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zUN$<|!HsNX9(SKSve6gYCQn8-yN+u^_EC>-lmEjWa&+WlDC6#tUualwDG!OTz@&go6z)t* V29rHaAgD-mBA2+h`W6kY{{?(jS~CCu literal 0 HcmV?d00001 diff --git a/scale_wind_data/scaling_script.ipynb b/scale_wind_data/scaling_script.ipynb new file mode 100644 index 000000000..fafacee3f --- /dev/null +++ b/scale_wind_data/scaling_script.ipynb @@ -0,0 +1 @@ +{"cells":[{"cell_type":"code","execution_count":1,"metadata":{},"outputs":[],"source":["import atlite\n","import rioxarray\n","import numpy as np\n","import matplotlib\n","import matplotlib.pyplot as plt\n","from mpl_toolkits.axes_grid1 import AxesGrid\n","import rasterio"]},{"cell_type":"code","execution_count":2,"metadata":{},"outputs":[],"source":["def shiftedColorMap(cmap, start=0, midpoint=0.5, stop=1.0, name='shiftedcmap'):\n"," '''\n"," Function to offset the \"center\" of a colormap. Useful for\n"," data with a negative min and positive max and you want the\n"," middle of the colormap's dynamic range to be at zero.\n","\n"," Input\n"," -----\n"," cmap : The matplotlib colormap to be altered\n"," start : Offset from lowest point in the colormap's range.\n"," Defaults to 0.0 (no lower offset). Should be between\n"," 0.0 and `midpoint`.\n"," midpoint : The new center of the colormap. Defaults to \n"," 0.5 (no shift). Should be between 0.0 and 1.0. In\n"," general, this should be 1 - vmax / (vmax + abs(vmin))\n"," For example if your data range from -15.0 to +5.0 and\n"," you want the center of the colormap at 0.0, `midpoint`\n"," should be set to 1 - 5/(5 + 15)) or 0.75\n"," stop : Offset from highest point in the colormap's range.\n"," Defaults to 1.0 (no upper offset). Should be between\n"," `midpoint` and 1.0.\n"," '''\n"," cdict = {\n"," 'red': [],\n"," 'green': [],\n"," 'blue': [],\n"," 'alpha': []\n"," }\n","\n"," # regular index to compute the colors\n"," reg_index = np.linspace(start, stop, 257)\n","\n"," # shifted index to match the data\n"," shift_index = np.hstack([\n"," np.linspace(0.0, midpoint, 128, endpoint=False), \n"," np.linspace(midpoint, 1.0, 129, endpoint=True)\n"," ])\n","\n"," for ri, si in zip(reg_index, shift_index):\n"," r, g, b, a = cmap(ri)\n","\n"," cdict['red'].append((si, r, r))\n"," cdict['green'].append((si, g, g))\n"," cdict['blue'].append((si, b, b))\n"," cdict['alpha'].append((si, a, a))\n","\n"," newcmap = matplotlib.colors.LinearSegmentedColormap(name, cdict)\n","\n"," return newcmap"]},{"cell_type":"code","execution_count":3,"metadata":{},"outputs":[],"source":["# load cutout and gwa raster. files need to be downloaded manually\n","cutout=atlite.Cutout(\"europe-2013-era5.nc\")\n","gwa_data=rioxarray.open_rasterio(\"gwa3_250_wind-speed_100m.tif\")"]},{"cell_type":"code","execution_count":6,"metadata":{},"outputs":[],"source":["# use version 1.2.9 of rasterio for the working Resampling by mean\n","# downsamples the gwa data to match the raster of the cutout. The resampling is done with averaging the wind speed.\n","ds=gwa_data.sel(band=1, x=slice(*cutout.extent[[0,1]]), y=slice(*cutout.extent[[3,2]]))\n","ds=ds.where(ds!=-999)\n","ds=atlite.gis.regrid(ds,cutout.data.x, cutout.data.y,resampling=rasterio.warp.Resampling.average)"]},{"cell_type":"code","execution_count":null,"metadata":{},"outputs":[],"source":["fig, ax=plt.subplots(1,3, figsize=(20,10))\n","\n","cutout.data.wnd100m.mean(\"time\").plot(ax=ax[0], vmin=0, vmax=15)\n","\n","ds.plot(ax=ax[1], vmin=0, vmax=15)\n","\n","newcmap=shiftedColorMap(cmap=matplotlib.cm.PiYG, start=0, stop=1, midpoint=0.5)\n","# gwa wind speed mean divided by cutout wind speed mean -> corresponds to the bias correction factor\n","(ds/cutout.data.wnd100m.mean(\"time\")).plot(ax=ax[2], cmap=newcmap, vmax=2, vmin=0)\n","\n","ax[0].set_title(\"era5\")\n","ax[1].set_title(\"gwa3.1\")\n","ax[2].set_title(\"ratio gwa3.1/era5\")"]},{"cell_type":"code","execution_count":10,"metadata":{},"outputs":[{"data":{"image/png":"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","text/plain":["

"]},"execution_count":10,"metadata":{},"output_type":"execute_result"}],"source":["fig"]},{"cell_type":"code","execution_count":14,"metadata":{},"outputs":[{"data":{"text/html":["
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"],"text/plain":["\n","array(1.17000696)\n","Coordinates:\n"," band int64 1\n"," spatial_ref int64 0"]},"execution_count":14,"metadata":{},"output_type":"execute_result"}],"source":["(ds/cutout.data.wnd100m.mean(\"time\")).mean().compute()"]},{"cell_type":"code","execution_count":15,"metadata":{},"outputs":[],"source":["fig.savefig(\"gwa_era5.pdf\", dpi=400, facecolor='white')"]}],"metadata":{"kernelspec":{"display_name":"Python 3.9.13 ('pypsa-eur')","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":"3.9.13"},"orig_nbformat":4,"vscode":{"interpreter":{"hash":"cbf508f5955c6c5a1d60300bdfc4af0658e2d7e289dab24c7eb997efd92e3877"}}},"nbformat":4,"nbformat_minor":2} From 811b4dc3aae1f71eb1f5d13559bd85611fbc3c52 Mon Sep 17 00:00:00 2001 From: "pre-commit-ci[bot]" <66853113+pre-commit-ci[bot]@users.noreply.github.com> Date: Wed, 3 May 2023 13:48:09 +0000 Subject: [PATCH 2/2] [pre-commit.ci] auto fixes from pre-commit.com hooks for more information, see https://pre-commit.ci --- scale_wind_data/scaling_script.ipynb | 177 ++++++++++++++++++++++++++- 1 file changed, 176 insertions(+), 1 deletion(-) diff --git a/scale_wind_data/scaling_script.ipynb b/scale_wind_data/scaling_script.ipynb index fafacee3f..820f49084 100644 --- a/scale_wind_data/scaling_script.ipynb +++ b/scale_wind_data/scaling_script.ipynb @@ -1 +1,176 @@ -{"cells":[{"cell_type":"code","execution_count":1,"metadata":{},"outputs":[],"source":["import atlite\n","import rioxarray\n","import numpy as np\n","import matplotlib\n","import matplotlib.pyplot as plt\n","from mpl_toolkits.axes_grid1 import AxesGrid\n","import rasterio"]},{"cell_type":"code","execution_count":2,"metadata":{},"outputs":[],"source":["def shiftedColorMap(cmap, start=0, midpoint=0.5, stop=1.0, name='shiftedcmap'):\n"," '''\n"," Function to offset the \"center\" of a colormap. Useful for\n"," data with a negative min and positive max and you want the\n"," middle of the colormap's dynamic range to be at zero.\n","\n"," Input\n"," -----\n"," cmap : The matplotlib colormap to be altered\n"," start : Offset from lowest point in the colormap's range.\n"," Defaults to 0.0 (no lower offset). Should be between\n"," 0.0 and `midpoint`.\n"," midpoint : The new center of the colormap. Defaults to \n"," 0.5 (no shift). Should be between 0.0 and 1.0. In\n"," general, this should be 1 - vmax / (vmax + abs(vmin))\n"," For example if your data range from -15.0 to +5.0 and\n"," you want the center of the colormap at 0.0, `midpoint`\n"," should be set to 1 - 5/(5 + 15)) or 0.75\n"," stop : Offset from highest point in the colormap's range.\n"," Defaults to 1.0 (no upper offset). Should be between\n"," `midpoint` and 1.0.\n"," '''\n"," cdict = {\n"," 'red': [],\n"," 'green': [],\n"," 'blue': [],\n"," 'alpha': []\n"," }\n","\n"," # regular index to compute the colors\n"," reg_index = np.linspace(start, stop, 257)\n","\n"," # shifted index to match the data\n"," shift_index = np.hstack([\n"," np.linspace(0.0, midpoint, 128, endpoint=False), \n"," np.linspace(midpoint, 1.0, 129, endpoint=True)\n"," ])\n","\n"," for ri, si in zip(reg_index, shift_index):\n"," r, g, b, a = cmap(ri)\n","\n"," cdict['red'].append((si, r, r))\n"," cdict['green'].append((si, g, g))\n"," cdict['blue'].append((si, b, b))\n"," cdict['alpha'].append((si, a, a))\n","\n"," newcmap = matplotlib.colors.LinearSegmentedColormap(name, cdict)\n","\n"," return newcmap"]},{"cell_type":"code","execution_count":3,"metadata":{},"outputs":[],"source":["# load cutout and gwa raster. files need to be downloaded manually\n","cutout=atlite.Cutout(\"europe-2013-era5.nc\")\n","gwa_data=rioxarray.open_rasterio(\"gwa3_250_wind-speed_100m.tif\")"]},{"cell_type":"code","execution_count":6,"metadata":{},"outputs":[],"source":["# use version 1.2.9 of rasterio for the working Resampling by mean\n","# downsamples the gwa data to match the raster of the cutout. The resampling is done with averaging the wind speed.\n","ds=gwa_data.sel(band=1, x=slice(*cutout.extent[[0,1]]), y=slice(*cutout.extent[[3,2]]))\n","ds=ds.where(ds!=-999)\n","ds=atlite.gis.regrid(ds,cutout.data.x, cutout.data.y,resampling=rasterio.warp.Resampling.average)"]},{"cell_type":"code","execution_count":null,"metadata":{},"outputs":[],"source":["fig, ax=plt.subplots(1,3, figsize=(20,10))\n","\n","cutout.data.wnd100m.mean(\"time\").plot(ax=ax[0], vmin=0, vmax=15)\n","\n","ds.plot(ax=ax[1], vmin=0, vmax=15)\n","\n","newcmap=shiftedColorMap(cmap=matplotlib.cm.PiYG, start=0, stop=1, midpoint=0.5)\n","# gwa wind speed mean divided by cutout wind speed mean -> corresponds to the bias correction factor\n","(ds/cutout.data.wnd100m.mean(\"time\")).plot(ax=ax[2], cmap=newcmap, vmax=2, vmin=0)\n","\n","ax[0].set_title(\"era5\")\n","ax[1].set_title(\"gwa3.1\")\n","ax[2].set_title(\"ratio gwa3.1/era5\")"]},{"cell_type":"code","execution_count":10,"metadata":{},"outputs":[{"data":{"image/png":"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","text/plain":["
"]},"execution_count":10,"metadata":{},"output_type":"execute_result"}],"source":["fig"]},{"cell_type":"code","execution_count":14,"metadata":{},"outputs":[{"data":{"text/html":["
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Useful for\n", + " data with a negative min and positive max and you want the\n", + " middle of the colormap's dynamic range to be at zero.\n", + "\n", + " Input\n", + " -----\n", + " cmap : The matplotlib colormap to be altered\n", + " start : Offset from lowest point in the colormap's range.\n", + " Defaults to 0.0 (no lower offset). Should be between\n", + " 0.0 and `midpoint`.\n", + " midpoint : The new center of the colormap. Defaults to\n", + " 0.5 (no shift). Should be between 0.0 and 1.0. In\n", + " general, this should be 1 - vmax / (vmax + abs(vmin))\n", + " For example if your data range from -15.0 to +5.0 and\n", + " you want the center of the colormap at 0.0, `midpoint`\n", + " should be set to 1 - 5/(5 + 15)) or 0.75\n", + " stop : Offset from highest point in the colormap's range.\n", + " Defaults to 1.0 (no upper offset). Should be between\n", + " `midpoint` and 1.0.\n", + " \"\"\"\n", + " cdict = {\"red\": [], \"green\": [], \"blue\": [], \"alpha\": []}\n", + "\n", + " # regular index to compute the colors\n", + " reg_index = np.linspace(start, stop, 257)\n", + "\n", + " # shifted index to match the data\n", + " shift_index = np.hstack(\n", + " [\n", + " np.linspace(0.0, midpoint, 128, endpoint=False),\n", + " np.linspace(midpoint, 1.0, 129, endpoint=True),\n", + " ]\n", + " )\n", + "\n", + " for ri, si in zip(reg_index, shift_index):\n", + " r, g, b, a = cmap(ri)\n", + "\n", + " cdict[\"red\"].append((si, r, r))\n", + " cdict[\"green\"].append((si, g, g))\n", + " cdict[\"blue\"].append((si, b, b))\n", + " cdict[\"alpha\"].append((si, a, a))\n", + "\n", + " newcmap = matplotlib.colors.LinearSegmentedColormap(name, cdict)\n", + "\n", + " return newcmap" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "# load cutout and gwa raster. files need to be downloaded manually\n", + "cutout = atlite.Cutout(\"europe-2013-era5.nc\")\n", + "gwa_data = rioxarray.open_rasterio(\"gwa3_250_wind-speed_100m.tif\")" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "# use version 1.2.9 of rasterio for the working Resampling by mean\n", + "# downsamples the gwa data to match the raster of the cutout. The resampling is done with averaging the wind speed.\n", + "ds = gwa_data.sel(\n", + " band=1, x=slice(*cutout.extent[[0, 1]]), y=slice(*cutout.extent[[3, 2]])\n", + ")\n", + "ds = ds.where(ds != -999)\n", + "ds = atlite.gis.regrid(\n", + " ds, cutout.data.x, cutout.data.y, resampling=rasterio.warp.Resampling.average\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "fig, ax = plt.subplots(1, 3, figsize=(20, 10))\n", + "\n", + "cutout.data.wnd100m.mean(\"time\").plot(ax=ax[0], vmin=0, vmax=15)\n", + "\n", + "ds.plot(ax=ax[1], vmin=0, vmax=15)\n", + "\n", + "newcmap = shiftedColorMap(cmap=matplotlib.cm.PiYG, start=0, stop=1, midpoint=0.5)\n", + "# gwa wind speed mean divided by cutout wind speed mean -> corresponds to the bias correction factor\n", + "(ds / cutout.data.wnd100m.mean(\"time\")).plot(ax=ax[2], cmap=newcmap, vmax=2, vmin=0)\n", + "\n", + "ax[0].set_title(\"era5\")\n", + "ax[1].set_title(\"gwa3.1\")\n", + "ax[2].set_title(\"ratio gwa3.1/era5\")" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "fig" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "(ds / cutout.data.wnd100m.mean(\"time\")).mean().compute()" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "fig.savefig(\"gwa_era5.pdf\", dpi=400, facecolor=\"white\")" + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": "", + "language": "python", + "name": "" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.9.13" + }, + "orig_nbformat": 4, + "vscode": { + "interpreter": { + "hash": "cbf508f5955c6c5a1d60300bdfc4af0658e2d7e289dab24c7eb997efd92e3877" + } + } + }, + "nbformat": 4, + "nbformat_minor": 2 +}