{
"cells": [
{
"cell_type": "markdown",
"metadata": {},
"source": [
"You can run this notebook in a [live session](https://binder.pangeo.io/v2/gh/pangeo-data/climpred/main?urlpath=lab/tree/docs/source/smoothing.ipynb) [](https://binder.pangeo.io/v2/gh/pangeo-data/climpred/main?urlpath=lab/tree/docs/source/smoothing.ipynb) or view it [on Github](https://github.com/pangeo-data/climpred/blob/main/docs/source/smoothing.ipynb)."
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"# Temporal and Spatial Smoothing\n",
"\n",
"This demo demonstrates `climpred`'s capabilities to postprocess decadal prediction output before skill verification.\n",
"Here, we showcase a set of methods to smooth out noise in the spatial and temporal domain."
]
},
{
"cell_type": "code",
"execution_count": 1,
"metadata": {},
"outputs": [
{
"data": {
"application/javascript": [
"\n",
" setTimeout(function() {\n",
" var nbb_cell_id = 1;\n",
" var nbb_unformatted_code = \"# linting\\n%load_ext nb_black\\n%load_ext lab_black\";\n",
" var nbb_formatted_code = \"# linting\\n%load_ext nb_black\\n%load_ext lab_black\";\n",
" var nbb_cells = Jupyter.notebook.get_cells();\n",
" for (var i = 0; i < nbb_cells.length; ++i) {\n",
" if (nbb_cells[i].input_prompt_number == nbb_cell_id) {\n",
" if (nbb_cells[i].get_text() == nbb_unformatted_code) {\n",
" nbb_cells[i].set_text(nbb_formatted_code);\n",
" }\n",
" break;\n",
" }\n",
" }\n",
" }, 500);\n",
" "
],
"text/plain": [
""
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"# linting\n",
"%load_ext nb_black\n",
"%load_ext lab_black"
]
},
{
"cell_type": "code",
"execution_count": 2,
"metadata": {
"ExecuteTime": {
"end_time": "2020-01-06T18:21:14.822335Z",
"start_time": "2020-01-06T18:21:12.641212Z"
}
},
"outputs": [
{
"data": {
"application/javascript": [
"\n",
" setTimeout(function() {\n",
" var nbb_cell_id = 2;\n",
" var nbb_unformatted_code = \"%matplotlib inline\\nfrom climpred import PerfectModelEnsemble, HindcastEnsemble\\nfrom climpred.tutorial import load_dataset\\nimport matplotlib.pylab as plt\\nimport xarray as xr\";\n",
" var nbb_formatted_code = \"%matplotlib inline\\nfrom climpred import PerfectModelEnsemble, HindcastEnsemble\\nfrom climpred.tutorial import load_dataset\\nimport matplotlib.pylab as plt\\nimport xarray as xr\";\n",
" var nbb_cells = Jupyter.notebook.get_cells();\n",
" for (var i = 0; i < nbb_cells.length; ++i) {\n",
" if (nbb_cells[i].input_prompt_number == nbb_cell_id) {\n",
" if (nbb_cells[i].get_text() == nbb_unformatted_code) {\n",
" nbb_cells[i].set_text(nbb_formatted_code);\n",
" }\n",
" break;\n",
" }\n",
" }\n",
" }, 500);\n",
" "
],
"text/plain": [
""
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"%matplotlib inline\n",
"from climpred import PerfectModelEnsemble, HindcastEnsemble\n",
"from climpred.tutorial import load_dataset\n",
"import matplotlib.pylab as plt\n",
"import xarray as xr"
]
},
{
"cell_type": "code",
"execution_count": 3,
"metadata": {
"ExecuteTime": {
"end_time": "2020-01-06T18:21:14.841135Z",
"start_time": "2020-01-06T18:21:14.823637Z"
}
},
"outputs": [
{
"data": {
"application/javascript": [
"\n",
" setTimeout(function() {\n",
" var nbb_cell_id = 3;\n",
" var nbb_unformatted_code = \"# Sea surface temperature\\nv = \\\"tos\\\"\\ninitialized3d = load_dataset(\\\"MPI-PM-DP-3D\\\")[v]\\ncontrol3d = load_dataset(\\\"MPI-control-3D\\\")[v]\";\n",
" var nbb_formatted_code = \"# Sea surface temperature\\nv = \\\"tos\\\"\\ninitialized3d = load_dataset(\\\"MPI-PM-DP-3D\\\")[v]\\ncontrol3d = load_dataset(\\\"MPI-control-3D\\\")[v]\";\n",
" var nbb_cells = Jupyter.notebook.get_cells();\n",
" for (var i = 0; i < nbb_cells.length; ++i) {\n",
" if (nbb_cells[i].input_prompt_number == nbb_cell_id) {\n",
" if (nbb_cells[i].get_text() == nbb_unformatted_code) {\n",
" nbb_cells[i].set_text(nbb_formatted_code);\n",
" }\n",
" break;\n",
" }\n",
" }\n",
" }, 500);\n",
" "
],
"text/plain": [
""
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"# Sea surface temperature\n",
"v = \"tos\"\n",
"initialized3d = load_dataset(\"MPI-PM-DP-3D\")[v]\n",
"control3d = load_dataset(\"MPI-control-3D\")[v]"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"`climpred` requires that `lead` dimension has an attribute called `units` indicating what time units the `lead` is assocated with. Options are: `years`, `seasons`, `months`, `weeks`, `pentads`, `days`, `hours`, `minutes`, `seconds`. For the this data, the `lead` `units` are `years`. "
]
},
{
"cell_type": "code",
"execution_count": 4,
"metadata": {
"ExecuteTime": {
"end_time": "2020-01-06T18:21:15.310565Z",
"start_time": "2020-01-06T18:21:15.308314Z"
}
},
"outputs": [
{
"data": {
"application/javascript": [
"\n",
" setTimeout(function() {\n",
" var nbb_cell_id = 4;\n",
" var nbb_unformatted_code = \"initialized3d[\\\"lead\\\"].attrs = {\\\"units\\\": \\\"years\\\"}\";\n",
" var nbb_formatted_code = \"initialized3d[\\\"lead\\\"].attrs = {\\\"units\\\": \\\"years\\\"}\";\n",
" var nbb_cells = Jupyter.notebook.get_cells();\n",
" for (var i = 0; i < nbb_cells.length; ++i) {\n",
" if (nbb_cells[i].input_prompt_number == nbb_cell_id) {\n",
" if (nbb_cells[i].get_text() == nbb_unformatted_code) {\n",
" nbb_cells[i].set_text(nbb_formatted_code);\n",
" }\n",
" break;\n",
" }\n",
" }\n",
" }, 500);\n",
" "
],
"text/plain": [
""
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"initialized3d[\"lead\"].attrs = {\"units\": \"years\"}"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"## Temporal smoothing\n",
"\n",
"In order to reduce temporal noise, decadal predictions are recommended to take multi-year averages {cite:p}`Goddard2013`."
]
},
{
"cell_type": "code",
"execution_count": 5,
"metadata": {},
"outputs": [
{
"name": "stderr",
"output_type": "stream",
"text": [
"/Users/aaron.spring/Coding/climpred/climpred/utils.py:191: UserWarning: Assuming annual resolution starting Jan 1st due to numeric inits. Please change ``init`` to a datetime if it is another resolution. We recommend using xr.CFTimeIndex as ``init``, see https://climpred.readthedocs.io/en/stable/setting-up-data.html.\n",
" warnings.warn(\n",
"/Users/aaron.spring/Coding/climpred/climpred/utils.py:191: UserWarning: Assuming annual resolution starting Jan 1st due to numeric inits. Please change ``init`` to a datetime if it is another resolution. We recommend using xr.CFTimeIndex as ``init``, see https://climpred.readthedocs.io/en/stable/setting-up-data.html.\n",
" warnings.warn(\n"
]
},
{
"data": {
"application/javascript": [
"\n",
" setTimeout(function() {\n",
" var nbb_cell_id = 5;\n",
" var nbb_unformatted_code = \"pm = PerfectModelEnsemble(initialized3d).add_control(control3d)\";\n",
" var nbb_formatted_code = \"pm = PerfectModelEnsemble(initialized3d).add_control(control3d)\";\n",
" var nbb_cells = Jupyter.notebook.get_cells();\n",
" for (var i = 0; i < nbb_cells.length; ++i) {\n",
" if (nbb_cells[i].input_prompt_number == nbb_cell_id) {\n",
" if (nbb_cells[i].get_text() == nbb_unformatted_code) {\n",
" nbb_cells[i].set_text(nbb_formatted_code);\n",
" }\n",
" break;\n",
" }\n",
" }\n",
" }, 500);\n",
" "
],
"text/plain": [
""
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"pm = PerfectModelEnsemble(initialized3d).add_control(control3d)"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"{py:meth}`.PerfectModelEnsemble.smooth` `({\"time\":x})` aggregates over `x` timesteps in time dimensions `lead` and `time`. Here it does not matter whether you specify `lead` or `time`, temporal smoothing is applied to both time dimensions. Note that the time dimension labels are not changed by this temporal smoothing immediately."
]
},
{
"cell_type": "code",
"execution_count": 6,
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"initialized Coordinates:\n",
" lon (y, x) float64 -47.25 -47.69 -48.12 -48.54 ... 131.3 132.5 133.8\n",
" lat (y, x) float64 76.36 76.3 76.24 76.17 ... -77.25 -77.39 -77.54\n",
" * lead (lead) int64 1 2 3\n",
" * init (init) object 3014-01-01 00:00:00 ... 3237-01-01 00:00:00\n",
" * member (member) int64 1 2 3 4\n",
" valid_time (lead, init) object 3015-01-01 00:00:00 ... 3240-01-01 00:00:00 \n",
"\n",
"control Coordinates:\n",
" lon (y, x) float64 -47.25 -47.69 -48.12 -48.54 ... 131.3 132.5 133.8\n",
" lat (y, x) float64 76.36 76.3 76.24 76.17 ... -77.25 -77.39 -77.54\n",
" * time (time) object 3000-01-01 00:00:00 ... 3047-01-01 00:00:00\n"
]
},
{
"data": {
"application/javascript": [
"\n",
" setTimeout(function() {\n",
" var nbb_cell_id = 6;\n",
" var nbb_unformatted_code = \"pm_tsmoothed = pm.smooth({\\\"lead\\\": 3})\\nprint(\\\"initialized\\\", pm_tsmoothed.get_initialized().coords, \\\"\\\\n\\\")\\nprint(\\\"control\\\", pm_tsmoothed.get_control().coords)\";\n",
" var nbb_formatted_code = \"pm_tsmoothed = pm.smooth({\\\"lead\\\": 3})\\nprint(\\\"initialized\\\", pm_tsmoothed.get_initialized().coords, \\\"\\\\n\\\")\\nprint(\\\"control\\\", pm_tsmoothed.get_control().coords)\";\n",
" var nbb_cells = Jupyter.notebook.get_cells();\n",
" for (var i = 0; i < nbb_cells.length; ++i) {\n",
" if (nbb_cells[i].input_prompt_number == nbb_cell_id) {\n",
" if (nbb_cells[i].get_text() == nbb_unformatted_code) {\n",
" nbb_cells[i].set_text(nbb_formatted_code);\n",
" }\n",
" break;\n",
" }\n",
" }\n",
" }, 500);\n",
" "
],
"text/plain": [
""
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"pm_tsmoothed = pm.smooth({\"lead\": 3})\n",
"print(\"initialized\", pm_tsmoothed.get_initialized().coords, \"\\n\")\n",
"print(\"control\", pm_tsmoothed.get_control().coords)"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"But after calling {py:meth}`.PerfectModelEnsemble.verify`, the correct time aggregation label is automatically set."
]
},
{
"cell_type": "code",
"execution_count": 7,
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
""
]
},
"execution_count": 7,
"metadata": {},
"output_type": "execute_result"
},
{
"data": {
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\n",
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