{
 "cells": [
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Marine heatwaves following the bottom "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {},
   "outputs": [],
   "source": [
    "import numpy as np\n",
    "import xarray as xr\n",
    "import scipy.signal as sig\n",
    "import matplotlib.pyplot as plt\n",
    "import cmocean.cm as cmo\n",
    "import scipy.stats as st\n",
    "\n",
    "import cartopy.crs as ccrs\n",
    "import cartopy.feature as cft\n",
    "from cartopy.mpl.ticker import LongitudeFormatter, LatitudeFormatter"
   ]
  },
  {
   "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": [
    "import dask, dask_jobqueue \n",
    "import dask.distributed as dask_distributed\n",
    "\n",
    "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": 6,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "             JOBID PARTITION     NAME     USER ST       TIME  NODES NODELIST(REASON)\n",
      "          13943045      base dask-wor smomw379  R       0:10      1 nesh-srp176\n"
     ]
    }
   ],
   "source": [
    "!squeue -u smomw379"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div>\n",
       "    <div style=\"width: 24px; height: 24px; background-color: #e1e1e1; border: 3px solid #9D9D9D; border-radius: 5px; position: absolute;\"> </div>\n",
       "    <div style=\"margin-left: 48px;\">\n",
       "        <h3 style=\"margin-bottom: 0px;\">Client</h3>\n",
       "        <p style=\"color: #9D9D9D; margin-bottom: 0px;\">Client-5e7c5651-d281-11ef-a995-74563c5ee53a</p>\n",
       "        <table style=\"width: 100%; text-align: left;\">\n",
       "\n",
       "        <tr>\n",
       "        \n",
       "            <td style=\"text-align: left;\"><strong>Connection method:</strong> Cluster object</td>\n",
       "            <td style=\"text-align: left;\"><strong>Cluster type:</strong> dask_jobqueue.SLURMCluster</td>\n",
       "        \n",
       "        </tr>\n",
       "\n",
       "        \n",
       "            <tr>\n",
       "                <td style=\"text-align: left;\">\n",
       "                    <strong>Dashboard: </strong> <a href=\"http://172.18.4.22:8787/status\" target=\"_blank\">http://172.18.4.22:8787/status</a>\n",
       "                </td>\n",
       "                <td style=\"text-align: left;\"></td>\n",
       "            </tr>\n",
       "        \n",
       "\n",
       "        </table>\n",
       "\n",
       "        \n",
       "\n",
       "        \n",
       "            <details>\n",
       "            <summary style=\"margin-bottom: 20px;\"><h3 style=\"display: inline;\">Cluster Info</h3></summary>\n",
       "            <div class=\"jp-RenderedHTMLCommon jp-RenderedHTML jp-mod-trusted jp-OutputArea-output\">\n",
       "    <div style=\"width: 24px; height: 24px; background-color: #e1e1e1; border: 3px solid #9D9D9D; border-radius: 5px; position: absolute;\">\n",
       "    </div>\n",
       "    <div style=\"margin-left: 48px;\">\n",
       "        <h3 style=\"margin-bottom: 0px; margin-top: 0px;\">SLURMCluster</h3>\n",
       "        <p style=\"color: #9D9D9D; margin-bottom: 0px;\">8c84eca6</p>\n",
       "        <table style=\"width: 100%; text-align: left;\">\n",
       "            <tr>\n",
       "                <td style=\"text-align: left;\">\n",
       "                    <strong>Dashboard:</strong> <a href=\"http://172.18.4.22:8787/status\" target=\"_blank\">http://172.18.4.22:8787/status</a>\n",
       "                </td>\n",
       "                <td style=\"text-align: left;\">\n",
       "                    <strong>Workers:</strong> 4\n",
       "                </td>\n",
       "            </tr>\n",
       "            <tr>\n",
       "                <td style=\"text-align: left;\">\n",
       "                    <strong>Total threads:</strong> 32\n",
       "                </td>\n",
       "                <td style=\"text-align: left;\">\n",
       "                    <strong>Total memory:</strong> 74.52 GiB\n",
       "                </td>\n",
       "            </tr>\n",
       "            \n",
       "        </table>\n",
       "\n",
       "        <details>\n",
       "            <summary style=\"margin-bottom: 20px;\">\n",
       "                <h3 style=\"display: inline;\">Scheduler Info</h3>\n",
       "            </summary>\n",
       "\n",
       "            <div style=\"\">\n",
       "    <div>\n",
       "        <div style=\"width: 24px; height: 24px; background-color: #FFF7E5; border: 3px solid #FF6132; border-radius: 5px; position: absolute;\"> </div>\n",
       "        <div style=\"margin-left: 48px;\">\n",
       "            <h3 style=\"margin-bottom: 0px;\">Scheduler</h3>\n",
       "            <p style=\"color: #9D9D9D; margin-bottom: 0px;\">Scheduler-ad03edc8-769b-4fc8-9266-f10f10061b78</p>\n",
       "            <table style=\"width: 100%; text-align: left;\">\n",
       "                <tr>\n",
       "                    <td style=\"text-align: left;\">\n",
       "                        <strong>Comm:</strong> tcp://172.18.4.22:37381\n",
       "                    </td>\n",
       "                    <td style=\"text-align: left;\">\n",
       "                        <strong>Workers:</strong> 4\n",
       "                    </td>\n",
       "                </tr>\n",
       "                <tr>\n",
       "                    <td style=\"text-align: left;\">\n",
       "                        <strong>Dashboard:</strong> <a href=\"http://172.18.4.22:8787/status\" target=\"_blank\">http://172.18.4.22:8787/status</a>\n",
       "                    </td>\n",
       "                    <td style=\"text-align: left;\">\n",
       "                        <strong>Total threads:</strong> 32\n",
       "                    </td>\n",
       "                </tr>\n",
       "                <tr>\n",
       "                    <td style=\"text-align: left;\">\n",
       "                        <strong>Started:</strong> 2 minutes ago\n",
       "                    </td>\n",
       "                    <td style=\"text-align: left;\">\n",
       "                        <strong>Total memory:</strong> 74.52 GiB\n",
       "                    </td>\n",
       "                </tr>\n",
       "            </table>\n",
       "        </div>\n",
       "    </div>\n",
       "\n",
       "    <details style=\"margin-left: 48px;\">\n",
       "        <summary style=\"margin-bottom: 20px;\">\n",
       "            <h3 style=\"display: inline;\">Workers</h3>\n",
       "        </summary>\n",
       "\n",
       "        \n",
       "        <div style=\"margin-bottom: 20px;\">\n",
       "            <div style=\"width: 24px; height: 24px; background-color: #DBF5FF; border: 3px solid #4CC9FF; border-radius: 5px; position: absolute;\"> </div>\n",
       "            <div style=\"margin-left: 48px;\">\n",
       "            <details>\n",
       "                <summary>\n",
       "                    <h4 style=\"margin-bottom: 0px; display: inline;\">Worker: SLURMCluster-0-0</h4>\n",
       "                </summary>\n",
       "                <table style=\"width: 100%; text-align: left;\">\n",
       "                    <tr>\n",
       "                        <td style=\"text-align: left;\">\n",
       "                            <strong>Comm: </strong> tcp://172.18.5.204:34911\n",
       "                        </td>\n",
       "                        <td style=\"text-align: left;\">\n",
       "                            <strong>Total threads: </strong> 8\n",
       "                        </td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                        <td style=\"text-align: left;\">\n",
       "                            <strong>Dashboard: </strong> <a href=\"http://172.18.5.204:41245/status\" target=\"_blank\">http://172.18.5.204:41245/status</a>\n",
       "                        </td>\n",
       "                        <td style=\"text-align: left;\">\n",
       "                            <strong>Memory: </strong> 18.63 GiB\n",
       "                        </td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                        <td style=\"text-align: left;\">\n",
       "                            <strong>Nanny: </strong> tcp://172.18.5.204:42719\n",
       "                        </td>\n",
       "                        <td style=\"text-align: left;\"></td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                        <td colspan=\"2\" style=\"text-align: left;\">\n",
       "                            <strong>Local directory: </strong> /gxfs_home/geomar/smomw379/nb/viking20x-mhwdetection/ANALYSIS/Atlantic/dask_jobqueue_logs/dask-scratch-space/worker-0wqww08y\n",
       "                        </td>\n",
       "                    </tr>\n",
       "\n",
       "                    \n",
       "\n",
       "                    \n",
       "\n",
       "                </table>\n",
       "            </details>\n",
       "            </div>\n",
       "        </div>\n",
       "        \n",
       "        <div style=\"margin-bottom: 20px;\">\n",
       "            <div style=\"width: 24px; height: 24px; background-color: #DBF5FF; border: 3px solid #4CC9FF; border-radius: 5px; position: absolute;\"> </div>\n",
       "            <div style=\"margin-left: 48px;\">\n",
       "            <details>\n",
       "                <summary>\n",
       "                    <h4 style=\"margin-bottom: 0px; display: inline;\">Worker: SLURMCluster-0-1</h4>\n",
       "                </summary>\n",
       "                <table style=\"width: 100%; text-align: left;\">\n",
       "                    <tr>\n",
       "                        <td style=\"text-align: left;\">\n",
       "                            <strong>Comm: </strong> tcp://172.18.5.204:42775\n",
       "                        </td>\n",
       "                        <td style=\"text-align: left;\">\n",
       "                            <strong>Total threads: </strong> 8\n",
       "                        </td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                        <td style=\"text-align: left;\">\n",
       "                            <strong>Dashboard: </strong> <a href=\"http://172.18.5.204:38161/status\" target=\"_blank\">http://172.18.5.204:38161/status</a>\n",
       "                        </td>\n",
       "                        <td style=\"text-align: left;\">\n",
       "                            <strong>Memory: </strong> 18.63 GiB\n",
       "                        </td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                        <td style=\"text-align: left;\">\n",
       "                            <strong>Nanny: </strong> tcp://172.18.5.204:36997\n",
       "                        </td>\n",
       "                        <td style=\"text-align: left;\"></td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                        <td colspan=\"2\" style=\"text-align: left;\">\n",
       "                            <strong>Local directory: </strong> /gxfs_home/geomar/smomw379/nb/viking20x-mhwdetection/ANALYSIS/Atlantic/dask_jobqueue_logs/dask-scratch-space/worker-fgae9v8j\n",
       "                        </td>\n",
       "                    </tr>\n",
       "\n",
       "                    \n",
       "\n",
       "                    \n",
       "\n",
       "                </table>\n",
       "            </details>\n",
       "            </div>\n",
       "        </div>\n",
       "        \n",
       "        <div style=\"margin-bottom: 20px;\">\n",
       "            <div style=\"width: 24px; height: 24px; background-color: #DBF5FF; border: 3px solid #4CC9FF; border-radius: 5px; position: absolute;\"> </div>\n",
       "            <div style=\"margin-left: 48px;\">\n",
       "            <details>\n",
       "                <summary>\n",
       "                    <h4 style=\"margin-bottom: 0px; display: inline;\">Worker: SLURMCluster-0-2</h4>\n",
       "                </summary>\n",
       "                <table style=\"width: 100%; text-align: left;\">\n",
       "                    <tr>\n",
       "                        <td style=\"text-align: left;\">\n",
       "                            <strong>Comm: </strong> tcp://172.18.5.204:35499\n",
       "                        </td>\n",
       "                        <td style=\"text-align: left;\">\n",
       "                            <strong>Total threads: </strong> 8\n",
       "                        </td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                        <td style=\"text-align: left;\">\n",
       "                            <strong>Dashboard: </strong> <a href=\"http://172.18.5.204:41173/status\" target=\"_blank\">http://172.18.5.204:41173/status</a>\n",
       "                        </td>\n",
       "                        <td style=\"text-align: left;\">\n",
       "                            <strong>Memory: </strong> 18.63 GiB\n",
       "                        </td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                        <td style=\"text-align: left;\">\n",
       "                            <strong>Nanny: </strong> tcp://172.18.5.204:33287\n",
       "                        </td>\n",
       "                        <td style=\"text-align: left;\"></td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                        <td colspan=\"2\" style=\"text-align: left;\">\n",
       "                            <strong>Local directory: </strong> /gxfs_home/geomar/smomw379/nb/viking20x-mhwdetection/ANALYSIS/Atlantic/dask_jobqueue_logs/dask-scratch-space/worker-ytkn3jnr\n",
       "                        </td>\n",
       "                    </tr>\n",
       "\n",
       "                    \n",
       "\n",
       "                    \n",
       "\n",
       "                </table>\n",
       "            </details>\n",
       "            </div>\n",
       "        </div>\n",
       "        \n",
       "        <div style=\"margin-bottom: 20px;\">\n",
       "            <div style=\"width: 24px; height: 24px; background-color: #DBF5FF; border: 3px solid #4CC9FF; border-radius: 5px; position: absolute;\"> </div>\n",
       "            <div style=\"margin-left: 48px;\">\n",
       "            <details>\n",
       "                <summary>\n",
       "                    <h4 style=\"margin-bottom: 0px; display: inline;\">Worker: SLURMCluster-0-3</h4>\n",
       "                </summary>\n",
       "                <table style=\"width: 100%; text-align: left;\">\n",
       "                    <tr>\n",
       "                        <td style=\"text-align: left;\">\n",
       "                            <strong>Comm: </strong> tcp://172.18.5.204:46189\n",
       "                        </td>\n",
       "                        <td style=\"text-align: left;\">\n",
       "                            <strong>Total threads: </strong> 8\n",
       "                        </td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                        <td style=\"text-align: left;\">\n",
       "                            <strong>Dashboard: </strong> <a href=\"http://172.18.5.204:43417/status\" target=\"_blank\">http://172.18.5.204:43417/status</a>\n",
       "                        </td>\n",
       "                        <td style=\"text-align: left;\">\n",
       "                            <strong>Memory: </strong> 18.63 GiB\n",
       "                        </td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                        <td style=\"text-align: left;\">\n",
       "                            <strong>Nanny: </strong> tcp://172.18.5.204:44823\n",
       "                        </td>\n",
       "                        <td style=\"text-align: left;\"></td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                        <td colspan=\"2\" style=\"text-align: left;\">\n",
       "                            <strong>Local directory: </strong> /gxfs_home/geomar/smomw379/nb/viking20x-mhwdetection/ANALYSIS/Atlantic/dask_jobqueue_logs/dask-scratch-space/worker-2rwoscri\n",
       "                        </td>\n",
       "                    </tr>\n",
       "\n",
       "                    \n",
       "\n",
       "                    \n",
       "\n",
       "                </table>\n",
       "            </details>\n",
       "            </div>\n",
       "        </div>\n",
       "        \n",
       "\n",
       "    </details>\n",
       "</div>\n",
       "\n",
       "        </details>\n",
       "    </div>\n",
       "</div>\n",
       "            </details>\n",
       "        \n",
       "\n",
       "    </div>\n",
       "</div>"
      ],
      "text/plain": [
       "<Client: 'tcp://172.18.4.22:37381' processes=4 threads=32, memory=74.52 GiB>"
      ]
     },
     "execution_count": 7,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "client"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## WMO mean characteristics"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "metadata": {},
   "outputs": [],
   "source": [
    "## masks\n",
    "## load mask: host\n",
    "path = '/gxfs_work/geomar/smomw379/DATA/VIKING20X.L46-KFS003/'\n",
    "\n",
    "mask = xr.open_dataset(path+'1_atlantic_mask_3D.nc').squeeze()\n",
    "ATLmask = mask.tmask.isel(z=0).rename({'X':'x','Y':'y'})\n",
    "\n",
    "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'})\n",
    "dpt = -dsM.nav_lev\n",
    "\n",
    "## grid cell area\n",
    "A = (dsM.e1t * dsM.e2t).where((ATLmask==1) & (dsM.tmask==1)).compute()\n",
    "\n",
    "lat = dsM.nav_lat.compute()\n",
    "lon = dsM.nav_lon.compute()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "metadata": {},
   "outputs": [],
   "source": [
    "## Cycle 6\n",
    "path = '/gxfs_work/geomar/smomw379/DATA/VIKING20X.L46-KFS003-6th/MHW_Detection/ANALYSIS/'\n",
    "\n",
    "dsD_6_WMO = xr.open_dataset(path + '1_VIKING20X.L46-KFS003-6th_1y_19800101_20221231_MHW-days-WMO-bottom.nc')\n",
    "dsL_6_WMO = xr.open_dataset(path + '1_VIKING20X.L46-KFS003-6th_1y_19800101_20221231_Duration-WMO-bottom.nc')\n",
    "dsI_6_WMO = xr.open_dataset(path + '1_VIKING20X.L46-KFS003-6th_1y_19800101_20221231_IntensityMax-WMO-bottom.nc')\n",
    "dsE_6_WMO = xr.open_dataset(path + '1_VIKING20X.L46-KFS003-6th_1y_19800101_20221231_Events-WMO-bottom.nc')\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "metadata": {},
   "outputs": [],
   "source": [
    "MeanD_6 =  dsD_6_WMO.N_MHW_days.where((ATLmask==1)).mean('time').compute()\n",
    "MeanL_6 =  dsL_6_WMO.Duration_mn.where((ATLmask==1) & (dsL_6_WMO.Duration_mn>0)).mean('time').compute()\n",
    "MeanI_6 =  dsI_6_WMO.Intensity_max_mn.where((ATLmask==1) & (dsI_6_WMO.Intensity_max_mn>0)).mean('time').compute()\n",
    "MeanE_6 =  dsE_6_WMO.N_events.where((ATLmask==1)).mean('time').compute()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## WMO linear trend"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "metadata": {},
   "outputs": [],
   "source": [
    "time = dsD_6_WMO.time"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "metadata": {},
   "outputs": [],
   "source": [
    "Duration_mn_6 = dsL_6_WMO.Duration_mn.fillna(0).where((ATLmask==1)).values\n",
    "Events_mn_6 = dsE_6_WMO.N_events.where((ATLmask==1)).values\n",
    "Intensity_max_mn_6 = dsI_6_WMO.Intensity_max_mn.fillna(0).where((ATLmask==1)).values"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "metadata": {},
   "outputs": [],
   "source": [
    "calc_trends=False\n",
    "if calc_trends: \n",
    "    lin_reg_L6 = np.zeros((2, lon.shape[0], lon.shape[1]))\n",
    "    lin_reg_E6 = np.zeros((2, lon.shape[0], lon.shape[1]))\n",
    "    lin_reg_I6 = np.zeros((2, lon.shape[0], lon.shape[1]))\n",
    "\n",
    "    for ii in range(0,lon.shape[1]):\n",
    "        print(ii, end='')\n",
    "        for jj in range(0,lon.shape[0]):\n",
    "            lin_reg_L6[:,jj,ii] = st.linregress(time, Duration_mn_6[:,jj,ii])[0:4:3] # slope and p-value\n",
    "            lin_reg_E6[:,jj,ii] = st.linregress(time, Events_mn_6[:,jj,ii])[0:4:3] # slope and p-value\n",
    "            lin_reg_I6[:,jj,ii] = st.linregress(time, Intensity_max_mn_6[:,jj,ii])[0:4:3] # slope and p-value\n",
    "\n",
    "    ## save trend maps\n",
    "    ds = xr.Dataset({'lin_reg_L6':xr.DataArray(lin_reg_L6[0,:,:]),\n",
    "            'lin_reg_E6':xr.DataArray(lin_reg_E6[0,:,:]),\n",
    "            'lin_reg_I6':xr.DataArray(lin_reg_I6[0,:,:]),\n",
    "            'pval_L6':xr.DataArray(lin_reg_L6[1,:,:]),\n",
    "            'pval_E6':xr.DataArray(lin_reg_E6[1,:,:]),\n",
    "            'pval_I6':xr.DataArray(lin_reg_I6[1,:,:])\n",
    "            }).rename({'dim_0':'y', 'dim_1':'x'})\n",
    "\n",
    "    ds.to_netcdf('/gxfs_work/geomar/smomw379/DATA/VIKING20X.L46-KFS003-6th/BOTTOM-T/1_VIKING20X.L46-KFS003-6th_1d_19800101_20221231_bottomMHW-Trends.nc')\n",
    "\n",
    "else:\n",
    "    dsT = xr.open_dataset('/gxfs_work/geomar/smomw379/DATA/VIKING20X.L46-KFS003-6th/BOTTOM-T/1_VIKING20X.L46-KFS003-6th_1d_19800101_20221231_bottomMHW-Trends.nc')\n",
    "    "
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Plotting"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "metadata": {},
   "outputs": [],
   "source": [
    "sfl = (dsM.e3t_0 * dsM.tmask).sum('deptht')\n",
    "sfl_smoothed = sfl.rolling({'x':20,'y':20}, center=True).mean().compute()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "metadata": {},
   "outputs": [],
   "source": [
    "coastline = cft.GSHHSFeature(scale='intermediate')\n",
    "\n",
    "def plot_cartopy(ax, xticks, yticks, ylabels=True, xlabels=True, continents=True):\n",
    "    '''Add cartopy features to the map'''\n",
    "    if continents:\n",
    "       ax.add_feature(coastline, edgecolor='darkgrey', facecolor='darkgrey', zorder=100)\n",
    "\n",
    "    ## add labels\n",
    "    ax.set_xticks(xticks, crs = ccrs.PlateCarree())\n",
    "    ax.set_yticks(yticks, crs = ccrs.PlateCarree())\n",
    "    if xlabels:\n",
    "      lon_formatter = LongitudeFormatter()\n",
    "      ax.xaxis.set_major_formatter(lon_formatter)\n",
    "    else: \n",
    "       ax.set_xticklabels([])\n",
    "    if ylabels:\n",
    "      lat_formatter = LatitudeFormatter()\n",
    "      ax.yaxis.set_major_formatter(lat_formatter)\n",
    "    else: \n",
    "       ax.set_yticklabels([])"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 16,
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "/gxfs_work/geomar/smomw379/miniconda3/envs/py3_std/lib/python3.11/site-packages/cartopy/mpl/geoaxes.py:1604: UserWarning: The following kwargs were not used by contour: 'ew'\n",
      "  result = super().contour(*args, **kwargs)\n",
      "/gxfs_work/geomar/smomw379/miniconda3/envs/py3_std/lib/python3.11/site-packages/cartopy/mpl/geoaxes.py:1604: UserWarning: The following kwargs were not used by contour: 'ew'\n",
      "  result = super().contour(*args, **kwargs)\n",
      "/gxfs_work/geomar/smomw379/miniconda3/envs/py3_std/lib/python3.11/site-packages/cartopy/mpl/geoaxes.py:1604: UserWarning: The following kwargs were not used by contour: 'ew'\n",
      "  result = super().contour(*args, **kwargs)\n",
      "/gxfs_work/geomar/smomw379/miniconda3/envs/py3_std/lib/python3.11/site-packages/cartopy/mpl/geoaxes.py:1604: UserWarning: The following kwargs were not used by contour: 'ew'\n",
      "  result = super().contour(*args, **kwargs)\n",
      "/gxfs_work/geomar/smomw379/miniconda3/envs/py3_std/lib/python3.11/site-packages/cartopy/mpl/geoaxes.py:1604: UserWarning: The following kwargs were not used by contour: 'ew'\n",
      "  result = super().contour(*args, **kwargs)\n",
      "/gxfs_work/geomar/smomw379/miniconda3/envs/py3_std/lib/python3.11/site-packages/cartopy/mpl/geoaxes.py:1604: UserWarning: The following kwargs were not used by contour: 'ew'\n",
      "  result = super().contour(*args, **kwargs)\n"
     ]
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 750x500 with 12 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig = plt.figure(figsize=(7.5,5))\n",
    "\n",
    "ax2 = fig.add_axes([0.06,0.5,0.29,0.47], projection=ccrs.PlateCarree())\n",
    "ax3 = fig.add_axes([0.38,0.5,0.29,0.47], projection=ccrs.PlateCarree())\n",
    "ax4 = fig.add_axes([0.7,0.5,0.29,0.47], projection=ccrs.PlateCarree())\n",
    "\n",
    "ax6 = fig.add_axes([0.06,0.0,0.29,0.47], projection=ccrs.PlateCarree())\n",
    "ax7 = fig.add_axes([0.38,0.0,0.29,0.47], projection=ccrs.PlateCarree())\n",
    "ax8 = fig.add_axes([0.7,0.0,0.29,0.47], projection=ccrs.PlateCarree())\n",
    "\n",
    "\n",
    "#####\n",
    "#\n",
    "ctfL = ax2.contourf(lon, lat, MeanL_6, cmap='Spectral_r', levels=np.arange(0,210,10), extend='max')\n",
    "ax2.contour(lon, lat, sfl_smoothed, levels=[5000], colors='w',ew=0.2)\n",
    "ax2.set_extent([-99,20,-22,59])\n",
    "plot_cartopy(ax2, xticks=np.arange(-75,26,25), yticks=np.arange(-20,61,20), xlabels=False)\n",
    "ax2.set_title('a) Mean duration', fontsize=8, loc='left', pad=4)\n",
    "\n",
    "#\n",
    "ctfE = ax3.contourf(lon, lat, MeanE_6, cmap='Spectral_r', levels=np.arange(0,3.6,0.5), extend='max')\n",
    "ax3.contour(lon, lat, sfl_smoothed, levels=[5000], colors='w',ew=0.2)\n",
    "ax3.set_extent([-99,20,-22,59])\n",
    "plot_cartopy(ax3, xticks=np.arange(-75,26,25), yticks=np.arange(-20,61,20), ylabels=False, xlabels=False)\n",
    "ax3.set_title('b) Mean frequency', fontsize=8, loc='left', pad=4)\n",
    "\n",
    "\n",
    "#\n",
    "ctfI = ax4.contourf(lon, lat, MeanI_6, cmap='Spectral_r', levels=np.arange(0,0.85,0.05), extend='max')\n",
    "ax4.contour(lon, lat, sfl_smoothed, levels=[5000], colors='w',ew=0.2)\n",
    "ax4.set_extent([-99,20,-22,59])\n",
    "plot_cartopy(ax4, xticks=np.arange(-75,26,25), yticks=np.arange(-20,61,20), ylabels=False, xlabels=False)\n",
    "ax4.set_title('c) Mean maximum intensity', fontsize=8, loc='left', pad=4)\n",
    "\n",
    "\n",
    "#####\n",
    "#\n",
    "ctfT_L = ax6.contourf(lon, lat, dsT.lin_reg_L6, cmap=cmo.balance, levels=np.arange(-10,12,2), extend='both')\n",
    "ax6.contourf(lon, lat, np.ma.masked_equal(dsT.pval_L6<0.01,0),hatches=['....'], colors='none')\n",
    "ax6.contour(lon, lat, sfl_smoothed, levels=[5000], colors='w',ew=0.2)\n",
    "ax6.set_extent([-99,20,-22,59])\n",
    "plot_cartopy(ax6, xticks=np.arange(-75,26,25), yticks=np.arange(-20,61,20))\n",
    "ax6.set_title('d) Duration (linear trend)', fontsize=8, loc='left', pad=4)\n",
    "#\n",
    "ctfT_E = ax7.contourf(lon, lat, dsT.lin_reg_E6, cmap=cmo.balance, levels=np.arange(-0.2,0.22,0.02), extend='both')\n",
    "ax7.contourf(lon, lat, np.ma.masked_equal(dsT.pval_E6<0.01,0),hatches=['....'], colors='none')\n",
    "ax7.contour(lon, lat, sfl_smoothed, levels=[5000], colors='w',ew=0.2)\n",
    "ax7.set_extent([-99,20,-22,59])\n",
    "plot_cartopy(ax7, xticks=np.arange(-75,26,25), yticks=np.arange(-20,61,20), ylabels=False)\n",
    "ax7.set_title('e) Frequency (linear trend)', fontsize=8, loc='left', pad=4)\n",
    "#\n",
    "ctfT_I = ax8.contourf(lon, lat, dsT.lin_reg_I6, cmap=cmo.balance, levels=np.arange(-0.014,0.015,0.002), extend='both')\n",
    "ax8.contourf(lon, lat, np.ma.masked_equal(dsT.pval_I6<0.01,0),hatches=['....'], colors='none')\n",
    "ax8.contour(lon, lat, sfl_smoothed, levels=[5000], colors='w',ew=0.2)\n",
    "ax8.set_extent([-99,20,-22,59])\n",
    "plot_cartopy(ax8, xticks=np.arange(-75,26,25), yticks=np.arange(-20,61,20), ylabels=False)\n",
    "ax8.set_title('f) Max. intensity (linear trend)', fontsize=8, loc='left', pad=4)\n",
    "\n",
    "\n",
    "## \n",
    "cb1 = plt.colorbar(ctfL, ax=[ax2], orientation='horizontal', shrink=0.8, pad=0.06)\n",
    "cb1.set_label('[days]', fontsize=8, x=1.16, labelpad=-17)\n",
    "cb1.set_ticks(np.arange(0,210,40))\n",
    "\n",
    "cb2 = plt.colorbar(ctfE, ax=[ax3], orientation='horizontal', shrink=0.8, pad=0.06)\n",
    "cb2.set_label('[MHWs/\\nyr]', fontsize=8, x=1.19, labelpad=-17)\n",
    "\n",
    "cb3 = plt.colorbar(ctfI, ax=[ax4], orientation='horizontal', shrink=0.8, pad=0.06)\n",
    "cb3.set_label('[°C]', fontsize=8, x=1.15, labelpad=-17)\n",
    "\n",
    "cb4 = plt.colorbar(ctfT_L, ax=[ax6], orientation='horizontal', shrink=0.8, pad=0.09)\n",
    "cb4.set_label('[days/\\nyr]', fontsize=8, x=1.16, labelpad=-17)\n",
    "\n",
    "cb5 = plt.colorbar(ctfT_E, ax=[ax7], orientation='horizontal', shrink=0.8, pad=0.09)\n",
    "cb5.set_label('[MHWs/\\nyr/yr]', fontsize=8, labelpad=-17, x=1.19)\n",
    "cb5.set_ticks(np.arange(-0.16,0.19,0.08))\n",
    "\n",
    "cb6 = plt.colorbar(ctfT_I, ax=[ax8], orientation='horizontal', shrink=0.8, pad=0.09)\n",
    "cb6.set_label('[°C/\\nyr]', fontsize=8, x=1.15, labelpad=-17)\n",
    "cb6.set_ticks(np.arange(-0.01,0.0105,0.01))\n",
    "\n",
    "plt.savefig('Bottom_Maps.png', dpi=400)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Save data for publication\n",
    "* full output (annual mean bottom MHW characteristics) already stored "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": []
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "py3_std",
   "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": "3.11.5"
  },
  "orig_nbformat": 4
 },
 "nbformat": 4,
 "nbformat_minor": 2
}