{ "cells": [ { "cell_type": "markdown", "metadata": {}, "source": [ "## Calculate the heat budget for the HOST grid" ] }, { "cell_type": "code", "execution_count": 1, "metadata": {}, "outputs": [], "source": [ "import xarray as xr\n", "import numpy as np\n", "import matplotlib.pyplot as plt\n", "import matplotlib\n", "\n", "import dask, dask_jobqueue\n", "import dask.distributed as dask_distributed" ] }, { "cell_type": "code", "execution_count": 2, "metadata": {}, "outputs": [], "source": [ "plt.rc('xtick', labelsize=8)\n", "plt.rc('ytick', labelsize=8)" ] }, { "cell_type": "code", "execution_count": 3, "metadata": {}, "outputs": [], "source": [ "cluster = dask_jobqueue.SLURMCluster(\n", " # Dask worker size\n", " cores=32, memory='80GB',\n", " processes=4, # Dask workers per job\n", " # SLURM job script things\n", " queue='base', walltime='03:00:00',\n", " # Dask worker network and temporary\n", " interface='ib0', local_directory='./dask_jobqueue_logs'\n", " )\n", "\n", "client = dask_distributed.Client(cluster)\n", "cluster.scale(jobs=1)\n" ] }, { "cell_type": "code", "execution_count": 5, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ " JOBID PARTITION NAME USER ST TIME NODES NODELIST(REASON)\n", " 14030053 base dask-wor smomw379 R 1:17 1 nesh-clk489\n" ] } ], "source": [ "!squeue -u smomw379" ] }, { "cell_type": "code", "execution_count": 6, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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Connection method: Cluster objectCluster type: dask_jobqueue.SLURMCluster
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Cluster Info

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acc19818

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Worker: SLURMCluster-0-0

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Worker: SLURMCluster-0-1

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Worker: SLURMCluster-0-2

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Worker: SLURMCluster-0-3

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" ], "text/plain": [ "" ] }, "execution_count": 6, "metadata": {}, "output_type": "execute_result" } ], "source": [ "client" ] }, { "cell_type": "code", "execution_count": 7, "metadata": {}, "outputs": [], "source": [ "yCV = range(1002,1107)\n", "xCV = range(1447,1532)" ] }, { "cell_type": "code", "execution_count": 8, "metadata": {}, "outputs": [], "source": [ "## load time axis\n", "path = '/gxfs_work/geomar/smomw379/DATA/VIKING20X.L46-KFS003-6th/MHW_Detection/'\n", "time_counter = xr.open_mfdataset(path + 'VIKING20X.L46-KFS003-6th_1d_*_MHWs-WMO-00.nc').time_counter" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Heat flux" ] }, { "cell_type": "code", "execution_count": 9, "metadata": {}, "outputs": [], "source": [ "path ='/gxfs_work/geomar/smomw355/model_data/ocean-only/VIKING20X.L46-KFS003/nemo/suppl/1_mesh_mask.nc'\n", "dsM = xr.open_dataset(path).squeeze().rename({'z':'deptht'}).isel(x=xCV, y=yCV)\n", "\n", "## grid cell area\n", "A = (dsM.e1t * dsM.e2t).where(dsM.tmask==1).compute()" ] }, { "cell_type": "code", "execution_count": 10, "metadata": {}, "outputs": [], "source": [ "calc_HFX = False\n", "\n", "if calc_HFX:\n", " path = '/gxfs_work/geomar/smomw355/model_data/ocean-only/VIKING20X.L46-KFS003-6th/nemo/output/1d_compressed/'\n", " HFX_mn = np.zeros((15706))\n", "\n", " tc=0\n", " for yr in range(1980,2023):\n", " dsT = xr.open_dataset(path + f'1_VIKING20X.L46-KFS003-6th_1d_{yr}0101_{yr}1231_grid_T.nc').isel(x=xCV_N,y=yCV_N)\n", "\n", " ## heat flux integrated over the area\n", " lt = len(dsT.time_counter)\n", " HFX = dsT.sohefldo\n", " HFX_mn[tc:tc+lt] = (HFX * dsM.e1t * dsM.e2t).sum(('x','y')).compute()\n", " tc+=lt\n", "\n", " print(yr, end=' ')\n", "\n", " ## save output\n", " HFX_mn = xr.DataArray(HFX_mn).rename({'dim_0':'time_counter'}).assign_coords({'time_counter':time_counter})\n", " ds_out = xr.Dataset(data_vars = {'HFX_mn':HFX_mn})\n", " ds_out.to_netcdf('/gxfs_work/geomar/smomw379/DATA/VIKING20X.L46-KFS003-6th/CapeVerde/1_VIKING20X.L46-KFS003-6th_1d_19800101_20221231_HFX-CapeVerde.nc')\n", "else:\n", " ## load integrated heat flux if it exists\n", " dsHFX = xr.open_dataset('/gxfs_work/geomar/smomw379/DATA/VIKING20X.L46-KFS003-6th/CapeVerde/1_VIKING20X.L46-KFS003-6th_1d_19800101_20221231_HFX-CapeVerde.nc')\n" ] }, { "cell_type": "code", "execution_count": 11, "metadata": {}, "outputs": [], "source": [ "## calculate climatology\n", "\n", "def daily_clim(hfx,doy): \n", "\n", " ## for each day of the year get list of indices from full timeseries \n", " doys = np.arange(doy-5,doy+6) # Hobday et al. (2016): take +- 5 days\n", "\n", " doys[doys<1] = 366 + doys[doys<1] # include last/first days of year at beginning/end of year\n", " doys[doys>366] = doys[doys>366] - 366\n", " # get the indices in a sorted array\n", " ind_doy = np.array([])\n", "\n", " for xx in range(0,11):\n", " ind_doy = np.append(ind_doy, np.where(dsHFX.time_counter.dt.dayofyear == doys[xx])[0])\n", " ind_doy = np.sort(ind_doy).astype(int)\n", "\n", " ## temperature at doy from all years\n", " HFX_doy = hfx.isel(time_counter=ind_doy)\n", "\n", " ## average temperature for doy\n", " HFX_clim = HFX_doy.mean('time_counter').compute()\n", "\n", " ## standard deviation temperature for doy\n", " HFX_std = HFX_doy.std('time_counter').compute()\n", "\n", " return HFX_clim, HFX_std" ] }, { "cell_type": "code", "execution_count": 12, "metadata": {}, "outputs": [], "source": [ "HFX_clim = xr.DataArray(np.zeros((366))).rename('seas').rename({'dim_0':'doy'})\n", "HFX_std = xr.DataArray(np.zeros((366))).rename('std').rename({'dim_0':'doy'})\n", "\n", "for doy in range(0,366):\n", " HFX_clim[doy], HFX_std[doy] = daily_clim(dsHFX.HFX_mn, doy)" ] }, { "cell_type": "code", "execution_count": 13, "metadata": {}, "outputs": [], "source": [ "## calculate anomaly from daily climatology\n", "HFX_ano = np.array([]); \n", "\n", "for yr in range(1980,2022+1):\n", " HFX_yr = dsHFX.HFX_mn.groupby('time_counter.year')[yr]\n", "\n", " ## keep the mean heat flux\n", " if len(HFX_yr)==366:\n", " \n", " HFX_ano = np.append(HFX_ano, (HFX_yr.groupby('time_counter.dayofyear') \n", " - HFX_clim.rename({'doy':'dayofyear'})).compute() + HFX_clim.mean())\n", " \n", " else:\n", " HFX_ano = np.append(HFX_ano, (HFX_yr.groupby('time_counter.dayofyear') \n", " - HFX_clim[0:-1].rename({'doy':'dayofyear'})).compute() + HFX_clim[0:-1].mean())" ] }, { "cell_type": "code", "execution_count": 14, "metadata": {}, "outputs": [], "source": [ "HFX_ano = xr.DataArray(HFX_ano).rename({'dim_0':'time_counter'}).assign_coords({'time_counter':time_counter})" ] }, { "cell_type": "code", "execution_count": 15, "metadata": {}, "outputs": [], "source": [ "## cumulative heatflux \n", "HFX_ano_cum = (HFX_ano*24*3600).cumsum()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## oceanic heat transport" ] }, { "cell_type": "code", "execution_count": 16, "metadata": {}, "outputs": [], "source": [ "## load ocean heat transport\n", "path = '/gxfs_work/geomar/smomw379/DATA/VIKING20X.L46-KFS003-6th/CapeVerde/'\n", "dsOHT = xr.open_mfdataset(path+'1_VIKING20X.L46-KFS003-6th_1d_*_OHT_CapeVerde.nc', chunks={'time_counter':1})" ] }, { "cell_type": "code", "execution_count": 17, "metadata": {}, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "/gxfs_work/geomar/smomw379/miniconda3/envs/py3_mhw/lib/python3.12/site-packages/distributed/client.py:3163: UserWarning: Sending large graph of size 10.27 MiB.\n", "This may cause some slowdown.\n", "Consider scattering data ahead of time and using futures.\n", " warnings.warn(\n" ] } ], "source": [ "## combine sections\n", "OHT_net = (-dsOHT.OHT_E+dsOHT.OHT_W+dsOHT.OHT_S-dsOHT.OHT_N).compute()" ] }, { "cell_type": "code", "execution_count": 18, "metadata": {}, "outputs": [], "source": [ "## calculate climatology\n", "\n", "def daily_clim(hfx,doy): \n", "\n", " ## for each day of the year get list of indices from full timeseries \n", " doys = np.arange(doy-5,doy+6) # Hobday et al. (2016): take +- 5 days\n", "\n", " doys[doys<1] = 366 + doys[doys<1] # include last/first days of year at beginning/end of year\n", " doys[doys>366] = doys[doys>366] - 366\n", " # get the indices in a sorted array\n", " ind_doy = np.array([])\n", " for xx in range(0,11):\n", " ind_doy = np.append(ind_doy, np.where(time_counter.dt.dayofyear == doys[xx])[0])\n", " ind_doy = np.sort(ind_doy).astype(int)\n", "\n", " ## temperature at doy from all years\n", " HFX_doy = hfx.isel(time_counter=ind_doy)\n", "\n", " ## average temperature for doy\n", " HFX_clim = HFX_doy.mean('time_counter').compute()\n", "\n", " ## standard deviation temperature for doy\n", " HFX_std = HFX_doy.std('time_counter').compute()\n", "\n", " return HFX_clim, HFX_std" ] }, { "cell_type": "code", "execution_count": 19, "metadata": {}, "outputs": [], "source": [ "OHT_clim = xr.DataArray(np.zeros((366,46))).rename('seas').rename({'dim_0':'doy', 'dim_1':'deptht'})\n", "OHT_std = xr.DataArray(np.zeros((366,46))).rename('std').rename({'dim_0':'doy', 'dim_1':'deptht'})\n", "\n", "for doy in range(0,366):\n", " OHT_clim[doy,:], OHT_std[doy,:] = daily_clim(OHT_net, doy)" ] }, { "cell_type": "code", "execution_count": 20, "metadata": {}, "outputs": [], "source": [ "## calculate anomaly from daily climatology\n", "OHT_ano = np.zeros((15706,46)); \n", "tc=0\n", "\n", "for yr in range(1980,2022+1):\n", " OHT_yr = OHT_net.groupby('time_counter.year')[yr]\n", "\n", " if len(OHT_yr)==366:\n", " \n", " OHT_ano[tc:tc+366,:] = (OHT_yr.groupby('time_counter.dayofyear') \n", " - OHT_clim.rename({'doy':'dayofyear'})).compute() + OHT_clim.mean('doy')\n", " tc+=366\n", " else:\n", " OHT_ano[tc:tc+365,:] = (OHT_yr.groupby('time_counter.dayofyear') \n", " - OHT_clim[0:-1,:].rename({'doy':'dayofyear'})).compute() + OHT_clim[0:-1,:].mean('doy')\n", " tc+=365" ] }, { "cell_type": "code", "execution_count": 21, "metadata": {}, "outputs": [], "source": [ "OHT_ano = xr.DataArray(OHT_ano).rename({'dim_0':'time_counter', 'dim_1':'deptht'}).assign_coords({'time_counter':time_counter})" ] }, { "cell_type": "code", "execution_count": 22, "metadata": {}, "outputs": [], "source": [ "## cumulative sum\n", "OHT_ano_cum = ((OHT_ano)*24*3600).cumsum('time_counter')" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Vertical heat transport" ] }, { "cell_type": "code", "execution_count": 23, "metadata": {}, "outputs": [], "source": [ "path = '/gxfs_work/geomar/smomw379/DATA/VIKING20X.L46-KFS003-6th/CapeVerde/'\n", "dsWT = xr.open_mfdataset(path + f'1_VIKING20X.L46-KFS003-6th_1d_*_OHT-Vert_CapeVerde.nc')" ] }, { "cell_type": "code", "execution_count": 24, "metadata": {}, "outputs": [], "source": [ "OHT_Vert_clim = xr.DataArray(np.zeros((366,45))).rename('seas').rename({'dim_0':'doy', 'dim_1':'deptht'})\n", "OHT_Vert_std = xr.DataArray(np.zeros((366,45))).rename('std').rename({'dim_0':'doy', 'dim_1':'deptht'})\n", "\n", "for doy in range(0,366):\n", " OHT_Vert_clim[doy,:], OHT_Vert_std[doy,:] = daily_clim(dsWT.OHT_vert, doy)" ] }, { "cell_type": "code", "execution_count": 25, "metadata": {}, "outputs": [], "source": [ "## anomaly from daily climatology\n", "OHT_Vert_ano = np.zeros((15706,45)); \n", "tc=0\n", "\n", "for yr in range(1980,2022+1):\n", " OHT_Vert_yr = dsWT.OHT_vert.groupby('time_counter.year')[yr]\n", "\n", " if len(OHT_Vert_yr)==366:\n", " \n", " OHT_Vert_ano[tc:tc+366,:] = (OHT_Vert_yr.groupby('time_counter.dayofyear') \n", " - OHT_Vert_clim.rename({'doy':'dayofyear'})).compute() \n", " tc+=366\n", " else:\n", " OHT_Vert_ano[tc:tc+365,:] = (OHT_Vert_yr.groupby('time_counter.dayofyear') \n", " - OHT_Vert_clim[0:-1].rename({'doy':'dayofyear'})).compute() \n", " tc+=365\n", "\n", "OHT_Vert_ano = xr.DataArray(OHT_Vert_ano).rename({'dim_0':'time_counter', 'dim_1':'deptht'})" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Heat content" ] }, { "cell_type": "code", "execution_count": 26, "metadata": {}, "outputs": [], "source": [ "path = '/gxfs_work/geomar/smomw379/DATA/VIKING20X.L46-KFS003-6th/CapeVerde/'\n", "dsOHC = xr.open_mfdataset(path+'1_VIKING20X.L46-KFS003-6th_1d_*_OHC_CapeVerde.nc', chunks={'time_counter':1}).load()" ] }, { "cell_type": "code", "execution_count": 27, "metadata": {}, "outputs": [], "source": [ "OHC_clim = xr.DataArray(np.zeros((366,46))).rename('seas').rename({'dim_0':'doy', 'dim_1':'deptht'})\n", "OHC_std = xr.DataArray(np.zeros((366,46))).rename('std').rename({'dim_0':'doy', 'dim_1':'deptht'})\n", "\n", "for doy in range(0,366):\n", " OHC_clim[doy,:], OHC_std[doy,:] = daily_clim(dsOHC.OHC, doy)" ] }, { "cell_type": "code", "execution_count": 28, "metadata": {}, "outputs": [], "source": [ "## anomaly from daily climatology\n", "OHC_ano = np.zeros((15706,46)); \n", "tc=0\n", "\n", "for yr in range(1980,2022+1):\n", " OHC_yr = dsOHC.OHC.groupby('time_counter.year')[yr]\n", "\n", " if len(OHC_yr)==366:\n", " \n", " OHC_ano[tc:tc+366,:] = (OHC_yr.groupby('time_counter.dayofyear') \n", " - OHC_clim.rename({'doy':'dayofyear'})).compute() \n", " tc+=366\n", " else:\n", " OHC_ano[tc:tc+365,:] = (OHC_yr.groupby('time_counter.dayofyear') \n", " - OHC_clim[0:-1].rename({'doy':'dayofyear'})).compute() \n", " tc+=365\n", "\n", "OHC_ano = xr.DataArray(OHC_ano).rename({'dim_0':'time_counter', 'dim_1':'deptht'})" ] }, { "cell_type": "code", "execution_count": 29, "metadata": {}, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "/tmp/ipykernel_2741262/4217206456.py:4: DeprecationWarning: dropping variables using `drop` is deprecated; use drop_vars.\n", " dOHC = dsOHC.OHC.drop('time_counter').differentiate('time_counter')/(24*3600)\n" ] } ], "source": [ "# calculate heat content change\n", "dOHC_ano = OHC_ano.differentiate('time_counter')/(24*3600)\n", "\n", "dOHC = dsOHC.OHC.drop('time_counter').differentiate('time_counter')/(24*3600)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Correlation profiles" ] }, { "cell_type": "code", "execution_count": 30, "metadata": {}, "outputs": [], "source": [ "## calculate residual budget term\n", "Residual = np.zeros((15706, 46))\n", "\n", "for zz in range(0,46):\n", " if (zz>0) & (zz<45):\n", " Residual[:,zz] = dOHC_ano.isel(deptht=zz) - (OHT_ano.isel(deptht=zz) + (-OHT_Vert_ano.isel(deptht=zz-1) + OHT_Vert_ano.isel(deptht=zz)))\n", " elif zz==0:\n", " Residual[:,zz] = dOHC_ano.isel(deptht=zz) - (OHT_ano.isel(deptht=zz) + OHT_Vert_ano.isel(deptht=zz) + HFX_ano)\n", " elif zz==45:\n", " Residual[:,zz] = dOHC_ano.isel(deptht=zz) - (OHT_ano.isel(deptht=zz) - OHT_Vert_ano.isel(deptht=zz-1))\n", "\n", "Residual = xr.DataArray(Residual).rename({'dim_0':'time_counter', 'dim_1':'deptht'})" ] }, { "cell_type": "code", "execution_count": 32, "metadata": {}, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "/gxfs_work/geomar/smomw379/miniconda3/envs/py3_mhw/lib/python3.12/site-packages/numpy/lib/function_base.py:2897: RuntimeWarning: invalid value encountered in divide\n", " c /= stddev[:, None]\n", "/gxfs_work/geomar/smomw379/miniconda3/envs/py3_mhw/lib/python3.12/site-packages/numpy/lib/function_base.py:2897: RuntimeWarning: invalid value encountered in divide\n", " c /= stddev[:, None]\n", "/gxfs_work/geomar/smomw379/miniconda3/envs/py3_mhw/lib/python3.12/site-packages/numpy/lib/function_base.py:2897: RuntimeWarning: invalid value encountered in divide\n", " c /= stddev[:, None]\n", "/gxfs_work/geomar/smomw379/miniconda3/envs/py3_mhw/lib/python3.12/site-packages/numpy/lib/function_base.py:2897: RuntimeWarning: invalid value encountered in divide\n", " c /= stddev[:, None]\n", "/gxfs_work/geomar/smomw379/miniconda3/envs/py3_mhw/lib/python3.12/site-packages/numpy/lib/function_base.py:2897: RuntimeWarning: invalid value encountered in divide\n", " c /= stddev[:, None]\n", "/gxfs_work/geomar/smomw379/miniconda3/envs/py3_mhw/lib/python3.12/site-packages/numpy/lib/function_base.py:2897: RuntimeWarning: invalid value encountered in divide\n", " c /= stddev[:, None]\n", "/gxfs_work/geomar/smomw379/miniconda3/envs/py3_mhw/lib/python3.12/site-packages/numpy/lib/function_base.py:2897: RuntimeWarning: invalid value encountered in divide\n", " c /= stddev[:, None]\n", "/gxfs_work/geomar/smomw379/miniconda3/envs/py3_mhw/lib/python3.12/site-packages/numpy/lib/function_base.py:2897: RuntimeWarning: invalid value encountered in divide\n", " c /= stddev[:, None]\n", "/gxfs_work/geomar/smomw379/miniconda3/envs/py3_mhw/lib/python3.12/site-packages/numpy/lib/function_base.py:2897: RuntimeWarning: invalid value encountered in divide\n", " c /= stddev[:, None]\n", "/gxfs_work/geomar/smomw379/miniconda3/envs/py3_mhw/lib/python3.12/site-packages/numpy/lib/function_base.py:2897: RuntimeWarning: invalid value encountered in divide\n", " c /= stddev[:, None]\n", "/gxfs_work/geomar/smomw379/miniconda3/envs/py3_mhw/lib/python3.12/site-packages/numpy/lib/function_base.py:2897: RuntimeWarning: invalid value encountered in divide\n", " c /= stddev[:, None]\n", "/gxfs_work/geomar/smomw379/miniconda3/envs/py3_mhw/lib/python3.12/site-packages/numpy/lib/function_base.py:2897: RuntimeWarning: invalid value encountered in divide\n", " c /= stddev[:, None]\n" ] } ], "source": [ "# correlation between heat budget change and budget terms\n", "\n", "## filter length in days\n", "flen = 10 # remove very high frequency signals\n", "\n", "cor_OHT = np.zeros((46))\n", "cor_OHT_Vert = np.zeros((46))\n", "cor_RES = np.zeros((46))\n", "\n", "for zz in range(0,46):\n", " cor_OHT[zz] = np.corrcoef(OHT_ano.isel(deptht=zz).rolling({'time_counter':flen},center=True).mean()[365:-365], \n", " dOHC_ano.isel(deptht=zz).rolling({'time_counter':flen},center=True).mean()[365:-365])[0,1]\n", "\n", "for zz in range(0,46):\n", " cor_RES[zz] = np.corrcoef(Residual.isel(deptht=zz).rolling({'time_counter':flen},center=True).mean()[365:-365], \n", " dOHC_ano.isel(deptht=zz).rolling({'time_counter':flen},center=True).mean()[365:-365])[0,1]\n", "\n", "for zz in range(0,46):\n", " if zz==0:\n", " cor_OHT_Vert[zz] = np.corrcoef((OHT_Vert_ano.isel(deptht=zz)).rolling({'time_counter':flen},center=True).mean()[365:-365] , \n", " dOHC_ano.isel(deptht=zz).rolling({'time_counter':flen},center=True).mean()[365:-365])[0,1]\n", " elif zz==45:\n", " cor_OHT_Vert[zz] = np.corrcoef((-OHT_Vert_ano.isel(deptht=zz-1)).rolling({'time_counter':flen},center=True).mean()[365:-365] , \n", " dOHC_ano.isel(deptht=zz).rolling({'time_counter':flen},center=True).mean()[365:-365])[0,1]\n", " else:\n", " cor_OHT_Vert[zz] = np.corrcoef((-OHT_Vert_ano.isel(deptht=zz-1) + OHT_Vert_ano.isel(deptht=zz)).rolling({'time_counter':flen},center=True).mean()[365:-365] , \n", " dOHC_ano.isel(deptht=zz).rolling({'time_counter':flen},center=True).mean()[365:-365])[0,1]" ] }, { "cell_type": "code", "execution_count": 33, "metadata": {}, "outputs": [], "source": [ "cor_HFX = np.corrcoef(HFX_ano, dOHC_ano.isel(deptht=0))[0,1]" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### mean profiles" ] }, { "cell_type": "code", "execution_count": 34, "metadata": {}, "outputs": [], "source": [ "## mean vertical heat transport (account for bottom and surface)\n", "vert_mn = np.zeros((46))\n", "\n", "vert_mn[1:-1] = dsWT.OHT_vert.diff('deptht').mean('time_counter')\n", "vert_mn[0] = dsWT.OHT_vert.isel(deptht=0).mean('time_counter')\n", "vert_mn[-1] = -dsWT.OHT_vert.isel(deptht=44).mean('time_counter')" ] }, { "cell_type": "code", "execution_count": 35, "metadata": {}, "outputs": [], "source": [ "## mean residual \n", "Residual_mn = dOHC.mean('time_counter') - (OHT_net.mean('time_counter') + vert_mn)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### MHW Area" ] }, { "cell_type": "code", "execution_count": 36, "metadata": {}, "outputs": [], "source": [ "## load time axis\n", "path = '/gxfs_work/geomar/smomw379/DATA/VIKING20X.L46-KFS003-6th/MHW_Detection/'\n", "time_counter = xr.open_mfdataset(path + 'VIKING20X.L46-KFS003-6th_1d_*_MHWs-WMO-00.nc').time_counter" ] }, { "cell_type": "code", "execution_count": 37, "metadata": {}, "outputs": [], "source": [ "dpt = dsOHT.deptht" ] }, { "cell_type": "code", "execution_count": 38, "metadata": {}, "outputs": [], "source": [ "## use host grid here\n", "yCV_H = range(554,575)\n", "xCV_H = range(295,312) " ] }, { "cell_type": "code", "execution_count": 39, "metadata": {}, "outputs": [], "source": [ "## grid cell area\n", "path ='/gxfs_work/geomar/smomw355/model_data/ocean-only/VIKING20X.L46-KFS003/nemo/suppl/mesh_mask.nc'\n", "dsMH = xr.open_dataset(path).squeeze().isel(x=range(750,1250)).isel(x=xCV_H,y=yCV_H).rename({'z':'deptht'})\n", "\n", "AH = (dsMH.e1t * dsMH.e2t).where(dsMH.tmask==1).compute()" ] }, { "cell_type": "code", "execution_count": 40, "metadata": {}, "outputs": [], "source": [ "path = '/gxfs_work/geomar/smomw379/DATA/VIKING20X.L46-KFS003-6th/MHW_Detection/'" ] }, { "cell_type": "code", "execution_count": 41, "metadata": {}, "outputs": [], "source": [ "## WMO: calculate MHW area\n", "MHW_Area = np.zeros((15706,46))\n", "tc=0\n", "for yr in range(1980,2023):\n", " for zz in range(0,46):\n", " if zz<10:\n", " zin = f'0{zz}'\n", " else:\n", " zin = str(zz)\n", " \n", " ds = xr.open_dataset(path+f'VIKING20X.L46-KFS003-6th_1d_{yr}0101_{yr}1231_MHWs-WMO-{zin}.nc').isel(x=xCV_H,y=yCV_H)\n", "\n", " lt = len(ds.time_counter)\n", "\n", " MHW_Area[tc:tc+lt,zz] = (ds.mhw_mask * AH.isel(deptht=zz)).sum(('x','y')) / AH.isel(deptht=zz).sum(('x','y'))\n", " tc+=lt\n", "\n", "MHW_Area = xr.DataArray(MHW_Area).rename({'dim_0':'time_counter', 'dim_1':'deptht'}).assign_coords({'time_counter':time_counter})" ] }, { "cell_type": "code", "execution_count": 42, "metadata": {}, "outputs": [], "source": [ "## Linear: calculate MHW area \n", "MHW_Area_lin = np.zeros((15706,46))\n", "tc=0\n", "for yr in range(1980,2023):\n", " for zz in range(0,46):\n", " if zz<10:\n", " zin = f'0{zz}'\n", " else:\n", " zin = str(zz)\n", " \n", " ds = xr.open_dataset(path+f'VIKING20X.L46-KFS003-6th_1d_{yr}0101_{yr}1231_MHWs-detrend-{zin}.nc').isel(x=xCV_H,y=yCV_H)\n", "\n", " lt = len(ds.time_counter)\n", "\n", " MHW_Area_lin[tc:tc+lt,zz] = (ds.mhw_mask * AH.isel(deptht=zz)).sum(('x','y')) / AH.isel(deptht=zz).sum(('x','y'))\n", " tc+=lt\n", "\n", "MHW_Area_lin = xr.DataArray(MHW_Area_lin).rename({'dim_0':'time_counter', 'dim_1':'deptht'}).assign_coords({'time_counter':time_counter})" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Mean temperature gradients" ] }, { "cell_type": "code", "execution_count": 43, "metadata": {}, "outputs": [], "source": [ "path = '/gxfs_work/geomar/smomw379/DATA/VIKING20X.L46-KFS003-6th/EKE/'\n", "## temperature\n", "dsT = xr.open_mfdataset(path + f'1_VIKING20X.L46-KFS003-6th_1y_*_grid_T.nc'\n", " ).isel(x=xCV, y=yCV) " ] }, { "cell_type": "code", "execution_count": 44, "metadata": {}, "outputs": [], "source": [ "## vertical gradient\n", "T_mn = dsT.votemper.where(dsT.votemper!=0).mean(('time_counter','x','y'))\n", "T_grad_z = T_mn.diff('deptht').compute() / dsM.e3w_1d[1:]" ] }, { "cell_type": "code", "execution_count": 45, "metadata": {}, "outputs": [], "source": [ "yCVex = range(1002-50,1107+50)\n", "xCVex = range(1447-50,1532+50)\n", "\n", "## load mask\n", "path = '/gxfs_work/geomar/smomw355/model_data/ocean-only/VIKING20X.L46-KFS003/nemo/suppl/'\n", "dsM = xr.open_dataset(path+'1_mesh_mask.nc').isel(x=xCVex,y=yCVex).squeeze()\n", "\n", "## temperature\n", "path = '/gxfs_work/geomar/smomw379/DATA/VIKING20X.L46-KFS003-6th/EKE/'\n", "dsT = xr.open_mfdataset(path+f'1_VIKING20X.L46-KFS003-6th_1y_*_grid_T.nc'\n", " ).isel(x=xCVex, y=yCVex) " ] }, { "cell_type": "code", "execution_count": 46, "metadata": {}, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "/gxfs_work/geomar/smomw379/miniconda3/envs/py3_mhw/lib/python3.12/site-packages/distributed/client.py:3163: UserWarning: Sending large graph of size 52.26 MiB.\n", "This may cause some slowdown.\n", "Consider scattering data ahead of time and using futures.\n", " warnings.warn(\n" ] } ], "source": [ "## horizontal gradient\n", "T_mn = dsT.votemper.mean('time_counter').compute()\n", "T_mn = T_mn.where(T_mn!=0)\n", "\n", "T_grad_W = T_mn.differentiate(('x')).isel(x=50,y=range(50,50+len(yCV))) / dsM.e1t.isel(x=50, y=range(50,50+len(yCV)))\n", "\n", "T_grad_E = T_mn.differentiate(('x')).isel(x=50+len(xCV), y=range(50,50+len(xCV))) / dsM.e1t.isel(x=50+len(xCV), y=range(50,50+len(xCV)))\n", "\n", "T_grad_S = T_mn.differentiate(('y')).isel(y=50, x=range(50,50+len(xCV))) / dsM.e2t.isel(y=50, x=range(50,50+len(xCV)))\n", "T_grad_N = T_mn.differentiate(('y')).isel(y=50+len(yCV), x=range(50,50+len(xCV))) / dsM.e2t.isel(y=50, x=range(50,50+len(xCV)))\n" ] }, { "cell_type": "code", "execution_count": 47, "metadata": {}, "outputs": [], "source": [ "## horizontal gradient across boundary of domain\n", "T_grad_hor = xr.concat([-T_grad_W.rename({'y':'c'}),\n", " T_grad_N.rename({'x':'c'}),\n", " T_grad_E.rename({'y':'c'}),\n", " -T_grad_S.rename({'x':'c'}) \n", " ], dim='c') \n", "\n", "T_grad_hor_mn = T_grad_hor.mean('c')" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Mean velocity profiles" ] }, { "cell_type": "code", "execution_count": 48, "metadata": {}, "outputs": [], "source": [ "## zonal and meridional velocity\n", "path = '/gxfs_work/geomar/smomw379/DATA/VIKING20X.L46-KFS003-6th/EKE/'\n", "files = [path+f'1_VIKING20X.L46-KFS003-6th_1y_{yr}0101_{yr}1231_grid_U.nc' for yr in range(1980,2023)]\n", "dsU = xr.open_mfdataset(files).isel(x=xCV, y=yCV) \n", "\n", "files = [path+f'1_VIKING20X.L46-KFS003-6th_1y_{yr}0101_{yr}1231_grid_V.nc' for yr in range(1980,2023)]\n", "dsV = xr.open_mfdataset(files).isel(x=xCV, y=yCV) " ] }, { "cell_type": "code", "execution_count": 49, "metadata": {}, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "/gxfs_work/geomar/smomw379/miniconda3/envs/py3_mhw/lib/python3.12/site-packages/distributed/client.py:3163: UserWarning: Sending large graph of size 52.22 MiB.\n", "This may cause some slowdown.\n", "Consider scattering data ahead of time and using futures.\n", " warnings.warn(\n", "/gxfs_work/geomar/smomw379/miniconda3/envs/py3_mhw/lib/python3.12/site-packages/distributed/client.py:3163: UserWarning: Sending large graph of size 52.22 MiB.\n", "This may cause some slowdown.\n", "Consider scattering data ahead of time and using futures.\n", " warnings.warn(\n" ] } ], "source": [ "## time mean\n", "U_mn = dsU.vozocrtx.mean('time_counter').rename({'depthu':'deptht'}).compute()\n", "V_mn = dsV.vomecrty.mean('time_counter').rename({'depthv':'deptht'}).compute()" ] }, { "cell_type": "code", "execution_count": 50, "metadata": {}, "outputs": [], "source": [ "## speed across boundary of domain\n", "speed = (U_mn**2 + V_mn**2)**2 \n", "\n", "speed_W = speed.isel(x=0)\n", "speed_E = speed.isel(x=len(xCV)-1)\n", "speed_S = speed.isel(y=0)\n", "speed_N = speed.isel(y=len(yCV)-1)" ] }, { "cell_type": "code", "execution_count": 51, "metadata": {}, "outputs": [], "source": [ "speed_sec = xr.concat([speed_W.rename({'y':'c'}),\n", " speed_N.rename({'x':'c'}),\n", " speed_E.rename({'y':'c'}),\n", " speed_S.rename({'x':'c'}) \n", " ], dim='c') \n", "\n", "speed_sec_mn = speed_sec.mean('c')" ] }, { "cell_type": "code", "execution_count": 52, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "0123456789101112131415161718192021222324252627282930313233343536373839" ] } ], "source": [ "## vertical velocity\n", "path = '/gxfs_work/geomar/smomw379/DATA/VIKING20X.L46-KFS003-6th/EKE/TMP/'\n", "\n", "W = np.zeros((46))\n", "for z in range(0,40):\n", " dsW = xr.open_mfdataset(path+f'1_VIKING20X.L46-KFS003-6th_1y_*1231_grid_W-z{z}.nc').isel(y=yCV, x=xCV)\n", " W[z] = dsW.vovecrtz.mean(('x','y','time_counter')).compute()\n", " print(z, end='')" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Plotting" ] }, { "cell_type": "code", "execution_count": 54, "metadata": {}, "outputs": [ { "data": { "image/png": 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", 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "fig = plt.figure(figsize=(7.5,10))\n", "matplotlib.rcParams['axes.linewidth'] = 0.5\n", "\n", "ax1L = fig.add_axes([0.08,0.73,0.95,0.25], frameon=False); ax1L.set_xticks([]); ax1L.set_yticks([])\n", "ax1 = fig.add_axes([0.08,0.9,0.95,0.08]); ax1.spines[['bottom']].set_visible(False); ax1.set_xticks([])\n", "ax11 = fig.add_axes([0.08,0.73,0.95,0.17]); ax11.spines[['top']].set_visible(False);\n", "\n", "ax2L = fig.add_axes([0.08,0.44,0.95,0.25], frameon=False); ax2L.set_xticks([]); ax2L.set_yticks([])\n", "ax2 = fig.add_axes([0.08,0.61,0.95,0.08]); ax2.spines[['bottom']].set_visible(False); ax2.set_xticks([])\n", "ax21 = fig.add_axes([0.08,0.44,0.95,0.17]); ax21.spines[['top']].set_visible(False);\n", "\n", "ax31 = fig.add_axes([0.08,0.28,0.25,0.08], clip_on=False); ax31.spines[['right','bottom']].set_visible(False); ax31.set_xticklabels([]); ax31.tick_params(bottom=False)\n", "ax3 = fig.add_axes([0.08,0.04,0.25,0.24], clip_on=False); ax3.spines[['top','right']].set_visible(False);\n", "ax3L = fig.add_axes([0.08,0.04,0.25,0.32], frameon=False); ax3L.set_yticks([]); ax3L.set_xticks([])\n", "\n", "ax41 = fig.add_axes([0.37,0.28,0.25,0.08], clip_on=False); ax41.spines[['top','right','bottom']].set_visible(False); ax41.set_xticklabels([])\n", "ax4 = fig.add_axes([0.37,0.04,0.25,0.24], clip_on=False); ax4.spines[['top','right']].set_visible(False);\n", "\n", "ax51 = fig.add_axes([0.66,0.28,0.25,0.08], clip_on=False); ax51.spines[['top','right','bottom']].set_visible(False); ax51.set_xticklabels([])\n", "ax5 = fig.add_axes([0.66,0.04,0.25,0.24], clip_on=False); ax5.spines[['top','right']].set_visible(False);\n", "\n", "##\n", "ctf = ax1.contourf(time_counter, -dpt, OHC_ano.where(OHC_ano!=0).T/1e20, levels=np.arange(-0.1,0.11,0.01), cmap='RdBu_r', extend='both')\n", "ax1.set_ylim(-300,0)\n", "ax1.contour(time_counter, -dpt, MHW_Area.T*100, levels=[15], colors='k')\n", "ax1.set_xlim(np.datetime64('1980-01-01'), np.datetime64('2022-12-31'))\n", "ax1.set_yticks(np.arange(-300,10,100)); ax1.set_yticklabels(np.arange(300,-10,-100));\n", "\n", "ax11.contourf(time_counter, -dpt, OHC_ano.where(OHC_ano!=0).T/1e20, levels=np.arange(-0.1,0.11,0.01), cmap='RdBu_r', extend='both')\n", "ax11.set_ylim(-4000,-300)\n", "ax11.contour(time_counter, -dpt, MHW_Area.T*100, levels=[15], colors='k')\n", "ax11.set_xlim(np.datetime64('1980-01-01'), np.datetime64('2022-12-31'))\n", "ax11.set_yticks(np.arange(-3800,-590,400)); ax11.set_yticklabels(np.arange(3800,590,-400));\n", "\n", "ax1.set_title('a) Ocean heat content anomaly', fontsize=8, loc='left')\n", "ax1L.set_ylabel('Depth [m]', fontsize=8, labelpad=30)\n", "\n", "cb = plt.colorbar(ctf, ax=[ax1,ax11], orientation='vertical', shrink=0.5, pad =0.02)\n", "cb.set_label('[$10^{20}$J]', y=1.18, rotation=0, labelpad=-20, fontsize=8)\n", "\n", "\n", "##\n", "ctf = ax2.contourf(time_counter, -dpt, dOHC_ano.rolling({'time_counter':1*365},center=True).mean().T/1e12, levels=np.arange(-0.4,0.42,0.02), cmap='RdBu_r', extend='both')\n", "ax2.set_ylim(-300,0)\n", "ax2.contour(time_counter, -dpt, MHW_Area_lin.T*100, levels=[15], colors='k')\n", "ax2.set_xlim(np.datetime64('1980-01-01'), np.datetime64('2022-12-31'))\n", "ax2.set_yticks(np.arange(-300,10,100)); ax2.set_yticklabels(np.arange(300,-10,-100));\n", "\n", "ax21.contourf(time_counter, -dpt, dOHC_ano.rolling({'time_counter':1*365},center=True).mean().T/1e12, levels=np.arange(-0.4,0.42,0.02), cmap='RdBu_r', extend='both')\n", "ax21.set_ylim(-4000,-300)\n", "ax21.contour(time_counter, -dpt, MHW_Area_lin.T*100, levels=[15], colors='k')\n", "ax21.set_xlim(np.datetime64('1980-01-01'), np.datetime64('2022-12-31'))\n", "ax21.set_yticks(np.arange(-3800,-590,400)); ax21.set_yticklabels(np.arange(3800,590,-400));\n", "\n", "ax2.set_title('b) Ocean heat content change', fontsize=8, loc='left')\n", "ax21.set_xlabel('Year', fontsize=8)\n", "ax2L.set_ylabel('Depth [m]', fontsize=8, labelpad=30)\n", "cb = plt.colorbar(ctf, ax=[ax2,ax21], orientation='vertical', shrink=0.5, pad=0.02)\n", "cb.set_label('[$10^{12}$W]', y=1.18, rotation=0, labelpad=-16, fontsize=8)\n", "\n", "############\n", "\n", "##\n", "ax31.vlines(0, -4000, 0, color='grey', ls='--')\n", "ax31.plot(OHT_net.mean('time_counter')/1e12, -dsOHT.deptht, 'cornflowerblue', label='OHT')\n", "ax31.plot(vert_mn/1e12, -dsOHT.deptht, 'k', label='Vert')\n", "ax31.plot(Residual_mn/1e12, -dsOHT.deptht, 'r', label='Res')\n", "ax31.plot(dsHFX.HFX_mn.mean('time_counter')/1e12, 0, marker='d', mfc='deepskyblue', mew=1, mec='k', lw=0, label='HFX')\n", "ax31.set_xlim(-4.1,4.1)\n", "ax31.set_yticks(np.arange(-200,10,100)); ax31.set_yticklabels(np.arange(200,-10,-100));\n", "ax31.grid(True)\n", "ax31.set_ylim(-300,30)\n", "\n", "ax3A=ax31.twiny(); ax3A.spines[['right','bottom']].set_visible(False);\n", "ax3A.plot(dOHC.mean('time_counter')/1e10, -dsOHT.deptht, 'orange', label=r'$\\triangle$OHC')\n", "ax3A.set_xlim(-2.05,2.05)\n", "ax3A.set_xlabel(r'Heat flux [$10^{10}$W]', fontsize=8, labelpad=0.5)\n", "ax3A.tick_params(axis='x', which='major', pad=0.5)\n", "\n", "\n", "ax3.vlines(0, -4000, 0, color='grey', ls='--')\n", "ax3.plot(OHT_net.mean('time_counter')/1e12, -dsOHT.deptht, 'cornflowerblue', label='OHT')\n", "ax3.plot(vert_mn/1e12, -dsOHT.deptht, 'k', label='Vert')\n", "ax3.plot(Residual_mn/1e12, -dsOHT.deptht, 'r', label='Res')\n", "ax3.plot(dsHFX.HFX_mn.mean('time_counter')/1e12, 0, marker='d', mfc='deepskyblue', mew=1, mec='k', lw=0, label='HFX')\n", "ax3.set_xlim(-4.1,4.1)\n", "ax3.set_yticks([-300,-600,-1000,-1400,-1800,-2200,-2600,-3000,-3400,-3800])\n", "ax3.set_yticklabels([300,600,1000,1400,1800,2200,2600,3000,3400,3800])\n", "ax3.grid(True)\n", "ax3.set_ylim(-4000,-300)\n", "ax3.legend(fontsize=8, loc='lower left')\n", "\n", "ax3B=ax3.twiny(); ax3B.spines[['right','top']].set_visible(False); ax3B.set_xticklabels([]); ax3B.tick_params(top=False)\n", "ax3B.plot(dOHC.mean('time_counter')/1e10, -dsOHT.deptht, 'orange', label=r'$\\triangle$OHC')\n", "ax3B.set_xlim(-2.05,2.05)\n", "ax3B.legend(fontsize=8, loc='lower right')\n", "\n", "ax3.set_xlabel(r'Heat flux [$10^{12}$W]', fontsize=8)\n", "ax31.set_title('c) Mean fluxes', loc='left', fontsize=8, pad=-8)\n", "ax3L.set_ylabel('Depth [m]', fontsize=8, labelpad=30)\n", "\n", "##\n", "ax41.plot(cor_OHT**2*100, -dsOHT.deptht, color='cornflowerblue', label='OHT')\n", "ax41.plot(cor_OHT_Vert**2*100, -dsOHT.deptht, color='k', label='Vert')\n", "ax41.plot(cor_RES**2*100, -dsOHT.deptht, color='r', label='Res')\n", "ax41.plot(cor_HFX**2*100, 0, marker='d', mfc='deepskyblue', mew=1, mec='k', lw=0, label='HFX')\n", "ax41.set_yticks(np.arange(-200,10,100)); ax41.set_yticklabels([]);\n", "ax41.grid(True)\n", "ax41.set_ylim(-300,30)\n", "\n", "ax4.plot(cor_OHT**2*100, -dsOHT.deptht, color='cornflowerblue', label='OHT')\n", "ax4.plot(cor_OHT_Vert**2*100, -dsOHT.deptht, color='k', label='Vert')\n", "ax4.plot(cor_RES**2*100, -dsOHT.deptht, color='r', label='Res')\n", "ax4.plot(cor_HFX**2*100, 0, marker='d', mfc='deepskyblue', mew=1, mec='k', lw=0, label='HFX')\n", "ax4.set_yticks([-300,-600,-1000,-1400,-1800,-2200,-2600,-3000,-3400,-3800])\n", "ax4.set_yticklabels([])\n", "ax4.grid(True)\n", "ax4.set_ylim(-4000,-300)\n", "\n", "\n", "ax4.set_xlabel('Explained variance [%]', fontsize=8)\n", "ax4.legend(fontsize=8)\n", "ax41.set_title('d) Heat content change', loc='left', fontsize=8, pad=20)\n", "\n", "##\n", "ax51.vlines(0, -4000,0, colors='grey', ls='--')\n", "ax51.plot(T_grad_hor_mn/np.abs(T_grad_hor_mn).max(), -dsT.deptht, color='cornflowerblue', label=r'$\\nabla$ T')\n", "ax51.plot(T_grad_z/np.abs(T_grad_z).max(), -dsT.deptht[1:], color='k', label=r'dT/dz')\n", "ax51.plot(speed_sec_mn/np.abs(speed_sec_mn).max(), -dsT.deptht, color='darkblue', label='Speed')\n", "ax51.plot(W/np.abs(W[0:39]).max(), -dsT.deptht, color='dimgrey', label='W')\n", "ax51.set_yticks(np.arange(-200,10,100)); ax51.set_yticklabels([]);\n", "ax51.grid(True)\n", "ax51.set_ylim(-300,30)\n", "ax51.set_xlim(-1.05,1.05)\n", "\n", "ax5.vlines(0, -4000,0, colors='grey', ls='--')\n", "ax5.plot(T_grad_hor_mn/np.abs(T_grad_hor_mn).max(), -dsT.deptht, color='cornflowerblue', label=r'$\\nabla$ T')\n", "ax5.plot(T_grad_z/np.abs(T_grad_z).max(), -dsT.deptht[1:], color='k', label=r'dT/dz')\n", "ax5.plot(speed_sec_mn/np.abs(speed_sec_mn).max(), -dsT.deptht, color='darkblue', label='Speed')\n", "ax5.plot(W/np.abs(W[0:39]).max(), -dsT.deptht, color='dimgrey', label='W')\n", "ax5.set_yticks([-300,-600,-1000,-1400,-1800,-2200,-2600,-3000,-3400,-3800])\n", "ax5.set_yticklabels([])\n", "ax5.grid(True)\n", "ax5.set_ylim(-4000,-300)\n", "ax5.set_xlim(-1.05,1.05)\n", "\n", "\n", "ax5.legend(fontsize=8)\n", "ax5.set_xlabel('Normalised magnitude', fontsize=8)\n", "ax51.set_title('e) Vertical structure', loc='left', fontsize=8, pad=20)\n", "\n", "## inlet\n", "matplotlib.rcParams['axes.linewidth'] = 2\n", "ax6 = fig.add_axes([0.85,0.08,0.1,0.18], clip_on=False);\n", "ax6.plot(T_grad_hor_mn/np.abs(T_grad_hor_mn).max(), -dsT.deptht, color='cornflowerblue', label=r'$\\nabla$ T')\n", "ax6.plot(T_grad_z/np.abs(T_grad_z).max(), -dsT.deptht[1:], color='k', label=r'dT/dz')\n", "ax6.plot(speed_sec_mn/np.abs(speed_sec_mn).max(), -dsT.deptht, color='darkblue', label='Speed')\n", "ax6.plot(W/np.abs(W[0:39]).max(), -dsT.deptht, color='dimgrey', label='W')\n", "\n", "ax6.set_ylim(-3400,-600)\n", "ax6.set_xlim(-0.05,0.05)\n", "ax6.grid(True)\n", "ax6.set_yticks(np.arange(-3400,-500,400)); ax6.set_yticklabels([]);\n", "ax6.spines[['bottom','top','left', 'right']].set_color('r'); \n", "ax6.yaxis.set_ticks_position('none')\n", "\n", "ax5.hlines(-3400,0,0.55, linewidths=2, colors='r', linestyles=':')\n", "ax5.hlines(-600,0,0.55, linewidths=2, colors='r', linestyles=':')\n", "\n", "plt.savefig('CapeVerde_HeatBudget.png', dpi=300)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## save data for publication" ] }, { "cell_type": "code", "execution_count": 68, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "
<xarray.DataArray 'HFX_mn' ()> Size: 8B\n",
       "array(2.77260784e+12)
" ], "text/plain": [ " Size: 8B\n", "array(2.77260784e+12)" ] }, "execution_count": 68, "metadata": {}, "output_type": "execute_result" } ], "source": [ "HFX_mn_xr.attrs['units'] = 'W'\n", "HFX_mn_xr.attrs['long_name'] = 'Surface heatflux in the Cape Verde archipelago'\n", "\n" ] }, { "cell_type": "code", "execution_count": 73, "metadata": {}, "outputs": [], "source": [ "## heat content and heat content change\n", "OHC_ano.attrs['long_name'] = 'Ocean heat content Cape Verde archipelago'\n", "OHC_ano.attrs['units'] = 'J'\n", "\n", "dOHC_ano.attrs['long_name'] = 'Ocean heat content change Cape Verde archipelago'\n", "dOHC_ano.attrs['units'] = 'W'\n", "\n", "## mean profiles\n", "OHT_net_xr = OHT_net.mean('time_counter')\n", "OHT_net_xr.attrs['long_name'] = 'Net ocean heat transport across boundary of Cape Verde archipelago'\n", "OHT_net_xr.attrs['units'] = 'W'\n", "\n", "vert_mn_xr = xr.DataArray(vert_mn).rename({'dim_0':'deptht'})\n", "vert_mn_xr.attrs['long_name'] = 'Vertical ocean heat transport in Cape Verde archipelago'\n", "vert_mn_xr.attrs['units'] = 'W'\n", "\n", "Residual_mn_xr = Residual_mn\n", "Residual_mn_xr.attrs['long_name'] = 'Residual heat flux in Cape Verde archipelago'\n", "Residual_mn_xr.attrs['units'] = 'W'\n", "\n", "\n", "HFX_mn_xr = dsHFX.HFX_mn.mean('time_counter')\n", "HFX_mn_xr.attrs['units'] = 'W'\n", "HFX_mn_xr.attrs['long_name'] = 'Surface heatflux in the Cape Verde archipelago'\n", "\n", "\n", "dOHC_mn_xr = dOHC.mean('time_counter')\n", "dOHC_mn_xr.attrs['units'] = 'W'\n", "dOHC_mn_xr.attrs['long_name'] = 'Ocean heat content change in Cape Verde archipelago'\n", "\n", "## correlations\n", "cor_OHT_xr = xr.DataArray(cor_OHT).rename({'dim_0':'deptht'})\n", "cor_OHT_xr.attrs['units'] = 'None'\n", "cor_OHT_xr.attrs['long_name'] = 'Correlation between ocean heat transport and heat content change in Cape Verde archipelago'\n", "cor_OHT_Vert_xr = xr.DataArray(cor_OHT_Vert).rename({'dim_0':'deptht'})\n", "cor_OHT_Vert_xr.attrs['units'] = 'None'\n", "cor_OHT_Vert_xr.attrs['long_name'] = 'Correlation between vertical heat transport and heat content change in Cape Verde archipelago'\n", "cor_RES_xr = xr.DataArray(cor_RES).rename({'dim_0':'deptht'})\n", "cor_RES_xr.attrs['units'] = 'None'\n", "cor_RES_xr.attrs['long_name'] = 'Correlation between residual heat flux and heat content change in Cape Verde archipelago'\n", "\n", "cor_HFX_xr = xr.DataArray(cor_HFX)\n", "cor_HFX_xr.attrs['units'] = 'None'\n", "cor_HFX_xr.attrs['long_name'] = 'Correlation between surface heat flux and heat content change in Cape Verde archipelago'\n", "\n", "## vertical structure \n", "T_grad_hor_mn.attrs['units'] = 'degC m^-1'\n", "T_grad_hor_mn.attrs['long_name'] = 'Horizontal temperature gradient across boundary of the Cape Verde archipelago'\n", "\n", "\n", "T_grad_z.attrs['units'] = 'degC m^-1'\n", "T_grad_z.attrs['long_name'] = 'Vertical temperature gradient in Cape Verde archipelago'\n", "\n", "speed_sec_mn.attrs['units'] = 'm s^-1'\n", "speed_sec_mn.attrs['long_name'] = 'Speed of horizontal currents across boundary of Cape Verde archipelago'\n", "\n", "W_xr = xr.DataArray(W).rename({'dim_0':'deptht'})\n", "W_xr.attrs['units'] = 'm s^-1'\n", "W_xr.attrs['long_name'] = 'Vertical velocity in Cape Verde archipelago'" ] }, { "cell_type": "code", "execution_count": 76, "metadata": {}, "outputs": [], "source": [ "ds_out = xr.Dataset(data_vars={'OHC_ano':OHC_ano, 'dOHC_ano':dOHC_ano,\n", "\n", " 'OHT_net':OHT_net_xr, 'vert_mn':vert_mn_xr, 'Residual_mn':Residual_mn_xr,\n", " 'HFX_mn':HFX_mn_xr, 'dOHC_mn':dOHC_mn_xr,\n", " \n", " 'cor_OHT':cor_OHT_xr, 'cor_OHT_Vert':cor_OHT_Vert_xr,\n", " 'cor_RES':cor_RES_xr, 'cor_HFX':cor_HFX_xr,\n", "\n", " 'T_grad_hor_mn':T_grad_hor_mn, 'T_grad_z_mn':T_grad_z,\n", " 'speed_sec_mn':speed_sec_mn, 'W_mn':W_xr,\n", " 'time_counter':time_counter\n", "})" ] }, { "cell_type": "code", "execution_count": 78, "metadata": {}, "outputs": [], "source": [ "## set global attributes\n", "ds_out.attrs['title'] = 'Heat budget for the Cape Verde archipelago'\n", "ds_out.attrs['institution'] = 'GEOMAR Helmholtz Centre for Ocean Research Kiel'\n", "ds_out.attrs['creator_name'] = 'Tobias Schulzki'\n", "ds_out.attrs['creator_email'] = 'tschulzki@geomar.de'\n", "ds_out.attrs['creator_url'] = 'orcid.org/0000-0002-3480-8492'\n", "ds_out.attrs['license'] = 'CC BY 4.0 (https://creativecommons.org/licenses/by/4.0/deed.en)'\n", "ds_out.attrs['keywords'] = 'Temperature, marine heatwaves, VIKING20X, numerical model'\n", "ds_out.attrs['summary'] = 'Created in 11_CapeVerde_HeatBudget.ipynb'\n", "ds_out.attrs['cdm_data_type'] = 'grid'\n", "ds_out.attrs['processing_level'] = 'Level 4 (numerical simulation output)'\n", "ds_out.attrs['source'] = 'VIKING20X'\n", "ds_out.attrs['pi'] = 'Tobias Schulzki'\n", "ds_out.attrs['pi_contact'] = 'tschulzki@geomar.de'\n", "ds_out.attrs['pi_url'] = 'orcid.org/0000-0002-3480-8492'\n", "ds_out.attrs['institution_id'] = 'https://ror.org/02h2x0161'\n", "ds_out.attrs['research_devision'] = 'Ocean Circulation and Climate Dynamics'\n", "ds_out.attrs['research_unit'] = 'Ocean Dynamics'\n", "ds_out.attrs['project'] = 'iAtlantic, METAscales'\n", "ds_out.attrs['date_created'] = '2025-01-16'\n", "ds_out.attrs['date_modified'] = '2025-01-16'\n", "ds_out.attrs['publisher_name'] = 'GEOMAR Helmholtz Centre for Ocean Research Kiel'\n", "ds_out.attrs['publisher_email'] = 'datamanagement@geomar.de'\n", "ds_out.attrs['naming_authority'] = 'de.geomar'" ] }, { "cell_type": "code", "execution_count": 79, "metadata": {}, "outputs": [], "source": [ "outpath = '/gxfs_work/geomar/smomw379/Publications/Schulzki2025_MHWs/DATA/'\n", "ds_out.to_netcdf(outpath+'Schulzki_et_al_2025_Figure11.nc')" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [] } ], "metadata": { "kernelspec": { "display_name": "py3_mhw", "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": "3.12.0" } }, "nbformat": 4, "nbformat_minor": 2 }