was added without specifying units or dimensions, auto setting units to 'dimensionless'\n",
"yt : [INFO ] 2024-04-25 14:39:45,816 xlim = -5573.000000 -2832.000000\n",
"yt : [INFO ] 2024-04-25 14:39:45,816 ylim = 2533.000000 4870.000000\n",
"yt : [INFO ] 2024-04-25 14:39:45,817 xlim = -5573.000000 -2832.000000\n",
"yt : [INFO ] 2024-04-25 14:39:45,817 ylim = 2533.000000 4870.000000\n",
"yt : [INFO ] 2024-04-25 14:39:45,818 Making a fixed resolution buffer of (('stream', 'slow_dvs')) 800 by 800\n"
]
},
{
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"source": [
"\n",
"def _slow_vels(field, data):\n",
" # return negative velocities only, 0 all other elements\n",
" dvs = data['stream', 'dvs'].copy()\n",
" dvs[np.isnan(dvs)] = 0.0\n",
" dvs[dvs>0] = 0.0\n",
" return np.abs(dvs)\n",
"\n",
"ds_yt.add_field(\n",
" name=(\"stream\", \"slow_dvs\"),\n",
" function=_slow_vels,\n",
" sampling_type=\"local\",\n",
")\n",
"\n",
"slc = yt.SlicePlot(ds_yt, 'x', ('stream', 'slow_dvs'), window_size=(4,4))\n",
"slc.set_log((\"stream\", \"slow_dvs\"), False)\n",
"slc.set_cmap((\"stream\", \"slow_dvs\"), \"magma_r\")\n",
"slc.annotate_grids(edgecolors=(1,0,0,1))\n",
"slc.show()"
]
},
{
"cell_type": "markdown",
"id": "79ae88e9-cdf7-44b6-ad51-9b693f0d2703",
"metadata": {},
"source": [
"we're now ready to volume render! In the following, we let `yt` handle the default scene and transfer function creation (by setting the bounds and log convention). The camera settings were manually adjusted to provide a nice \"up\" orientation: "
]
},
{
"cell_type": "code",
"execution_count": 17,
"id": "a8e47004-fdd7-4e67-bc72-cda290f78b8e",
"metadata": {},
"outputs": [
{
"name": "stderr",
"output_type": "stream",
"text": [
"yt : [INFO ] 2024-04-25 14:39:46,075 Rendering scene (Can take a while).\n",
"yt : [INFO ] 2024-04-25 14:39:46,076 Creating volume\n",
"yt : [INFO ] 2024-04-25 14:39:46,425 Creating transfer function\n"
]
},
{
"data": {
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",
"text/plain": [
":\n",
"Sources: \n",
" source_00: :YTRegion (UniformGridData): , center=[-1.8025e+08 -4.2025e+08 3.7015e+08] cm, left_edge=[-3.271e+08 -5.573e+08 2.533e+08] cm, right_edge=[-3.340e+07 -2.832e+08 4.870e+08] cm transfer_function:None\n",
"Camera: \n",
" :\n",
"\tposition:[ -334. -2832. 4870.] code_length\n",
"\tfocus:[-1802.5 -4202.5 3701.5] code_length\n",
"\tnorth_vector:[-0.19367479 0.66928488 0.71731989] dimensionless\n",
"\twidth:[2202.75 2202.75 4405.5 ] code_length\n",
"\tlight:None\n",
"\tresolution:(512, 512)\n",
"Lens: :\n",
"\tlens_type:plane-parallel\n",
"\tviewpoint:[-1.72881932e+09 2.71939996e+09 -3.00407364e+09] code_length"
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"reg = ds_yt.region( ds_yt.domain_center, ds_yt.domain_left_edge, ds_yt.domain_right_edge)\n",
"reg\n",
"\n",
"sc = yt.create_scene(reg, field=('stream', 'slow_dvs'))\n",
"\n",
"cam = sc.add_camera(ds_yt)\n",
"\n",
"source = sc[0]\n",
"\n",
"# Set the bounds of the transfer function\n",
"source.tfh.set_bounds((0.1, 8))\n",
"\n",
"# set that the transfer function should be evaluated in log space\n",
"source.tfh.set_log(True)\n",
"\n",
"# source.tfh.plot(\"transfer_function.png\", profile_field=('stream', 'slow_dvs'))\n",
"cam.zoom(2)\n",
"cam.yaw(100*np.pi/180)\n",
"cam.roll(220*np.pi/180)\n",
"cam.rotate(30*np.pi/180)\n",
"\n",
"sc.show(sigma_clip=5.)\n"
]
}
],
"metadata": {
"kernelspec": {
"display_name": "Python 3 (ipykernel)",
"language": "python",
"name": "python3"
},
"language_info": {
"codemirror_mode": {
"name": "ipython",
"version": 3
},
"file_extension": ".py",
"mimetype": "text/x-python",
"name": "python",
"nbconvert_exporter": "python",
"pygments_lexer": "ipython3",
"version": "3.10.11"
}
},
"nbformat": 4,
"nbformat_minor": 5
}