{
"cells": [
{
"cell_type": "markdown",
"id": "5b495acd",
"metadata": {},
"source": [
"# Getting Started\n",
"\n",
"## The Downscaling Workflow\n",
"\n",
"Statistical downscaling typically follows this workflow:\n",
"\n",
"```\n",
"1. Load Data\n",
" ├── Coarse-resolution climate model output (predictor)\n",
" └── High-resolution observations (predictand)\n",
" \n",
"2. Prepare Data\n",
" ├── Align time periods\n",
" ├── Handle missing values\n",
" └── Extract variables of interest\n",
" \n",
"3. Train Model\n",
" └── model.fit(model_data, observations)\n",
" \n",
"4. Generate Predictions\n",
" └── downscaled = model.predict(future_model_data)\n",
" \n",
"5. Evaluate Results\n",
" ├── Compare statistics\n",
" ├── Visualize distributions\n",
" └── Assess temporal patterns\n",
"```\n",
"\n",
"Let's walk through this workflow step by step!"
]
},
{
"cell_type": "markdown",
"id": "493f3112",
"metadata": {},
"source": [
"## Setup: Import Libraries"
]
},
{
"cell_type": "code",
"execution_count": 1,
"id": "88af1886",
"metadata": {},
"outputs": [],
"source": [
"import matplotlib.pyplot as plt\n",
"import numpy as np\n",
"import pandas as pd\n",
"import xarray as xr\n",
"\n",
"# Import downscaling methods\n",
"from skdownscale.pointwise_models import BcsdTemperature, PureAnalog, QuantileMapper\n",
"\n",
"# Configure plotting\n",
"plt.style.use('seaborn-v0_8-darkgrid')\n",
"plt.rcParams['figure.figsize'] = (12, 6)"
]
},
{
"cell_type": "markdown",
"id": "254142b9",
"metadata": {},
"source": [
"## Step 1: Load Climate Data\n",
"\n",
"We'll use a small test dataset that includes:\n",
"- **Training data**: Climate model output (WRF at 50km resolution)\n",
"- **Target data**: Observations (Livneh et al. at 1/16° resolution)\n",
"\n",
"This data is hosted in cloud storage for easy access."
]
},
{
"cell_type": "code",
"execution_count": 2,
"id": "0c0d4382",
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"📊 Training Data (Climate Model Output):\n",
"============================================================\n"
]
},
{
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"Attributes:\n",
" NCO: "4.5.5"\n",
" history: Wed Mar 1 13:48:35 2017: ncatted -a calendar...\n",
" history_of_appended_files: Wed Feb 8 14:15:52 2017: Appended file wrf_d...\n",
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" Chunk | \n",
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" \n",
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" 156.95 kiB | \n",
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U
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" \n",
" \n",
" \n",
" \n",
" \n",
" | | \n",
" Array | \n",
" Chunk | \n",
" \n",
" \n",
" \n",
" \n",
" \n",
" | Bytes | \n",
" 156.95 kiB | \n",
" 94.17 kiB | \n",
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V
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" \n",
" \n",
" \n",
" \n",
" \n",
" | | \n",
" Array | \n",
" Chunk | \n",
" \n",
" \n",
" \n",
" \n",
" \n",
" | Bytes | \n",
" 156.95 kiB | \n",
" 94.17 kiB | \n",
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" (5, 8036) | \n",
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W
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- units :
- m s-1
\n",
" \n",
" \n",
" \n",
" \n",
" \n",
" | | \n",
" Array | \n",
" Chunk | \n",
" \n",
" \n",
" \n",
" \n",
" \n",
" | Bytes | \n",
" 156.95 kiB | \n",
" 94.17 kiB | \n",
" \n",
" \n",
" \n",
" | Shape | \n",
" (5, 8036) | \n",
" (3, 8036) | \n",
" \n",
" \n",
" | Dask graph | \n",
" 2 chunks in 3 graph layers | \n",
" \n",
" \n",
" | Data type | \n",
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" \n",
" | \n",
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" | \n",
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\n",
"
- NCO :
- "4.5.5"
- history :
- Wed Mar 1 13:48:35 2017: ncatted -a calendar,XTIME,a,c,standard erai/wrf_daily_1979_data.nc\n",
"Wed Feb 8 14:15:52 2017: ncap2 -A -sT_MEAN=(T2max+T2min)/2 wrf_daily_1979_data.nc wrf_daily_1979_data.nc\n",
"Wed Feb 8 14:15:12 2017: ncap2 -A -sT_RANGE=T2max-T2min wrf_daily_1979_data.nc wrf_daily_1979_data.nc\n",
"Mon Feb 6 15:23:59 2017: ncap2 -A -sPREC_TOT=PREC_ACC_C+PREC_ACC_NC wrf_daily_1979_data.nc wrf_daily_1979_data.nc\n",
"Created : Wed Jul 20 16:10:03 2016\n",
"using simple io.write by:gutmann
- history_of_appended_files :
- Wed Feb 8 14:15:52 2017: Appended file wrf_daily_1979_data.nc had following "history" attribute:\n",
"Wed Feb 8 14:15:12 2017: ncap2 -A -sT_RANGE=T2max-T2min wrf_daily_1979_data.nc wrf_daily_1979_data.nc\n",
"Mon Feb 6 15:23:59 2017: ncap2 -A -sPREC_TOT=PREC_ACC_C+PREC_ACC_NC wrf_daily_1979_data.nc wrf_daily_1979_data.nc\n",
"Created : Wed Jul 20 16:10:03 2016\n",
"using simple io.write by:gutmann \n",
"Wed Feb 8 14:15:12 2017: Appended file wrf_daily_1979_data.nc had following "history" attribute:\n",
"Mon Feb 6 15:23:59 2017: ncap2 -A -sPREC_TOT=PREC_ACC_C+PREC_ACC_NC wrf_daily_1979_data.nc wrf_daily_1979_data.nc\n",
"Created : Wed Jul 20 16:10:03 2016\n",
"using simple io.write by:gutmann \n",
"Mon Feb 6 15:23:59 2017: Appended file wrf_daily_1979_data.nc had following "history" attribute:\n",
"Created : Wed Jul 20 16:10:03 2016\n",
"using simple io.write by:gutmann \n",
"
- nco_openmp_thread_number :
- 1
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" Size: 2MB\n",
"Dimensions: (point: 5, time: 8036)\n",
"Coordinates:\n",
" * time (time) datetime64[ns] 64kB 1980-01-01T11:30:00 ... 2001-12-3...\n",
" lat (point) float32 20B dask.array\n",
" lon (point) float32 20B dask.array\n",
"Dimensions without coordinates: point\n",
"Data variables: (12/15)\n",
" DIV (point, time) float32 161kB dask.array\n",
" PREC_ACC_C (point, time) float32 161kB dask.array\n",
" PREC_ACC_NC (point, time) float32 161kB dask.array\n",
" PREC_TOT (point, time) float32 161kB dask.array\n",
" PSFC (point, time) float32 161kB dask.array\n",
" QVAPOR (point, time) float32 161kB dask.array\n",
" ... ...\n",
" T2min (point, time) float32 161kB dask.array\n",
" T_MEAN (point, time) float32 161kB dask.array\n",
" T_RANGE (point, time) float32 161kB dask.array\n",
" U (point, time) float32 161kB dask.array\n",
" V (point, time) float32 161kB dask.array\n",
" W (point, time) float32 161kB dask.array\n",
"Attributes:\n",
" NCO: \"4.5.5\"\n",
" history: Wed Mar 1 13:48:35 2017: ncatted -a calendar...\n",
" history_of_appended_files: Wed Feb 8 14:15:52 2017: Appended file wrf_d...\n",
" nco_openmp_thread_number: 1"
]
},
"metadata": {},
"output_type": "display_data"
},
{
"name": "stdout",
"output_type": "stream",
"text": [
"\n",
"📊 Target Data (Observations):\n",
"============================================================\n"
]
},
{
"data": {
"text/html": [
"\n",
"
<xarray.Dataset> Size: 707kB\n",
"Dimensions: (time: 8036, point: 5)\n",
"Coordinates:\n",
" * time (time) datetime64[ns] 64kB 1980-01-01 1980-01-02 ... 2001-12-31\n",
" lat (point) float64 40B dask.array<chunksize=(5,), meta=np.ndarray>\n",
" lon (point) float64 40B dask.array<chunksize=(5,), meta=np.ndarray>\n",
"Dimensions without coordinates: point\n",
"Data variables:\n",
" Prec (time, point) float32 161kB dask.array<chunksize=(731, 5), meta=np.ndarray>\n",
" Tmax (time, point) float32 161kB dask.array<chunksize=(731, 5), meta=np.ndarray>\n",
" Tmin (time, point) float32 161kB dask.array<chunksize=(731, 5), meta=np.ndarray>\n",
" wind (time, point) float32 161kB dask.array<chunksize=(731, 5), meta=np.ndarray>\n",
"Attributes:\n",
" CDI: Climate Data Interface version 1.6.4 (http://c...\n",
" CDO: Climate Data Operators version 1.6.4 (http://c...\n",
" Conventions: CF-1.4\n",
" NCO: 4.4.5\n",
" history: Fri Oct 10 17:54:37 2014: cdo ifthenelse /Volu...\n",
" nco_openmp_thread_number: 1time
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1980-01-01 ... 2001-12-31
- long_name :
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- standard_name :
- time
array(['1980-01-01T00:00:00.000000000', '1980-01-02T00:00:00.000000000',\n",
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" shape=(8036,), dtype='datetime64[ns]')lat
(point)
float64
dask.array<chunksize=(5,), meta=np.ndarray>
- axis :
- Y
- long_name :
- latitude
- standard_name :
- latitude
- units :
- degrees_north
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lon
(point)
float64
dask.array<chunksize=(5,), meta=np.ndarray>
- axis :
- X
- long_name :
- longitude
- standard_name :
- longitude
- units :
- degrees_east
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Prec
(time, point)
float32
dask.array<chunksize=(731, 5), meta=np.ndarray>
- longname :
- Precipitation
- units :
- mm
\n",
" \n",
" \n",
" \n",
" \n",
" \n",
" | | \n",
" Array | \n",
" Chunk | \n",
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" \n",
" \n",
" | \n",
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" \n",
" | \n",
"
\n",
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Tmax
(time, point)
float32
dask.array<chunksize=(731, 5), meta=np.ndarray>
- longname :
- Daily maximum temperature
- units :
- C
\n",
" \n",
" \n",
" \n",
" \n",
" \n",
" | | \n",
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" Chunk | \n",
" \n",
" \n",
" \n",
" \n",
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" \n",
" \n",
" \n",
" | \n",
" \n",
" \n",
" | \n",
"
\n",
"
Tmin
(time, point)
float32
dask.array<chunksize=(731, 5), meta=np.ndarray>
- longname :
- Daily minimum temperature
- units :
- C
\n",
" \n",
" \n",
" \n",
" \n",
" \n",
" | | \n",
" Array | \n",
" Chunk | \n",
" \n",
" \n",
" \n",
" \n",
" \n",
" | Bytes | \n",
" 156.95 kiB | \n",
" 142.68 kiB | \n",
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" (8036, 5) | \n",
" (7305, 5) | \n",
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" | Data type | \n",
" float32 numpy.ndarray | \n",
" \n",
" \n",
" \n",
" | \n",
" \n",
" \n",
" | \n",
"
\n",
"
wind
(time, point)
float32
dask.array<chunksize=(731, 5), meta=np.ndarray>
- GRIB_id :
- 33
- GRIB_name :
- U GRD
- dataset :
- NCEP Reanalysis Daily Averages
- level_desc :
- 10 m
- long_name :
- mean daily wind speed
- units :
- m/s
- var_desc :
- u-wind
\n",
" \n",
" \n",
" \n",
" \n",
" \n",
" | | \n",
" Array | \n",
" Chunk | \n",
" \n",
" \n",
" \n",
" \n",
" \n",
" | Bytes | \n",
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" (7305, 5) | \n",
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" \n",
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\n",
"
- CDI :
- Climate Data Interface version 1.6.4 (http://code.zmaw.de/projects/cdi)
- CDO :
- Climate Data Operators version 1.6.4 (http://code.zmaw.de/projects/cdo)
- Conventions :
- CF-1.4
- NCO :
- 4.4.5
- history :
- Fri Oct 10 17:54:37 2014: cdo ifthenelse /Volumes/Drobo/blivneh/NLDAS/forcing.PRISM.1981-2010/MERGED.PRISM.ATOP.NLDASMEX.MASK.nc /Volumes/Drobo/blivneh/NLDAS/forcing.PRISM.1981-2010//scaled.data.195001.nc /Volumes/Drobo/blivneh/NLDAS/forcing.Vose.1981-2010//scaled.data.195001.nc /Volumes/Drobo/blivneh/NLDAS/forcing.MERGED.Vose.PRISM.1981-2010//livneh_NAmerExt_15Oct2014.201104.nc.195001.nc\n",
"Fri Oct 10 11:05:58 2014: ncks -A -v wind /Volumes/Drobo/blivneh/NLDAS/NARR.winds.monthly/wspd.10m.nldas.masked.195001.nc /Volumes/Drobo/blivneh/NLDAS/forcing.Vose.1981-2010//scaled.data.195001.nc\n",
"Fri Oct 10 11:05:48 2014: ncks -A -v Tmax,Tmin /Volumes/Drobo/blivneh/NLDAS/forcing.pre-scaling//merged.data.195001.nc /Volumes/Drobo/blivneh/NLDAS/forcing.Vose.1981-2010//scaled.data.195001.nc\n",
"Fri Oct 10 11:05:46 2014: ncks -O -v Prec /Volumes/Drobo/blivneh/NLDAS/forcing.Vose.1981-2010//Prec.195001.nc /Volumes/Drobo/blivneh/NLDAS/forcing.Vose.1981-2010//scaled.data.195001.nc\n",
"Fri Oct 10 11:05:42 2014: ncap2 -O -s PrecResidual=Prec - Prec_Unscaled /Volumes/Drobo/blivneh/NLDAS/forcing.Vose.1981-2010//delPrec2.195001.nc /Volumes/Drobo/blivneh/NLDAS/forcing.Vose.1981-2010//Prec.195001.nc\n",
"Fri Oct 10 11:05:39 2014: ncap2 -O -s Prec=Prec_Unscaled*Ratio /Volumes/Drobo/blivneh/NLDAS/forcing.Vose.1981-2010//delPrec.195001.nc /Volumes/Drobo/blivneh/NLDAS/forcing.Vose.1981-2010//delPrec2.195001.nc\n",
"Fri Oct 10 11:05:39 2014: ncrename -v Prec,Prec_Unscaled /Volumes/Drobo/blivneh/NLDAS/forcing.Vose.1981-2010//delPrec.195001.nc\n",
"Fri Oct 10 11:05:39 2014: ncks -A -v Ratio /Volumes/Drobo/blivneh/NLDAS/forcing.Vose.1981-2010//gridded.vs.prism.ratio.01.nc /Volumes/Drobo/blivneh/NLDAS/forcing.Vose.1981-2010//delPrec.195001.nc\n",
"Fri Oct 10 11:05:33 2014: ncks -O -v Prec /Volumes/Drobo/blivneh/NLDAS/forcing.pre-scaling//merged.data.195001.nc /Volumes/Drobo/blivneh/NLDAS/forcing.Vose.1981-2010//delPrec.195001.nc
- nco_openmp_thread_number :
- 1
"
],
"text/plain": [
" Size: 707kB\n",
"Dimensions: (time: 8036, point: 5)\n",
"Coordinates:\n",
" * time (time) datetime64[ns] 64kB 1980-01-01 1980-01-02 ... 2001-12-31\n",
" lat (point) float64 40B dask.array\n",
" lon (point) float64 40B dask.array\n",
"Dimensions without coordinates: point\n",
"Data variables:\n",
" Prec (time, point) float32 161kB dask.array\n",
" Tmax (time, point) float32 161kB dask.array\n",
" Tmin (time, point) float32 161kB dask.array\n",
" wind (time, point) float32 161kB dask.array\n",
"Attributes:\n",
" CDI: Climate Data Interface version 1.6.4 (http://c...\n",
" CDO: Climate Data Operators version 1.6.4 (http://c...\n",
" Conventions: CF-1.4\n",
" NCO: 4.4.5\n",
" history: Fri Oct 10 17:54:37 2014: cdo ifthenelse /Volu...\n",
" nco_openmp_thread_number: 1"
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"# Load data from cloud storage\n",
"data = xr.open_datatree(\n",
" 's3://carbonplan/share/scikit-downscale/test-data.zarr',\n",
" engine='zarr',\n",
" chunks={},\n",
" storage_options={'anon': True, 'endpoint_url': 'https://rice1.osn.mghpcc.org'},\n",
")\n",
"\n",
"# Extract datasets for the training period (1980-2001)\n",
"training_period = slice('1980', '2001')\n",
"training_data = data['training'].to_dataset().sel(time=training_period)\n",
"target_data = data['targets'].to_dataset().sel(time=training_period)\n",
"\n",
"print('📊 Training Data (Climate Model Output):')\n",
"print('=' * 60)\n",
"display(training_data)\n",
"\n",
"print('\\n📊 Target Data (Observations):')\n",
"print('=' * 60)\n",
"display(target_data)"
]
},
{
"cell_type": "markdown",
"id": "16e0641b",
"metadata": {},
"source": [
"### Understanding the Data Structure\n",
"\n",
"- **Dimensions**: `time` (daily data) and `point` (spatial locations)\n",
"- **Training variables**: `T2max` (max temperature in K), `PREC_TOT` (precipitation)\n",
"- **Target variables**: `Tmax` (observed max temp in °C), `Prec` (observed precipitation)\n",
"\n",
"Let's explore one location in detail."
]
},
{
"cell_type": "markdown",
"id": "398e5271",
"metadata": {},
"source": [
"## Step 2: Prepare Data for Analysis\n",
"\n",
"We'll extract data for a single point and prepare it for downscaling."
]
},
{
"cell_type": "code",
"execution_count": 3,
"id": "dc7a3344",
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"Model Temperature (first 10 days):\n"
]
},
{
"data": {
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"\n",
"\n",
"
\n",
" \n",
" \n",
" | \n",
" temperature | \n",
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\n",
" \n",
" | time | \n",
" | \n",
"
\n",
" \n",
" \n",
" \n",
" | 1980-01-01 | \n",
" 7.229950 | \n",
"
\n",
" \n",
" | 1980-01-02 | \n",
" 6.005737 | \n",
"
\n",
" \n",
" | 1980-01-03 | \n",
" 4.625702 | \n",
"
\n",
" \n",
" | 1980-01-04 | \n",
" 3.686951 | \n",
"
\n",
" \n",
" | 1980-01-05 | \n",
" 1.733826 | \n",
"
\n",
" \n",
" | 1980-01-06 | \n",
" -2.639313 | \n",
"
\n",
" \n",
" | 1980-01-07 | \n",
" -2.221100 | \n",
"
\n",
" \n",
" | 1980-01-08 | \n",
" -3.068573 | \n",
"
\n",
" \n",
" | 1980-01-09 | \n",
" 0.479004 | \n",
"
\n",
" \n",
" | 1980-01-10 | \n",
" -1.001953 | \n",
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\n",
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"text/plain": [
" temperature\n",
"time \n",
"1980-01-01 7.229950\n",
"1980-01-02 6.005737\n",
"1980-01-03 4.625702\n",
"1980-01-04 3.686951\n",
"1980-01-05 1.733826\n",
"1980-01-06 -2.639313\n",
"1980-01-07 -2.221100\n",
"1980-01-08 -3.068573\n",
"1980-01-09 0.479004\n",
"1980-01-10 -1.001953"
]
},
"metadata": {},
"output_type": "display_data"
},
{
"name": "stdout",
"output_type": "stream",
"text": [
"\n",
"Observed Temperature (first 10 days):\n"
]
},
{
"data": {
"text/html": [
"\n",
"\n",
"
\n",
" \n",
" \n",
" | \n",
" temperature | \n",
"
\n",
" \n",
" | time | \n",
" | \n",
"
\n",
" \n",
" \n",
" \n",
" | 1980-01-01 | \n",
" 7.24 | \n",
"
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" \n",
" | 1980-01-02 | \n",
" 7.16 | \n",
"
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" \n",
" | 1980-01-03 | \n",
" 6.53 | \n",
"
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" \n",
" | 1980-01-04 | \n",
" 4.46 | \n",
"
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" \n",
" | 1980-01-05 | \n",
" 1.78 | \n",
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" \n",
" | 1980-01-06 | \n",
" 1.37 | \n",
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\n",
" \n",
" | 1980-01-07 | \n",
" -0.20 | \n",
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\n",
" \n",
" | 1980-01-08 | \n",
" -1.54 | \n",
"
\n",
" \n",
" | 1980-01-09 | \n",
" -2.06 | \n",
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\n",
" \n",
" | 1980-01-10 | \n",
" -0.73 | \n",
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\n",
" \n",
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"text/plain": [
" temperature\n",
"time \n",
"1980-01-01 7.24\n",
"1980-01-02 7.16\n",
"1980-01-03 6.53\n",
"1980-01-04 4.46\n",
"1980-01-05 1.78\n",
"1980-01-06 1.37\n",
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"1980-01-10 -0.73"
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}
],
"source": [
"# Select a single spatial point (point 0)\n",
"point_idx = 0\n",
"\n",
"# Extract and convert temperature data\n",
"# Model data: Convert from Kelvin to Celsius\n",
"model_temp = training_data.isel(point=point_idx).to_dataframe()[['T2max']] - 273.15\n",
"model_temp = model_temp.rename(columns={'T2max': 'temperature'})\n",
"\n",
"# Observed data: Already in Celsius\n",
"obs_temp = target_data.isel(point=point_idx).to_dataframe()[['Tmax']]\n",
"obs_temp = obs_temp.rename(columns={'Tmax': 'temperature'})\n",
"\n",
"# Align the time indexes (remove time component for daily data)\n",
"model_temp.index = model_temp.index.normalize()\n",
"obs_temp.index = obs_temp.index.normalize()\n",
"\n",
"print('Model Temperature (first 10 days):')\n",
"display(model_temp.head(10))\n",
"\n",
"print('\\nObserved Temperature (first 10 days):')\n",
"display(obs_temp.head(10))"
]
},
{
"cell_type": "markdown",
"id": "1ec3583b",
"metadata": {},
"source": [
"## Step 3: Visualize the Problem\n",
"\n",
"Before downscaling, let's visualize the bias in the climate model."
]
},
{
"cell_type": "code",
"execution_count": 4,
"id": "4c3c0eac",
"metadata": {},
"outputs": [
{
"data": {
"image/png": 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""
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},
"metadata": {},
"output_type": "display_data"
},
{
"name": "stdout",
"output_type": "stream",
"text": [
"\n",
"📈 Bias Statistics:\n",
" Mean Bias: 1.14°C\n",
" RMSE: 3.13°C\n"
]
}
],
"source": [
"# Plot one year of data\n",
"year_to_plot = '1990'\n",
"\n",
"fig, axes = plt.subplots(2, 1, figsize=(14, 8), sharex=True)\n",
"\n",
"# Time series plot\n",
"ax1 = axes[0]\n",
"model_temp.loc[year_to_plot].plot(ax=ax1, label='Climate Model', linewidth=1.5)\n",
"obs_temp.loc[year_to_plot].plot(ax=ax1, label='Observations', linewidth=1.5, alpha=0.8)\n",
"ax1.set_ylabel('Temperature (°C)')\n",
"ax1.set_title(f'Daily Maximum Temperature - {year_to_plot}')\n",
"ax1.legend()\n",
"ax1.grid(True, alpha=0.3)\n",
"\n",
"# Difference plot\n",
"ax2 = axes[1]\n",
"diff = (model_temp - obs_temp).loc[year_to_plot]\n",
"diff.plot(ax=ax2, color='red', label='Model Bias', linewidth=1.5)\n",
"ax2.axhline(y=0, color='black', linestyle='--', linewidth=1)\n",
"ax2.set_ylabel('Bias (°C)')\n",
"ax2.set_xlabel('Date')\n",
"ax2.set_title('Climate Model Bias (Model - Observations)')\n",
"ax2.legend()\n",
"ax2.grid(True, alpha=0.3)\n",
"\n",
"plt.tight_layout()\n",
"plt.show()\n",
"\n",
"# Calculate summary statistics\n",
"mean_bias = (model_temp - obs_temp).mean().values[0]\n",
"rmse = np.sqrt(((model_temp.values - obs_temp.values) ** 2).mean())\n",
"print('\\n📈 Bias Statistics:')\n",
"print(f' Mean Bias: {mean_bias:.2f}°C')\n",
"print(f' RMSE: {rmse:.2f}°C')"
]
},
{
"cell_type": "markdown",
"id": "210dadfb",
"metadata": {},
"source": [
"### What We Observe\n",
"\n",
"The climate model shows systematic biases:\n",
"- The model may consistently over- or under-predict temperatures\n",
"- Biases may vary by season\n",
"- Statistical downscaling aims to correct these biases"
]
},
{
"cell_type": "markdown",
"id": "b89d3876",
"metadata": {},
"source": [
"## Step 4: Apply Your First Downscaling Method\n",
"\n",
"Let's use **Quantile Mapping**, a popular and effective bias correction method.\n",
"\n",
"### How Quantile Mapping Works\n",
"\n",
"1. Calculate quantiles (percentiles) of model and observed data\n",
"2. Build a mapping function between them\n",
"3. Transform model data to match observed distribution\n",
"\n",
"This is powerful because it corrects biases across the entire distribution, not just the mean."
]
},
{
"cell_type": "code",
"execution_count": 5,
"id": "7e37e220",
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"🔧 Training the Quantile Mapper...\n",
"✅ Training complete!\n",
"\n",
"🎯 Generating downscaled predictions...\n",
"✅ Downscaling complete!\n",
"\n",
"Downscaled temperature (first 10 days):\n"
]
},
{
"data": {
"text/html": [
"\n",
"\n",
"
\n",
" \n",
" \n",
" | \n",
" temperature | \n",
"
\n",
" \n",
" | time | \n",
" | \n",
"
\n",
" \n",
" \n",
" \n",
" | 1980-01-01 | \n",
" 7.229950 | \n",
"
\n",
" \n",
" | 1980-01-02 | \n",
" 6.005737 | \n",
"
\n",
" \n",
" | 1980-01-03 | \n",
" 4.625702 | \n",
"
\n",
" \n",
" | 1980-01-04 | \n",
" 3.686951 | \n",
"
\n",
" \n",
" | 1980-01-05 | \n",
" 1.733826 | \n",
"
\n",
" \n",
" | 1980-01-06 | \n",
" -2.639313 | \n",
"
\n",
" \n",
" | 1980-01-07 | \n",
" -2.221100 | \n",
"
\n",
" \n",
" | 1980-01-08 | \n",
" -3.068573 | \n",
"
\n",
" \n",
" | 1980-01-09 | \n",
" 0.479004 | \n",
"
\n",
" \n",
" | 1980-01-10 | \n",
" -1.001953 | \n",
"
\n",
" \n",
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\n",
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"
],
"text/plain": [
" temperature\n",
"time \n",
"1980-01-01 7.229950\n",
"1980-01-02 6.005737\n",
"1980-01-03 4.625702\n",
"1980-01-04 3.686951\n",
"1980-01-05 1.733826\n",
"1980-01-06 -2.639313\n",
"1980-01-07 -2.221100\n",
"1980-01-08 -3.068573\n",
"1980-01-09 0.479004\n",
"1980-01-10 -1.001953"
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"# Initialize the Quantile Mapper\n",
"qm = QuantileMapper()\n",
"\n",
"print('🔧 Training the Quantile Mapper...')\n",
"# Fit the model: learn the relationship between model and observations\n",
"qm.fit(model_temp, obs_temp)\n",
"\n",
"print('✅ Training complete!')\n",
"print('\\n🎯 Generating downscaled predictions...')\n",
"# Transform: apply the correction to our data\n",
"downscaled_array = qm.transform(model_temp)\n",
"\n",
"# Convert back to DataFrame with original index\n",
"downscaled_temp = pd.DataFrame(downscaled_array, index=model_temp.index, columns=['temperature'])\n",
"\n",
"print('✅ Downscaling complete!')\n",
"print('\\nDownscaled temperature (first 10 days):')\n",
"display(downscaled_temp.head(10))"
]
},
{
"cell_type": "markdown",
"id": "24fda515",
"metadata": {},
"source": [
"## Step 5: Evaluate the Results\n",
"\n",
"Let's see how well our downscaling performed!"
]
},
{
"cell_type": "code",
"execution_count": 6,
"id": "6e6f6646",
"metadata": {},
"outputs": [
{
"data": {
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"text/plain": [
""
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"# Plot comparison for the same year\n",
"fig, axes = plt.subplots(2, 1, figsize=(14, 8), sharex=True)\n",
"\n",
"# Time series comparison\n",
"ax1 = axes[0]\n",
"model_temp.loc[year_to_plot].plot(ax=ax1, label='Original Model', linewidth=1.5, alpha=0.6)\n",
"downscaled_temp.loc[year_to_plot].plot(ax=ax1, label='Downscaled', linewidth=1.5)\n",
"obs_temp.loc[year_to_plot].plot(\n",
" ax=ax1, label='Observations', linewidth=1.5, color='black', alpha=0.6\n",
")\n",
"ax1.set_ylabel('Temperature (°C)')\n",
"ax1.set_title(f'Downscaling Results - {year_to_plot}')\n",
"ax1.legend()\n",
"ax1.grid(True, alpha=0.3)\n",
"\n",
"# Bias comparison\n",
"ax2 = axes[1]\n",
"original_bias = (model_temp - obs_temp).loc[year_to_plot]\n",
"downscaled_bias = (downscaled_temp - obs_temp).loc[year_to_plot]\n",
"\n",
"original_bias.plot(ax=ax2, label='Original Bias', linewidth=1.5, alpha=0.6)\n",
"downscaled_bias.plot(ax=ax2, label='Downscaled Bias', linewidth=1.5)\n",
"ax2.axhline(y=0, color='black', linestyle='--', linewidth=1)\n",
"ax2.set_ylabel('Bias (°C)')\n",
"ax2.set_xlabel('Date')\n",
"ax2.set_title('Bias Reduction')\n",
"ax2.legend()\n",
"ax2.grid(True, alpha=0.3)\n",
"\n",
"plt.tight_layout()\n",
"plt.show()"
]
},
{
"cell_type": "code",
"execution_count": 7,
"id": "fc1d1432",
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"\n",
"📊 Performance Comparison:\n",
"============================================================\n"
]
},
{
"data": {
"text/html": [
"\n",
"\n",
"
\n",
" \n",
" \n",
" | \n",
" Bias (°C) | \n",
" RMSE (°C) | \n",
" Correlation | \n",
"
\n",
" \n",
" \n",
" \n",
" | Original | \n",
" 1.138 | \n",
" 3.128 | \n",
" 0.95 | \n",
"
\n",
" \n",
" | Downscaled | \n",
" 1.138 | \n",
" 3.128 | \n",
" 0.95 | \n",
"
\n",
" \n",
"
\n",
"
"
],
"text/plain": [
" Bias (°C) RMSE (°C) Correlation\n",
"Original 1.138 3.128 0.95\n",
"Downscaled 1.138 3.128 0.95"
]
},
"metadata": {},
"output_type": "display_data"
},
{
"name": "stdout",
"output_type": "stream",
"text": [
"\n",
"✨ Improvements:\n",
" Bias reduced by: -0.0%\n",
" RMSE reduced by: 0.0%\n"
]
}
],
"source": [
"# Calculate performance metrics\n",
"def calculate_metrics(predictions, observations, model_data):\n",
" \"\"\"Calculate bias correction metrics.\"\"\"\n",
" # Extract values to ensure proper calculation\n",
" model_vals = model_data.values.flatten()\n",
" obs_vals = observations.values.flatten()\n",
" pred_vals = predictions.values.flatten()\n",
"\n",
" # Original model metrics\n",
" orig_bias = (model_vals - obs_vals).mean()\n",
" orig_rmse = np.sqrt(((model_vals - obs_vals) ** 2).mean())\n",
"\n",
" # Downscaled metrics\n",
" ds_bias = (pred_vals - obs_vals).mean()\n",
" ds_rmse = np.sqrt(((pred_vals - obs_vals) ** 2).mean())\n",
"\n",
" # Correlation\n",
" orig_corr = np.corrcoef(model_vals, obs_vals)[0, 1]\n",
" ds_corr = np.corrcoef(pred_vals, obs_vals)[0, 1]\n",
"\n",
" return {\n",
" 'Original': {'Bias (°C)': orig_bias, 'RMSE (°C)': orig_rmse, 'Correlation': orig_corr},\n",
" 'Downscaled': {'Bias (°C)': ds_bias, 'RMSE (°C)': ds_rmse, 'Correlation': ds_corr},\n",
" }\n",
"\n",
"\n",
"metrics = calculate_metrics(downscaled_temp, obs_temp, model_temp)\n",
"\n",
"# Display as a table\n",
"metrics_df = pd.DataFrame(metrics).T\n",
"print('\\n📊 Performance Comparison:')\n",
"print('=' * 60)\n",
"display(metrics_df.round(3))\n",
"\n",
"# Calculate improvement\n",
"bias_improvement = (\n",
" 1 - abs(metrics['Downscaled']['Bias (°C)']) / abs(metrics['Original']['Bias (°C)'])\n",
") * 100\n",
"rmse_improvement = (1 - metrics['Downscaled']['RMSE (°C)'] / metrics['Original']['RMSE (°C)']) * 100\n",
"\n",
"print('\\n✨ Improvements:')\n",
"print(f' Bias reduced by: {bias_improvement:.1f}%')\n",
"print(f' RMSE reduced by: {rmse_improvement:.1f}%')"
]
},
{
"cell_type": "markdown",
"id": "f5e93fed",
"metadata": {},
"source": [
"### Distribution Comparison\n",
"\n",
"Let's compare the distributions using histograms and CDFs."
]
},
{
"cell_type": "code",
"execution_count": 8,
"id": "c5d1cdb9",
"metadata": {},
"outputs": [
{
"data": {
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"text/plain": [
""
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"fig, axes = plt.subplots(1, 2, figsize=(14, 5))\n",
"\n",
"# Histogram\n",
"ax1 = axes[0]\n",
"ax1.hist(model_temp.values, bins=50, alpha=0.5, label='Original Model', density=True)\n",
"ax1.hist(downscaled_temp.values, bins=50, alpha=0.5, label='Downscaled', density=True)\n",
"ax1.hist(obs_temp.values, bins=50, alpha=0.5, label='Observations', density=True)\n",
"ax1.set_xlabel('Temperature (°C)')\n",
"ax1.set_ylabel('Density')\n",
"ax1.set_title('Distribution Comparison')\n",
"ax1.legend()\n",
"ax1.grid(True, alpha=0.3)\n",
"\n",
"# Cumulative Distribution Function (CDF)\n",
"ax2 = axes[1]\n",
"for data, label in [\n",
" (model_temp.values.flatten(), 'Original Model'),\n",
" (downscaled_temp.values.flatten(), 'Downscaled'),\n",
" (obs_temp.values.flatten(), 'Observations'),\n",
"]:\n",
" sorted_data = np.sort(data)\n",
" cumulative = np.arange(1, len(sorted_data) + 1) / len(sorted_data)\n",
" ax2.plot(sorted_data, cumulative, label=label, linewidth=2)\n",
"\n",
"ax2.set_xlabel('Temperature (°C)')\n",
"ax2.set_ylabel('Cumulative Probability')\n",
"ax2.set_title('Cumulative Distribution Function')\n",
"ax2.legend()\n",
"ax2.grid(True, alpha=0.3)\n",
"\n",
"plt.tight_layout()\n",
"plt.show()"
]
},
{
"cell_type": "markdown",
"id": "cf4cb42e",
"metadata": {},
"source": [
"## Step 6: Exploring Other Methods\n",
"\n",
"Scikit-downscale includes many downscaling methods. Let's compare a few!"
]
},
{
"cell_type": "code",
"execution_count": 9,
"id": "df72a683",
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"Training period: 1980-01-01 00:00:00 to 1994-09-27 00:00:00\n",
"Testing period: 1994-09-28 00:00:00 to 2001-12-31 00:00:00\n",
"\n",
"Training Quantile Mapper...\n",
" Test RMSE: 3.390°C\n",
"\n",
"Training BCSD Temperature...\n",
" Test RMSE: 15.788°C\n",
"\n",
"Training Pure Analog...\n",
" Test RMSE: 11.889°C\n",
"\n",
"✅ All methods trained!\n"
]
},
{
"name": "stderr",
"output_type": "stream",
"text": [
"/Users/andersy005/devel/pangeo-data/scikit-downscale/.venv/lib/python3.12/site-packages/sklearn/utils/validation.py:1406: DataConversionWarning: A column-vector y was passed when a 1d array was expected. Please change the shape of y to (n_samples, ), for example using ravel().\n",
" y = column_or_1d(y, warn=True)\n",
"/Users/andersy005/devel/pangeo-data/scikit-downscale/.venv/lib/python3.12/site-packages/sklearn/utils/validation.py:1406: DataConversionWarning: A column-vector y was passed when a 1d array was expected. Please change the shape of y to (n_samples, ), for example using ravel().\n",
" y = column_or_1d(y, warn=True)\n"
]
}
],
"source": [
"# Split data for fair comparison\n",
"# Use first 2/3 for training, last 1/3 for testing\n",
"split_idx = int(len(model_temp) * 0.67)\n",
"\n",
"X_train = model_temp[:split_idx]\n",
"y_train = obs_temp[:split_idx]\n",
"X_test = model_temp[split_idx:]\n",
"y_test = obs_temp[split_idx:]\n",
"\n",
"print(f'Training period: {X_train.index[0]} to {X_train.index[-1]}')\n",
"print(f'Testing period: {X_test.index[0]} to {X_test.index[-1]}')\n",
"\n",
"# Compare multiple methods\n",
"methods = {\n",
" 'Quantile Mapper': QuantileMapper(),\n",
" 'BCSD Temperature': BcsdTemperature(),\n",
" 'Pure Analog': PureAnalog(kind='mean_analogs', n_analogs=10),\n",
"}\n",
"\n",
"results = {}\n",
"\n",
"for name, model in methods.items():\n",
" print(f'\\nTraining {name}...')\n",
" model.fit(X_train, y_train)\n",
"\n",
" # Use transform for QuantileMapper, predict for others\n",
" if hasattr(model, 'predict'):\n",
" predictions = model.predict(X_test)\n",
" else:\n",
" predictions_array = model.transform(X_test)\n",
" # Convert to DataFrame for consistency\n",
" predictions = pd.DataFrame(predictions_array, index=X_test.index, columns=['temperature'])\n",
"\n",
" results[name] = predictions\n",
"\n",
" # Calculate RMSE - handle both DataFrame and array\n",
" pred_vals = predictions.values if hasattr(predictions, 'values') else predictions\n",
" obs_vals = y_test.values\n",
" rmse = np.sqrt(((pred_vals - obs_vals) ** 2).mean())\n",
" print(f' Test RMSE: {rmse:.3f}°C')\n",
"\n",
"print('\\n✅ All methods trained!')"
]
},
{
"cell_type": "code",
"execution_count": 10,
"id": "6084a0d5",
"metadata": {},
"outputs": [
{
"data": {
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"text/plain": [
""
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"# Visual comparison of all methods\n",
"fig, ax = plt.subplots(figsize=(14, 6))\n",
"\n",
"# Plot 100 days of test data\n",
"plot_slice = slice(0, 100)\n",
"test_subset = y_test.iloc[plot_slice]\n",
"\n",
"# Plot observations\n",
"ax.plot(test_subset.index, test_subset.values, 'k-', linewidth=2.5, label='Observations', alpha=0.6)\n",
"\n",
"# Plot each method\n",
"colors = ['#1f77b4', '#ff7f0e', '#2ca02c']\n",
"for (name, predictions), color in zip(results.items(), colors):\n",
" pred_subset = predictions.iloc[plot_slice]\n",
" ax.plot(\n",
" pred_subset.index, pred_subset.values, label=name, linewidth=1.5, alpha=0.8, color=color\n",
" )\n",
"\n",
"ax.set_xlabel('Date')\n",
"ax.set_ylabel('Temperature (°C)')\n",
"ax.set_title('Comparison of Downscaling Methods (First 100 Days of Test Period)')\n",
"ax.legend(loc='upper right')\n",
"ax.grid(True, alpha=0.3)\n",
"plt.tight_layout()\n",
"plt.show()"
]
},
{
"cell_type": "markdown",
"id": "450ed04e",
"metadata": {},
"source": [
"## What's Next?\n",
"\n",
"Congratulations! You've completed your first downscaling workflow. Here are some next steps:\n",
"\n",
"### 📚 Dive Deeper with Tutorials\n",
"\n",
"1. **BCSD Tutorial**: Learn about the Bias Correction Spatial Disaggregation method\n",
"2. **Analog Methods Tutorial**: Explore pattern-based downscaling approaches\n",
"3. **Precipitation Downscaling**: Handle the unique challenges of precipitation data\n",
"\n",
"### 🔧 Advanced Topics\n",
"\n",
"- **Spatial Downscaling**: Apply methods to entire grids using `PointWiseDownscaler`\n",
"- **Cross-validation**: Evaluate method performance more rigorously\n",
"- **Custom Methods**: Build your own downscaling algorithms\n",
"- **Ensemble Methods**: Combine multiple downscaling approaches\n",
"\n",
"### 📖 Available Methods\n",
"\n",
"Scikit-downscale includes:\n",
"\n",
"- **Quantile Mapping**: Distribution-based bias correction\n",
"- **BCSD**: Wood et al.'s Bias Correction Spatial Disaggregation\n",
"- **Analog Methods**: Pattern-matching based downscaling\n",
"- **GARD**: Generalized Analog Regression Downscaling\n",
"- **Delta Methods**: Change-factor approaches\n",
"- **Trend-Aware Methods**: Account for non-stationarity\n",
"\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": "3.12.8"
}
},
"nbformat": 4,
"nbformat_minor": 5
}