Figure6a-c.ipynb

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   },
   "source": [
    "## This is the Ekman composite Figure + the time series"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "41824e30-0b76-481d-9436-a640e94e015c",
   "metadata": {},
   "source": [
    "### Prepare Ekman Composite "
   ]
  },
  {
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   "id": "1d73c7ec-a4c8-496e-af44-10b0575bf335",
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   "source": [
    "%matplotlib inline\n",
    "\n",
    "import cosima_cookbook as cc\n",
    "import matplotlib.pyplot as plt\n",
    "import numpy as np\n",
    "import netCDF4 as nc\n",
    "import xarray as xr\n",
    "import cmocean.cm as cmocean\n",
    "from collections import OrderedDict\n",
    "import cartopy.crs as ccrs\n",
    "import matplotlib.path as mpath\n",
    "import cftime\n",
    "import glob\n",
    "import dask\n",
    "import os\n",
    "import datetime\n",
    "import matplotlib.colors as col\n",
    "import gsw\n",
    "from mpl_toolkits.axes_grid1 import make_axes_locatable\n",
    "\n",
    "import logging\n",
    "logging.captureWarnings(True)\n",
    "logging.getLogger('py.warnings').setLevel(logging.ERROR)\n",
    "\n",
    "from dask.distributed import Client\n",
    "# from cosima_cookbook import distributed as ccd"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "id": "bb3ff203-e2b0-4939-b2d4-857b1ea92ac2",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "starting distributed client...\n"
     ]
    },
    {
     "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-d28c4d49-2d68-11ef-adfe-00000789fe80</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> distributed.LocalCluster</td>\n",
       "        \n",
       "        </tr>\n",
       "\n",
       "        \n",
       "            <tr>\n",
       "                <td style=\"text-align: left;\">\n",
       "                    <strong>Dashboard: </strong> <a href=\"/proxy/36923/status\" target=\"_blank\">/proxy/36923/status</a>\n",
       "                </td>\n",
       "                <td style=\"text-align: left;\"></td>\n",
       "            </tr>\n",
       "        \n",
       "\n",
       "        </table>\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;\">LocalCluster</h3>\n",
       "        <p style=\"color: #9D9D9D; margin-bottom: 0px;\">05df28ec</p>\n",
       "        <table style=\"width: 100%; text-align: left;\">\n",
       "            <tr>\n",
       "                <td style=\"text-align: left;\">\n",
       "                    <strong>Dashboard:</strong> <a href=\"/proxy/36923/status\" target=\"_blank\">/proxy/36923/status</a>\n",
       "                </td>\n",
       "                <td style=\"text-align: left;\">\n",
       "                    <strong>Workers:</strong> 7\n",
       "                </td>\n",
       "            </tr>\n",
       "            <tr>\n",
       "                <td style=\"text-align: left;\">\n",
       "                    <strong>Total threads:</strong> 28\n",
       "                </td>\n",
       "                <td style=\"text-align: left;\">\n",
       "                    <strong>Total memory:</strong> 125.18 GiB\n",
       "                </td>\n",
       "            </tr>\n",
       "            \n",
       "            <tr>\n",
       "    <td style=\"text-align: left;\"><strong>Status:</strong> running</td>\n",
       "    <td style=\"text-align: left;\"><strong>Using processes:</strong> True</td>\n",
       "</tr>\n",
       "\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-d32c5467-7082-4418-8b04-5aab4e0e37ec</p>\n",
       "            <table style=\"width: 100%; text-align: left;\">\n",
       "                <tr>\n",
       "                    <td style=\"text-align: left;\">\n",
       "                        <strong>Comm:</strong> tcp://127.0.0.1:39545\n",
       "                    </td>\n",
       "                    <td style=\"text-align: left;\">\n",
       "                        <strong>Workers:</strong> 7\n",
       "                    </td>\n",
       "                </tr>\n",
       "                <tr>\n",
       "                    <td style=\"text-align: left;\">\n",
       "                        <strong>Dashboard:</strong> <a href=\"/proxy/36923/status\" target=\"_blank\">/proxy/36923/status</a>\n",
       "                    </td>\n",
       "                    <td style=\"text-align: left;\">\n",
       "                        <strong>Total threads:</strong> 28\n",
       "                    </td>\n",
       "                </tr>\n",
       "                <tr>\n",
       "                    <td style=\"text-align: left;\">\n",
       "                        <strong>Started:</strong> Just now\n",
       "                    </td>\n",
       "                    <td style=\"text-align: left;\">\n",
       "                        <strong>Total memory:</strong> 125.18 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: 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://127.0.0.1:33529\n",
       "                        </td>\n",
       "                        <td style=\"text-align: left;\">\n",
       "                            <strong>Total threads: </strong> 4\n",
       "                        </td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                        <td style=\"text-align: left;\">\n",
       "                            <strong>Dashboard: </strong> <a href=\"/proxy/35557/status\" target=\"_blank\">/proxy/35557/status</a>\n",
       "                        </td>\n",
       "                        <td style=\"text-align: left;\">\n",
       "                            <strong>Memory: </strong> 17.88 GiB\n",
       "                        </td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                        <td style=\"text-align: left;\">\n",
       "                            <strong>Nanny: </strong> tcp://127.0.0.1:33789\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> /jobfs/118600738.gadi-pbs/dask-worker-space/worker-kdx6yqqr\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: 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://127.0.0.1:39849\n",
       "                        </td>\n",
       "                        <td style=\"text-align: left;\">\n",
       "                            <strong>Total threads: </strong> 4\n",
       "                        </td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                        <td style=\"text-align: left;\">\n",
       "                            <strong>Dashboard: </strong> <a href=\"/proxy/41701/status\" target=\"_blank\">/proxy/41701/status</a>\n",
       "                        </td>\n",
       "                        <td style=\"text-align: left;\">\n",
       "                            <strong>Memory: </strong> 17.88 GiB\n",
       "                        </td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                        <td style=\"text-align: left;\">\n",
       "                            <strong>Nanny: </strong> tcp://127.0.0.1:39599\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> /jobfs/118600738.gadi-pbs/dask-worker-space/worker-hvsp39kp\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: 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://127.0.0.1:37049\n",
       "                        </td>\n",
       "                        <td style=\"text-align: left;\">\n",
       "                            <strong>Total threads: </strong> 4\n",
       "                        </td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                        <td style=\"text-align: left;\">\n",
       "                            <strong>Dashboard: </strong> <a href=\"/proxy/35881/status\" target=\"_blank\">/proxy/35881/status</a>\n",
       "                        </td>\n",
       "                        <td style=\"text-align: left;\">\n",
       "                            <strong>Memory: </strong> 17.88 GiB\n",
       "                        </td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                        <td style=\"text-align: left;\">\n",
       "                            <strong>Nanny: </strong> tcp://127.0.0.1:39803\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> /jobfs/118600738.gadi-pbs/dask-worker-space/worker-zyhnvyqx\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: 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://127.0.0.1:36925\n",
       "                        </td>\n",
       "                        <td style=\"text-align: left;\">\n",
       "                            <strong>Total threads: </strong> 4\n",
       "                        </td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                        <td style=\"text-align: left;\">\n",
       "                            <strong>Dashboard: </strong> <a href=\"/proxy/42433/status\" target=\"_blank\">/proxy/42433/status</a>\n",
       "                        </td>\n",
       "                        <td style=\"text-align: left;\">\n",
       "                            <strong>Memory: </strong> 17.88 GiB\n",
       "                        </td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                        <td style=\"text-align: left;\">\n",
       "                            <strong>Nanny: </strong> tcp://127.0.0.1:33107\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> /jobfs/118600738.gadi-pbs/dask-worker-space/worker-k2k0earo\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: 4</h4>\n",
       "                </summary>\n",
       "                <table style=\"width: 100%; text-align: left;\">\n",
       "                    <tr>\n",
       "                        <td style=\"text-align: left;\">\n",
       "                            <strong>Comm: </strong> tcp://127.0.0.1:45277\n",
       "                        </td>\n",
       "                        <td style=\"text-align: left;\">\n",
       "                            <strong>Total threads: </strong> 4\n",
       "                        </td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                        <td style=\"text-align: left;\">\n",
       "                            <strong>Dashboard: </strong> <a href=\"/proxy/46087/status\" target=\"_blank\">/proxy/46087/status</a>\n",
       "                        </td>\n",
       "                        <td style=\"text-align: left;\">\n",
       "                            <strong>Memory: </strong> 17.88 GiB\n",
       "                        </td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                        <td style=\"text-align: left;\">\n",
       "                            <strong>Nanny: </strong> tcp://127.0.0.1:44703\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> /jobfs/118600738.gadi-pbs/dask-worker-space/worker-81tqqzfa\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: 5</h4>\n",
       "                </summary>\n",
       "                <table style=\"width: 100%; text-align: left;\">\n",
       "                    <tr>\n",
       "                        <td style=\"text-align: left;\">\n",
       "                            <strong>Comm: </strong> tcp://127.0.0.1:41843\n",
       "                        </td>\n",
       "                        <td style=\"text-align: left;\">\n",
       "                            <strong>Total threads: </strong> 4\n",
       "                        </td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                        <td style=\"text-align: left;\">\n",
       "                            <strong>Dashboard: </strong> <a href=\"/proxy/40015/status\" target=\"_blank\">/proxy/40015/status</a>\n",
       "                        </td>\n",
       "                        <td style=\"text-align: left;\">\n",
       "                            <strong>Memory: </strong> 17.88 GiB\n",
       "                        </td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                        <td style=\"text-align: left;\">\n",
       "                            <strong>Nanny: </strong> tcp://127.0.0.1:35519\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> /jobfs/118600738.gadi-pbs/dask-worker-space/worker-yv2h03va\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: 6</h4>\n",
       "                </summary>\n",
       "                <table style=\"width: 100%; text-align: left;\">\n",
       "                    <tr>\n",
       "                        <td style=\"text-align: left;\">\n",
       "                            <strong>Comm: </strong> tcp://127.0.0.1:36157\n",
       "                        </td>\n",
       "                        <td style=\"text-align: left;\">\n",
       "                            <strong>Total threads: </strong> 4\n",
       "                        </td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                        <td style=\"text-align: left;\">\n",
       "                            <strong>Dashboard: </strong> <a href=\"/proxy/33593/status\" target=\"_blank\">/proxy/33593/status</a>\n",
       "                        </td>\n",
       "                        <td style=\"text-align: left;\">\n",
       "                            <strong>Memory: </strong> 17.88 GiB\n",
       "                        </td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                        <td style=\"text-align: left;\">\n",
       "                            <strong>Nanny: </strong> tcp://127.0.0.1:35719\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> /jobfs/118600738.gadi-pbs/dask-worker-space/worker-z21n5hg7\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://127.0.0.1:39545' processes=7 threads=28, memory=125.18 GiB>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "from dask.distributed import Client\n",
    "\n",
    "print('starting distributed client...')\n",
    "client = Client()\n",
    "display(client)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "id": "d8264f31-22c5-4259-b24b-2b6ace0a83c8",
   "metadata": {},
   "outputs": [],
   "source": [
    "master_session = cc.database.create_session('/g/data/ik11/databases/cosima_master.db')\n",
    "iaf_cycle3 = '01deg_jra55v140_iaf_cycle3'\n",
    "\n",
    "first_year = '1958'\n",
    "last_year = '2018'\n",
    "\n",
    "start_time=first_year+'-01-01'\n",
    "end_time=last_year+'-12-31'\n",
    "\n",
    "time_period = str(int(start_time[:4]))+'-'+str(int(end_time[:4]))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "id": "fc520203-95db-4a87-a286-376cc042a19d",
   "metadata": {},
   "outputs": [],
   "source": [
    "lon_slice  = slice(-256, -246) \n",
    "lat_slice  = slice(-67, -64)\n",
    "\n",
    "\n",
    "# these are the values used by MOM5\n",
    "sigma = 7.292e-5     # Earth's rotation rate in radians/s\n",
    "Rearth = 6371.e3 # Earth's radius in m\n",
    "variable='geolat_c'\n",
    "geolat_c = cc.querying.getvar(iaf_cycle3,'geolat_c',master_session, n=-1).sel(yu_ocean=lat_slice).sel(xu_ocean=lon_slice)\n",
    "\n",
    "f = 2 * sigma * np.sin(np.deg2rad(geolat_c)) # convert lat in radians\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "id": "544af477-c368-471b-b155-f96f1025d255",
   "metadata": {},
   "outputs": [],
   "source": [
    "#pick the northern latitude, so there are an equal number of t-cell and u-cell gridpoint in this range:\n",
    "lon_slice  = slice(-256, -246) \n",
    "lat_slice  = slice(-67, -64)\n",
    "\n",
    "\n",
    "first_year = '1958'\n",
    "last_year = '2018'\n",
    "\n",
    "start_time=first_year+'-01-01'\n",
    "end_time=last_year+'-12-31'\n",
    "\n",
    "tau_x_con = cc.querying.getvar(iaf_cycle3, 'tau_x', master_session, frequency='1 monthly',start_time=start_time, end_time=end_time).sel(yu_ocean=lat_slice).sel(xu_ocean=lon_slice)\n",
    "tau_x_con = tau_x_con.load()\n",
    "\n",
    "tau_y_con = cc.querying.getvar(iaf_cycle3, 'tau_y', master_session, frequency='1 monthly',start_time=start_time, end_time=end_time).sel(yu_ocean=lat_slice).sel(xu_ocean=lon_slice)\n",
    "tau_y_con = tau_y_con.load()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "6949309c-369c-4d12-ba03-283a3bb3b1b3",
   "metadata": {},
   "outputs": [],
   "source": []
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "id": "34bd2a96-56de-4048-a160-20310a172964",
   "metadata": {},
   "outputs": [],
   "source": [
    "# database for control simulation:\n",
    "control = '01deg_jra55v13_ryf9091'\n",
    "\n",
    "# Need to use these unmasked dxu and dyu, because otherwise it spreads the mask and we miss the Ekman pumping in the first ocean cell.\n",
    "\n",
    "tau_x_con_full = cc.querying.getvar(control, 'tau_x', master_session, ncfile='ocean_month.nc',start_time=start_time, end_time=end_time)\n",
    "dyu = cc.querying.getvar(control, 'dyu', master_session, n=1)\n",
    "dyu['ni'] = tau_x_con_full['xu_ocean'].values\n",
    "dyu['nj'] = tau_x_con_full['yu_ocean'].values\n",
    "#dyu = dyu.rename(({'nk':'time','ni':'xu_ocean', 'nj':'yu_ocean'}))\n",
    "dyu = dyu.rename(({'ni':'xu_ocean', 'nj':'yu_ocean'}))\n",
    "dyu = dyu.sel(yu_ocean=lat_slice)\n",
    "\n",
    "dxu = cc.querying.getvar(control, 'dxu', master_session, n=1)\n",
    "dxu['ni'] = tau_x_con_full['xu_ocean'].values\n",
    "dxu['nj'] = tau_x_con_full['yu_ocean'].values\n",
    "#dxu = dxu.rename(({'nk':'time','ni':'xu_ocean', 'nj':'yu_ocean'}))\n",
    "dxu = dxu.rename(({'ni':'xu_ocean', 'nj':'yu_ocean'}))\n",
    "dxu = dxu.sel(yu_ocean=lat_slice)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "id": "22c447cd-0631-4a06-831f-ca4ef2689a2a",
   "metadata": {},
   "outputs": [],
   "source": [
    "# See https://cosima-recipes.readthedocs.io/en/latest/documented_examples/RelativeVorticity.html#gallery-documented-examples-relativevorticity-ipynb\n",
    "#ds = xr.open_mfdataset('/g/data/ik11/outputs/access-om2-01/01deg_jra55v13_ryf9091/output000/ocean/ocean_grid.nc', combine='by_coords')\n",
    "#inverse_dxtn = 0.5*(1/ds.dxu + np.roll(1/ds.dxu, 1, axis=1))\n",
    "#inverse_dyte = 0.5*(1/ds.dyu + np.roll(1/ds.dyu, 1, axis=1))\n",
    "\n",
    "# use dyu from above, because otherwise the nans from land spread:\n",
    "inverse_dyte = 0.5*(1/dyu + np.roll(1/dyu, 1, axis=0))\n",
    "inverse_dxtn = 0.5*(1/dxu + np.roll(1/dxu, 1, axis=0))\n",
    "\n",
    "# fill land with zeros:\n",
    "tauy_f_con = tau_y_con/f\n",
    "tauy_f_con = tauy_f_con.fillna(0)\n",
    "taux_f_con = tau_x_con/f\n",
    "taux_f_con = taux_f_con.fillna(0)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "id": "eb7c9896-cff1-427b-8d6d-f5ad5183a91e",
   "metadata": {},
   "outputs": [],
   "source": [
    "# compute derivatives:\n",
    "#d_dx_tauyf_con = (tauy_f_con - np.roll(tauy_f_con, 1, axis=1))*inverse_dxtn\n",
    "d_dx_tauyf_con = (tauy_f_con - np.roll(tauy_f_con, 1, axis=2))*inverse_dxtn\n",
    "#d_dy_tauxf_con = (taux_f_con - np.roll(taux_f_con, 1, axis=0))*inverse_dyte\n",
    "d_dy_tauxf_con = (taux_f_con - np.roll(taux_f_con, 1, axis=1))*inverse_dyte\n",
    "\n",
    "# interpolate onto the same grid:\n",
    "#d_dx_tauyf_con = 0.5 * (d_dx_tauyf_con + np.roll(d_dx_tauyf_con, 1, axis=0))\n",
    "d_dx_tauyf_con = 0.5 * (d_dx_tauyf_con + np.roll(d_dx_tauyf_con, 1, axis=1))\n",
    "#d_dy_tauxf_con = 0.5 * (d_dy_tauxf_con + np.roll(d_dy_tauxf_con, 1, axis=1))\n",
    "d_dy_tauxf_con = 0.5 * (d_dy_tauxf_con + np.roll(d_dy_tauxf_con, 1, axis=2))\n",
    "\n",
    "# compute curl:\n",
    "curl_tauf_con = d_dx_tauyf_con - d_dy_tauxf_con\n",
    "curl_tauf_con = curl_tauf_con.load()\n",
    "\n",
    "#convert from m/s to m/day\n",
    "s_day=60*60*24\n",
    "rho0 = 1035.\n",
    "ekman_con = curl_tauf_con/rho0*s_day\n"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "1697fc7a-a8ab-45e5-8bed-226fd9c51958",
   "metadata": {},
   "source": [
    "### Climatology "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "id": "3588041b-7dfc-4439-b7b5-27b50451fded",
   "metadata": {
    "tags": []
   },
   "outputs": [],
   "source": [
    "# calculate monthly climatology\n",
    "climatology = ekman_con.groupby('time.month').mean('time')\n",
    "\n",
    "# remove seasonal signal\n",
    "ekman_con_seasonal_removed = (ekman_con - climatology)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "id": "d63993b5-8965-4471-af27-b792be45c403",
   "metadata": {},
   "outputs": [],
   "source": [
    "#ekman_con_seasonal_removed"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "id": "7558f51f-01b3-4d4f-9a3f-a85bf046e77e",
   "metadata": {
    "tags": []
   },
   "outputs": [],
   "source": [
    "## this helps to check which months are contained on our main data files. \n",
    "month=ekman_con['time.month'].values\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "id": "bcf2b8cf-61cc-4e07-a56b-3c8b6899f178",
   "metadata": {},
   "outputs": [],
   "source": [
    "#load the variable\n",
    "ekman_con = ekman_con.load()\n",
    "ekman_con_seasonal_removed = ekman_con_seasonal_removed.load()\n",
    "##test\n",
    "#np.amin(temp_400m_za)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "94079e4c-2577-452f-a6e6-9a2aa9656bdd",
   "metadata": {},
   "source": [
    "#### Here's a step-by-step explanation of what's happening in the code:\n",
    "\n",
    "#### ekman_con has the dimensions (time=732, y=100, x=100).\n",
    "#### climatology is calculated by taking the mean of ekman_con along the time dimension for each month. This results in climatology having dimensions (month=12, y=100, x=100).\n",
    "#### climatology is then broadcasted to match the shape of ekman_con along the time dimension, so that it now has dimensions (time=732, month=12, y=100, x=100).\n",
    "#### The broadcasted climatology is then subtracted from ekman_con, resulting in ekman_con_seasonal_removed having dimensions (time=732, month=12, y=100, x=100). This means that the month dimension is preserved in the result.\n",
    "\n",
    "#### Because of that, we can probably remove the month dimension to not cause issues later on."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "id": "36b9108d-d5a0-4cf2-b237-76ff862b3592",
   "metadata": {
    "tags": []
   },
   "outputs": [],
   "source": [
    "# select a single month and drop the 'month' dimension\n",
    "ekman_con_seasonal_removed = ekman_con_seasonal_removed.isel(month=0).drop('month')"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "eef40b3b-8027-4434-b902-fcccb0f6d061",
   "metadata": {},
   "source": [
    "### I didn't notice significant difference from the plot, so I will test if the values were different at all:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "id": "7cc63af4-937f-4d7b-a8b1-0f76f9d54a85",
   "metadata": {
    "tags": []
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "ekman_con and ekman_con_seasonal_removed are different\n"
     ]
    }
   ],
   "source": [
    "# calculate absolute difference between ekman_con and ekman_con_seasonal_removed\n",
    "diff = np.abs(ekman_con - ekman_con_seasonal_removed)\n",
    "\n",
    "# check if the absolute difference is zero or not\n",
    "if np.all(diff == 0):\n",
    "    print(\"ekman_con and ekman_con_seasonal_removed are identical\")\n",
    "else:\n",
    "    print(\"ekman_con and ekman_con_seasonal_removed are different\")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "475dad6d-70d3-49cc-940f-50fea34844fb",
   "metadata": {},
   "source": [
    "### Apparently they are, so my procedure should have worked. I will try detrending and rolling a 12 month mean through the new data"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "5a492841-d979-4229-9925-2cba2227fe01",
   "metadata": {},
   "source": [
    "### First run the function to detrend the time series later on \n",
    "\n",
    "### Function for doing spatial correlations/regressions:\n",
    "\n",
    "#### This comes from http://hrishichandanpurkar.blogspot.com/2017/09/vectorized-functions-for-correlation.html\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "id": "1428be88-1b0e-427d-bd91-1858fa509d26",
   "metadata": {},
   "outputs": [],
   "source": [
    "def lag_linregress_3D(x, y, lagx=0, lagy=0):\n",
    "    \"\"\"\n",
    "    Input: Two xr.Datarrays of any dimensions with the first dim being time. \n",
    "    Thus the input data could be a 1D time series, or for example, have three dimensions (time,lat,lon). \n",
    "    Datasets can be provied in any order, but note that the regression slope and intercept will be calculated\n",
    "    for y with respect to x.\n",
    "    Output: Covariance, correlation, regression slope and intercept, p-value, and standard error on regression\n",
    "    between the two datasets along their aligned time dimension.  \n",
    "    Lag values can be assigned to either of the data, with lagx shifting x, and lagy shifting y, with the specified lag amount. \n",
    "    \"\"\" \n",
    "    #1. Ensure that the data are properly alinged to each other. \n",
    "    x,y = xr.align(x,y)\n",
    "    \n",
    "    #2. Add lag information if any, and shift the data accordingly\n",
    "    if lagx!=0:\n",
    "        #If x lags y by 1, x must be shifted 1 step backwards. \n",
    "        #But as the 'zero-th' value is nonexistant, xr assigns it as invalid (nan). Hence it needs to be dropped\n",
    "        x   = x.shift(time = -lagx).dropna(dim='time')\n",
    "        #Next important step is to re-align the two datasets so that y adjusts to the changed coordinates of x\n",
    "        x,y = xr.align(x,y)\n",
    "\n",
    "    if lagy!=0:\n",
    "        y   = y.shift(time = -lagy).dropna(dim='time')\n",
    "        x,y = xr.align(x,y)\n",
    " \n",
    "    #3. Compute data length, mean and standard deviation along time axis for further use: \n",
    "    n     = x.shape[0]\n",
    "    xmean = x.mean(axis=0)\n",
    "    ymean = y.mean(axis=0)\n",
    "    xstd  = x.std(axis=0)\n",
    "    ystd  = y.std(axis=0)\n",
    "    \n",
    "    #4. Compute covariance along time axis\n",
    "    cov   =  np.sum((x - xmean)*(y - ymean), axis=0)/(n)\n",
    "    \n",
    "    #5. Compute correlation along time axis\n",
    "    cor   = cov/(xstd*ystd)\n",
    "    \n",
    "    #6. Compute regression slope and intercept:\n",
    "    slope     = cov/(xstd**2)\n",
    "    intercept = ymean - xmean*slope  \n",
    "    \n",
    "    #7. Compute P-value and standard error\n",
    "    #Compute t-statistics\n",
    "    tstats = cor*np.sqrt(n-2)/np.sqrt(1-cor**2)\n",
    "    stderr = slope/tstats\n",
    "    \n",
    "    from scipy.stats import t\n",
    "    pval   = t.sf(tstats, n-2)*2\n",
    "    pval   = xr.DataArray(pval, dims=cor.dims, coords=cor.coords)\n",
    "\n",
    "    return cov,cor,slope,intercept,pval,stderr\n",
    "\n",
    "# detrending function:\n",
    "def detrend_dim(da, dim, deg=1):\n",
    "    # detrend along a single dimension\n",
    "    p = da.polyfit(dim=dim, deg=deg)\n",
    "    fit = xr.polyval(da[dim], p.polyfit_coefficients)\n",
    "    return da - fit"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 16,
   "id": "9bda0616-624f-4cbd-aaf6-fffa9ec7da09",
   "metadata": {
    "tags": []
   },
   "outputs": [],
   "source": [
    "# Note we need to first detrend the data:\n",
    "#ekman_con_detrended = detrend_dim(ekman_con_seasonal_removed,'time') #commented out because if we run this line the average panel is 0. \n",
    "ekman_con_dr = ekman_con_seasonal_removed.rolling(time=12, center=True).mean()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "537f1fbb-8a20-406a-a019-0fa2b33fd0eb",
   "metadata": {},
   "outputs": [],
   "source": []
  },
  {
   "cell_type": "markdown",
   "id": "624be6d0-b6e5-4877-a6ea-fb7611b1fece",
   "metadata": {
    "tags": []
   },
   "source": [
    "### loading indexes previously calculated by \"Selecting_peak_low_years\" code stored in /Figures/New_codes_CFD"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 17,
   "id": "3034fc24-3590-4a72-b0d8-4b69acb08648",
   "metadata": {},
   "outputs": [],
   "source": [
    "outpath = '/g/data/v45/ns3783/top_index.nc'\n",
    "profile_data = xr.open_dataset(outpath)\n",
    "top_id = profile_data.top_id"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 18,
   "id": "70b83133-0ff2-4f9a-9813-6f39d6a407a4",
   "metadata": {},
   "outputs": [],
   "source": [
    "outpath = '/g/data/v45/ns3783/bottom_index.nc'\n",
    "profile_data = xr.open_dataset(outpath)\n",
    "bt_id = profile_data.bt_id"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 19,
   "id": "7bc50119-01ee-446a-9e52-4b6818833681",
   "metadata": {
    "tags": []
   },
   "outputs": [],
   "source": [
    "#try running this line. If it doesn't fix the problem, try running without it.\n",
    "#ekman_roll=ekman_con\n",
    "ekman_roll=ekman_con_dr\n",
    "#ekman_roll=ekman_con_dr.shift(time=-2).dropna(dim='time')\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 20,
   "id": "1ebe64fa-5497-43db-9b11-b921afb7a7a6",
   "metadata": {},
   "outputs": [],
   "source": [
    "## because bt_id has high indexes we need to get rid off them. This data is no longer existent if we shift ekman back 8, 9,10 months / ekman_roll now has time 727\n",
    "bt_6=bt_id[:-2]\n",
    "\n",
    "## because bt_id has high indexes we need to get rid off them. This data is no longer existent if we shift ekman back 6, 6a and 7 months / ekman_roll now has time 727\n",
    "#bt_6=bt_id[:-3]\n",
    "\n",
    "## because bt_id has high indexes we need to get rid off them. This data is no longer existent if we shift ekman back 4 months / ekman_roll now has time 727\n",
    "#bt_6=bt_id[:-1]"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "590c5874-1ccf-4d44-a80f-1dbc9c465d9f",
   "metadata": {},
   "source": [
    "### creating the averages for peaks and lows"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 21,
   "id": "5efcfc47-9d66-4d6e-83a3-0427bf912f7c",
   "metadata": {},
   "outputs": [],
   "source": [
    "#full mean\n",
    "ekman_con_avg = ekman_roll.mean('time')\n",
    "ekman_con_avg = ekman_con_avg.load()\n",
    "\n",
    "#mean of all high peaks together\n",
    "ekman_high_avg=ekman_roll[top_id].mean('time')\n",
    "ekman_high_avg = ekman_high_avg.load()\n",
    "\n",
    "#mean of all low peaks together\n",
    "ekman_low_avg=ekman_roll[bt_6].mean('time')\n",
    "ekman_low_avg = ekman_low_avg.load()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "6e8db930-7034-49bc-8c34-74fb21ef6629",
   "metadata": {},
   "source": [
    "## PLOT COMPOSITES FOR EKMAN"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 22,
   "id": "ebe72b90-dc5a-46df-99e2-49918a378993",
   "metadata": {},
   "outputs": [],
   "source": [
    "# import bathymetry and the land/ocean mask to add to plot:\n",
    "ht = cc.querying.getvar(iaf_cycle3,'ht' , master_session,n=1)\n",
    "ht = ht.sel(yt_ocean=lat_slice).sel(xt_ocean=lon_slice)\n",
    "# create land mask from the bathymetry:\n",
    "land_mask = np.squeeze(ht.values)*0\n",
    "land_mask[np.isnan(land_mask)]=1\n",
    "land_mask = np.where(land_mask==1,land_mask,np.nan)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "8b975049-dba0-4608-ac44-c8df8e73e96c",
   "metadata": {},
   "source": [
    "#### lag 0\n",
    "#### lag 2\n",
    "#### lag 4\n",
    "#### lag 6"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 23,
   "id": "3f33c4bf-afea-4daf-b1d1-2137dbbac288",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1584x1584 with 6 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "### test new values\n",
    "fontsize=20\n",
    "\n",
    "#for nt in range(0,nframes):\n",
    "fig=plt.figure(figsize=(22, 22))\n",
    "fig.subplots_adjust(top=0.88)\n",
    "\n",
    "t_high = ekman_high_avg-ekman_con_avg;\n",
    "t_low = ekman_low_avg-ekman_con_avg;\n",
    "ax0=plt.subplot(431) \n",
    "pc = plt.pcolormesh(t_high.xu_ocean,t_high.yu_ocean,\n",
    "                        t_high, cmap = cmocean.balance, \n",
    "                        vmin=-.8,vmax=.8)\n",
    "#plt.title('Anomaly for Str Heat Flux (Y) yrs',fontsize=fontsize)\n",
    "#plt.title('Anomaly for rising Temp yrs',fontsize=fontsize)\n",
    "plt.title('Anomaly - strong intrusion mths',fontsize=fontsize)\n",
    "        #plot contours\n",
    "plt.contour(ht.xt_ocean,ht.yt_ocean,ht,levels=[500,700,1000,2000,3000],colors='k',linewidth=1)\n",
    "#plt.contour(ht.xt_ocean,ht.yt_ocean,ht,levels=[500,1000],colors='darkorange',linewidth=1)\n",
    "# plot the land:\n",
    "plt.contourf(ht.xt_ocean,ht.yt_ocean,land_mask,colors='grey')\n",
    "        # labels etc:\n",
    "        #plt.xlabel('Longitude',fontsize=fontsize)\n",
    "plt.ylabel('Temp 400m',fontsize=fontsize)\n",
    "plt.tick_params(labelsize=fontsize)\n",
    "        #lim\n",
    "plt.ylim((-67, -64))\n",
    "plt.xlim((-255, -246))\n",
    "        # colorbar:\n",
    "cbar=plt.colorbar(pc,orientation='vertical',extend='neither')\n",
    "cbar.ax.locator_params(nbins=8)\n",
    "#cbar.set_label(r'($\\circ$C)', fontsize = 16,labelpad=5)\n",
    "cbar.ax.tick_params(labelsize=fontsize)\n",
    "cbar.ax.tick_params(labelsize=fontsize)\n",
    "ax0.set_xticklabels([-255+359,-254+359,-252+359,-250+359,-248+359,-246+359])\n",
    "plt.ylabel('Latitude ($^\\circ$)',fontsize=fontsize)\n",
    "plt.xlabel('Longitude ($^\\circ$)',fontsize=fontsize)\n",
    "#plt.plot([-250.5,-250.5],[-65.65, -65.2],color='blueviolet',linestyle='--',linewidth=5)\n",
    "#plt.plot([-249.5,-249.5],[-65.65, -65.2],color='blueviolet',linestyle='--',linewidth=5)\n",
    "#plt.plot([-250.5,-249.5],[-65.2, -65.2],color='blueviolet',linestyle='--',linewidth=5)\n",
    "#plt.plot([-250.5,-249.5],[-65.65, -65.65],color='blueviolet',linestyle='--',linewidth=5)\n",
    "\n",
    "ax0=plt.subplot(4,3,2)      \n",
    "pc = plt.pcolormesh(t_low.xu_ocean,t_low.yu_ocean,\n",
    "                       t_low, cmap = cmocean.balance, \n",
    "                        vmin=-.8,vmax=.8)\n",
    "#plt.plot([-252.1,-250.1],[-64.8,-65.1],color='magenta',linestyle='--',linewidth=4)\n",
    "#plt.title('Anomaly for Weak Heat Flux (Y) yrs',fontsize=fontsize)\n",
    "plt.title('Anomaly - weak intrusion mths',fontsize=fontsize)\n",
    "#plt.title('Anomaly for falling Temp yrs',fontsize=fontsize)\n",
    "        #plot contours\n",
    "plt.contour(ht.xt_ocean,ht.yt_ocean,ht,levels=[500,700,1000,2000,3000],colors='k',linewidth=1)\n",
    "#plt.contour(ht.xt_ocean,ht.yt_ocean,ht,levels=[1000,2000],colors='magenta',linewidth=2.5)\n",
    "#plt.plot([-250,-247],[-65,-65],'--')\n",
    "        # plot the land:\n",
    "plt.contourf(ht.xt_ocean,ht.yt_ocean,land_mask,colors='grey')\n",
    "        # labels etc:\n",
    "        #plt.xlabel('Longitude',fontsize=fontsize)\n",
    "#plt.title(mth[nt] +' '+ str(yr[nt]),fontsize=fontsize)\n",
    "plt.tick_params(labelsize=fontsize)\n",
    "        #lim\n",
    "plt.ylim((-67, -64))\n",
    "plt.xlim((-255, -246))\n",
    "        # colorbar:\n",
    "cbar=plt.colorbar(pc,orientation='vertical',extend='neither')\n",
    "cbar.ax.locator_params(nbins=8)\n",
    "#cbar.set_label(r'($\\circ$C)', fontsize = 16,labelpad=5)\n",
    "cbar.ax.tick_params(labelsize=20)\n",
    "ax0.set_xticklabels([-255+359,-254+359,-252+359,-250+359,-248+359,-246+359])\n",
    "#plt.ylabel('Latitude ($^\\circ$)',fontsize=fontsize)\n",
    "plt.xlabel('Longitude ($^\\circ$)',fontsize=fontsize)\n",
    "\n",
    "ax0=plt.subplot(4,3,3)    \n",
    "pc = plt.pcolormesh(ekman_con_avg.xu_ocean,ekman_con_avg.yu_ocean,\n",
    "                        ekman_con_avg, cmap = cmocean.balance, \n",
    "                        vmin=-4,vmax=4)\n",
    "plt.title('Avg for all mths',fontsize=fontsize)\n",
    "        #plot contours\n",
    "plt.contour(ht.xt_ocean,ht.yt_ocean,ht,levels=[500,700,1000,2000,3000],colors='k',linewidth=.5)\n",
    "plt.plot([-252.7,-252.7],[-65.35, -65.1],color='blueviolet',linestyle='--',linewidth=5)\n",
    "plt.plot([-251.7,-251.7],[-65.35, -65.1],color='blueviolet',linestyle='--',linewidth=5)\n",
    "plt.plot([-252.7,-251.7],[-65.1, -65.1],color='blueviolet',linestyle='--',linewidth=5)\n",
    "plt.plot([-252.7,-251.7],[-65.35, -65.35],color='blueviolet',linestyle='--',linewidth=5)\n",
    "#\n",
    "#plt.plot([-252.7,-250.1],[-64.8,-65.2],color='blueviolet',linestyle='--',linewidth=4)\n",
    "        # plot the land:\n",
    "plt.contourf(ht.xt_ocean,ht.yt_ocean,land_mask,colors='grey')\n",
    "        # labels etc:\n",
    "        #plt.xlabel('Longitude',fontsize=fontsize)\n",
    "#plt.title(mth[nt] +' '+ str(yr[nt]),fontsize=fontsize)\n",
    "plt.tick_params(labelsize=fontsize)\n",
    "        #lim\n",
    "plt.ylim((-67, -64))\n",
    "plt.xlim((-255, -246))\n",
    "        # colorbar:\n",
    "cbar=plt.colorbar(pc,orientation='vertical',extend='neither')\n",
    "cbar.ax.locator_params(nbins=8)\n",
    "cbar.set_label(r'Ekman Pumping (m/day)', fontsize = 20,labelpad=5)\n",
    "cbar.ax.tick_params(labelsize=20)\n",
    "ax0.set_xticklabels([-255+359,-254+359,-252+359,-250+359,-248+359,-246+359])\n",
    "#plt.ylabel('Latitude ($^\\circ$)',fontsize=fontsize)\n",
    "plt.xlabel('Longitude ($^\\circ$)',fontsize=fontsize)\n",
    "\n",
    "\n",
    "fig.tight_layout()\n",
    "figdir = '/g/data/v45/ns3783/ScriptsChapter3/Figures'\n",
    "filestr = figdir+'/fig6a_composite_ekman.png'\n",
    "plt.savefig(filestr,dpi=600,bbox_inches='tight')\n",
    "\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "015c0051-4cea-403d-bb70-c0817064a8cd",
   "metadata": {},
   "outputs": [],
   "source": []
  },
  {
   "cell_type": "markdown",
   "id": "1d8c8127-4793-4692-8229-f580aa3a135e",
   "metadata": {},
   "source": [
    "### LOAD SPECIAL CONTOURS"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 24,
   "id": "f742a09b-8f03-4d3a-90e6-825f4baffd21",
   "metadata": {},
   "outputs": [],
   "source": [
    "# cut the data BOX 1\n",
    "lon_slice  = slice(-253, -251.5) #isopycnal contour\n",
    "lat_slice  = slice(-67, -63)\n",
    "\n",
    "# topography data:\n",
    "ht2 = cc.querying.getvar(iaf_cycle3,'ht' , master_session,n=1)\n",
    "ht2 = ht2.sel(yt_ocean=lat_slice).sel(xt_ocean=lon_slice)\n",
    "land_mask2 = np.squeeze(ht2.values)*0\n",
    "land_mask2[np.isnan(land_mask2)] = 1\n",
    "land_mask2 = np.where(land_mask2==1,land_mask2,np.nan)\n",
    "\n",
    "fontsize=16"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 25,
   "id": "67223395-e773-4169-8601-fe412de2db3e",
   "metadata": {},
   "outputs": [],
   "source": [
    "# cut the data BOX 1\n",
    "lon_slice  = slice(-251, -246) #ekman contour\n",
    "lat_slice  = slice(-67, -63)\n",
    "\n",
    "# topography data:\n",
    "ht3 = cc.querying.getvar(iaf_cycle3,'ht' , master_session,n=1)\n",
    "ht3 = ht3.sel(yt_ocean=lat_slice).sel(xt_ocean=lon_slice)\n",
    "land_mask3 = np.squeeze(ht2.values)*0\n",
    "land_mask3[np.isnan(land_mask3)] = 1\n",
    "land_mask3 = np.where(land_mask3==1,land_mask3,np.nan)\n",
    "\n",
    "fontsize=16\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 50,
   "id": "a451c8e5-0440-4be5-8b4f-867419d5cd57",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1584x1584 with 6 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "### test new values\n",
    "fontsize=20\n",
    "\n",
    "#for nt in range(0,nframes):\n",
    "fig=plt.figure(figsize=(22, 22))\n",
    "fig.subplots_adjust(top=0.88)\n",
    "\n",
    "t_high = ekman_high_avg-ekman_con_avg;\n",
    "t_low = ekman_low_avg-ekman_con_avg;\n",
    "ax0=plt.subplot(431) \n",
    "pc = plt.pcolormesh(t_high.xu_ocean,t_high.yu_ocean,\n",
    "                        t_high, cmap = cmocean.balance, \n",
    "                        vmin=-.5,vmax=.5)\n",
    "#plt.title('Anomaly for Str Heat Flux (Y) yrs',fontsize=fontsize)\n",
    "#plt.title('Anomaly for rising Temp yrs',fontsize=fontsize)\n",
    "plt.title('Anomaly for Peak Temp yrs',fontsize=fontsize)\n",
    "        #plot contours\n",
    "#plt.contour(ht.xt_ocean,ht.yt_ocean,ht,levels=[500,700,1000,2000,3000],colors='k',linewidth=1)\n",
    "plt.contour(ht3.xt_ocean,ht3.yt_ocean,ht3,levels=[500,1000],colors='blueviolet',linewidth=1)\n",
    "# plot the land:\n",
    "plt.contourf(ht.xt_ocean,ht.yt_ocean,land_mask,colors='grey')\n",
    "        # labels etc:\n",
    "        #plt.xlabel('Longitude',fontsize=fontsize)\n",
    "plt.ylabel('Temp 400m',fontsize=fontsize)\n",
    "plt.tick_params(labelsize=fontsize)\n",
    "        #lim\n",
    "plt.ylim((-67, -64))\n",
    "plt.xlim((-255, -246))\n",
    "        # colorbar:\n",
    "cbar=plt.colorbar(pc,orientation='vertical',extend='neither')\n",
    "cbar.ax.locator_params(nbins=8)\n",
    "#cbar.set_label(r'($\\circ$C)', fontsize = 16,labelpad=5)\n",
    "cbar.ax.tick_params(labelsize=16)\n",
    "cbar.ax.tick_params(labelsize=16)\n",
    "ax0.set_xticklabels([-255+359,-254+359,-252+359,-250+359,-248+359,-246+359])\n",
    "plt.ylabel('Latitude ($^\\circ$)',fontsize=fontsize)\n",
    "plt.xlabel('Longitude ($^\\circ$)',fontsize=fontsize)\n",
    "\n",
    "ax0=plt.subplot(4,3,2)      \n",
    "pc = plt.pcolormesh(t_low.xu_ocean,t_low.yu_ocean,\n",
    "                       t_low, cmap = cmocean.balance, \n",
    "                        vmin=-.5,vmax=.5)\n",
    "#plt.plot([-252.1,-250.1],[-64.8,-65.1],color='magenta',linestyle='--',linewidth=4)\n",
    "#plt.title('Anomaly for Weak Heat Flux (Y) yrs',fontsize=fontsize)\n",
    "plt.title('Anomaly for Low Temp yrs',fontsize=fontsize)\n",
    "#plt.title('Anomaly for falling Temp yrs',fontsize=fontsize)\n",
    "        #plot contours\n",
    "#plt.contour(ht.xt_ocean,ht.yt_ocean,ht,levels=[500,700,1000,2000,3000],colors='k',linewidth=1)\n",
    "plt.contour(ht2.xt_ocean,ht2.yt_ocean,ht2,levels=[1000,2000],colors='gold',linewidth=2.5)\n",
    "#plt.plot([-250,-247],[-65,-65],'--')\n",
    "        # plot the land:\n",
    "plt.contourf(ht.xt_ocean,ht.yt_ocean,land_mask,colors='grey')\n",
    "        # labels etc:\n",
    "        #plt.xlabel('Longitude',fontsize=fontsize)\n",
    "#plt.title(mth[nt] +' '+ str(yr[nt]),fontsize=fontsize)\n",
    "plt.tick_params(labelsize=fontsize)\n",
    "        #lim\n",
    "plt.ylim((-67, -64))\n",
    "plt.xlim((-255, -246))\n",
    "        # colorbar:\n",
    "cbar=plt.colorbar(pc,orientation='vertical',extend='neither')\n",
    "cbar.ax.locator_params(nbins=8)\n",
    "#cbar.set_label(r'($\\circ$C)', fontsize = 16,labelpad=5)\n",
    "cbar.ax.tick_params(labelsize=20)\n",
    "ax0.set_xticklabels([-255+359,-254+359,-252+359,-250+359,-248+359,-246+359])\n",
    "#plt.ylabel('Latitude ($^\\circ$)',fontsize=fontsize)\n",
    "plt.xlabel('Longitude ($^\\circ$)',fontsize=fontsize)\n",
    "\n",
    "ax0=plt.subplot(4,3,3)    \n",
    "pc = plt.pcolormesh(ekman_con_avg.xu_ocean,ekman_con_avg.yu_ocean,\n",
    "                        ekman_con_avg, cmap = cmocean.balance, \n",
    "                        vmin=-2,vmax=2)\n",
    "plt.title('Avg for all yrs',fontsize=fontsize)\n",
    "        #plot contours\n",
    "plt.contour(ht.xt_ocean,ht.yt_ocean,ht,levels=[500,700,1000,2000,3000],colors='k',linewidth=.5)\n",
    "plt.plot([-252.7,-252.7],[-65.35, -65.1],color='blueviolet',linestyle='--',linewidth=4)\n",
    "plt.plot([-251.7,-251.7],[-65.35, -65.1],color='blueviolet',linestyle='--',linewidth=4)\n",
    "plt.plot([-252.7,-251.7],[-65.1, -65.1],color='blueviolet',linestyle='--',linewidth=4)\n",
    "plt.plot([-252.7,-251.7],[-65.35, -65.35],color='blueviolet',linestyle='--',linewidth=4)\n",
    "#\n",
    "plt.plot([-252.7,-250.1],[-64.8,-65.2],color='blueviolet',linestyle='--',linewidth=4)\n",
    "        # plot the land:\n",
    "plt.contourf(ht.xt_ocean,ht.yt_ocean,land_mask,colors='grey')\n",
    "        # labels etc:\n",
    "        #plt.xlabel('Longitude',fontsize=fontsize)\n",
    "#plt.title(mth[nt] +' '+ str(yr[nt]),fontsize=fontsize)\n",
    "plt.tick_params(labelsize=fontsize)\n",
    "        #lim\n",
    "plt.ylim((-67, -64))\n",
    "plt.xlim((-255, -246))\n",
    "        # colorbar:\n",
    "cbar=plt.colorbar(pc,orientation='vertical',extend='neither')\n",
    "cbar.ax.locator_params(nbins=8)\n",
    "cbar.set_label(r'Ekman Pump (m/day)', fontsize = 20,labelpad=5)\n",
    "cbar.ax.tick_params(labelsize=20)\n",
    "ax0.set_xticklabels([-255+359,-254+359,-252+359,-250+359,-248+359,-246+359])\n",
    "#plt.ylabel('Latitude ($^\\circ$)',fontsize=fontsize)\n",
    "plt.xlabel('Longitude ($^\\circ$)',fontsize=fontsize)\n",
    "\n",
    "\n",
    "fig.tight_layout()\n",
    "figdir = '/home/581/ns3783/Scripts/Figures/Current'\n",
    "filestr = figdir+'/fig6a_composite_ekman_specialcontour.eps'\n",
    "plt.savefig(filestr,dpi=600,bbox_inches='tight')"
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       "\n",
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       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.DataArray ()&gt;\n",
       "array(-0.00507429)</pre><div class='xr-wrap' style='display:none'><div class='xr-header'><div class='xr-obj-type'>xarray.DataArray</div><div class='xr-array-name'></div></div><ul class='xr-sections'><li class='xr-section-item'><div class='xr-array-wrap'><input id='section-a97a74f1-01f2-49e8-afeb-d5f152dd753a' class='xr-array-in' type='checkbox' checked><label for='section-a97a74f1-01f2-49e8-afeb-d5f152dd753a' title='Show/hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-array-preview xr-preview'><span>-0.005074</span></div><div class='xr-array-data'><pre>array(-0.00507429)</pre></div></div></li><li class='xr-section-item'><input id='section-4464c3dd-a644-4ace-800e-8ffe2d2a21f9' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-4464c3dd-a644-4ace-800e-8ffe2d2a21f9' class='xr-section-summary'  title='Expand/collapse section'>Coordinates: <span>(0)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'></ul></div></li><li class='xr-section-item'><input id='section-5a8851fe-44bc-49c1-936a-c797554f134c' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-5a8851fe-44bc-49c1-936a-c797554f134c' class='xr-section-summary'  title='Expand/collapse section'>Attributes: <span>(0)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'></dl></div></li></ul></div></div>"
      ],
      "text/plain": [
       "<xarray.DataArray ()>\n",
       "array(-0.00507429)"
      ]
     },
     "execution_count": 52,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "ekman_low_avg.mean()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "506c1783-0da3-4201-a68a-57e791a43c35",
   "metadata": {},
   "source": [
    "### CALCULATIONS"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 53,
   "id": "bdb5738e-3cc6-4a70-bc7d-ed78a70b6e30",
   "metadata": {},
   "outputs": [],
   "source": [
    "# cut the data BOX 1\n",
    "lon_slice  = slice(-255, -247.5)\n",
    "lat_slice  = slice(-67.5, -63)\n",
    "\n",
    "# topography data:\n",
    "hu = cc.querying.getvar(iaf_cycle3,'hu' , master_session,n=1)\n",
    "hu = hu\n",
    "land_maskU = np.squeeze(hu.values)*0\n",
    "land_maskU[np.isnan(land_maskU)] = 1\n",
    "land_maskU = np.where(land_maskU==1,land_maskU,np.nan)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 54,
   "id": "df9530e4-46d1-41a3-ab98-805db40c04b1",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<matplotlib.contour.QuadContourSet at 0x14ea9e15c4c0>"
      ]
     },
     "execution_count": 54,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
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\n",
      "text/plain": [
       "<Figure size 432x288 with 2 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "# Mask \n",
    "\n",
    "# set to 1 everywhere:\n",
    "region_mask = hu*0 +1\n",
    "\n",
    "# mask open ocean:\n",
    "# shelf masking:\n",
    "contour_file = np.load('/g/data/jk72/ns3783/Antarctic_slope_contour_U10003000m.npz')\n",
    "shelf_mask = contour_file['temp_maskU']\n",
    "yu_ocean = contour_file['yu_ocean']\n",
    "xu_ocean = contour_file['xu_ocean']\n",
    "# Mask values that are non-zero\n",
    "shelf_mask[np.where(shelf_mask!=0)] = np.nan\n",
    "shelf_mask = shelf_mask+1\n",
    "shelf_mask = xr.DataArray(shelf_mask, coords = [('yu_ocean', yu_ocean), ('xu_ocean', xu_ocean)])\n",
    "\n",
    "region_mask = region_mask * shelf_mask.sel(yu_ocean=lat_slice).sel(xu_ocean=lon_slice)\n",
    "\n",
    "\n",
    "#plt.figure(figsize=(8,6))\n",
    "region_mask.plot()\n",
    "i=plt.contour(hu.xu_ocean,hu.yu_ocean,hu,[1000],colors='k')\n",
    "#plt.xlim(-275,-245)\n",
    "plt.contourf(hu.xu_ocean,hu.yu_ocean,land_maskU,colors='grey')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 55,
   "id": "5c5630e7-dd16-4051-ab41-de95c99b9709",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "-0.01035871975510997\n",
      "-0.019610976558044082\n"
     ]
    }
   ],
   "source": [
    "#apply the mask of 1000-3000 MEAN\n",
    "ekman_high_shelf = ekman_high_avg*region_mask\n",
    "ekman_high_shelf = ekman_high_shelf.where(ekman_high_shelf!=0)\n",
    "ekman_high_shelf=ekman_high_shelf.mean('xu_ocean').mean('yu_ocean')\n",
    "\n",
    "ekman_low_shelf = ekman_low_avg*region_mask\n",
    "ekman_low_shelf = ekman_low_shelf.where(ekman_low_avg!=0)\n",
    "ekman_low_shelf=ekman_low_shelf.mean('xu_ocean').mean('yu_ocean')\n",
    "\n",
    "\n",
    "print(np.nanmax(ekman_high_shelf))\n",
    "print(np.nanmax(ekman_low_shelf))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 56,
   "id": "2bdae2e9-6769-4aec-ad41-332b7a360fef",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "190.89874845174765\n",
      "162.40097962669782\n"
     ]
    }
   ],
   "source": [
    "#apply the mask of 1000-3000 SUM\n",
    "ekman_high_shelf = ekman_high_avg*region_mask\n",
    "ekman_high_shelf = ekman_high_shelf.where(ekman_high_shelf!=0)\n",
    "ekman_high_shelf=ekman_high_shelf.sum('xu_ocean').sum('yu_ocean')\n",
    "\n",
    "ekman_low_shelf = ekman_low_avg*region_mask\n",
    "ekman_low_shelf = ekman_low_shelf.where(ekman_low_avg!=0)\n",
    "ekman_low_shelf=ekman_low_shelf.sum('xu_ocean').sum('yu_ocean')\n",
    "\n",
    "\n",
    "print(np.nanmax(ekman_high_shelf))\n",
    "print(np.nanmax(ekman_low_shelf))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 57,
   "id": "cca4c476-80c9-40af-b445-db7803178534",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<matplotlib.contour.QuadContourSet at 0x14e9fa7acfa0>"
      ]
     },
     "execution_count": 57,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 576x432 with 2 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "# Mask \n",
    "\n",
    "# set to 1 everywhere:\n",
    "region_mask = hu*0 +1\n",
    "\n",
    "# mask open ocean:\n",
    "# shelf masking:\n",
    "contour_file = np.load('/g/data/jk72/ns3783/Antarctic_slope_contour_U0m.npz')\n",
    "shelf_mask = contour_file['temp_maskU']\n",
    "yu_ocean = contour_file['yu_ocean']\n",
    "xu_ocean = contour_file['xu_ocean']\n",
    "# Mask values that are non-zero\n",
    "shelf_mask[np.where(shelf_mask!=1)] = np.nan\n",
    "shelf_mask = shelf_mask+0\n",
    "shelf_mask = xr.DataArray(shelf_mask, coords = [('yu_ocean', yu_ocean), ('xu_ocean', xu_ocean)])\n",
    "\n",
    "region_mask = region_mask * shelf_mask.sel(yu_ocean=lat_slice).sel(xu_ocean=lon_slice)\n",
    "\n",
    "plt.figure(figsize=(8,6))\n",
    "region_mask.plot()\n",
    "#plt.contour(ht.xt_ocean,ht.yt_ocean,ht,[700,1000,2000,3000],colors='k')\n",
    "plt.contourf(hu.xu_ocean,hu.yu_ocean,land_maskU,colors='grey')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 58,
   "id": "e8bc2a5c-1c03-4518-adbc-073f68d97c6f",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "-9.386173491989227\n",
      "-7.807615922317264\n"
     ]
    }
   ],
   "source": [
    "#apply the mask of shelf MEAN\n",
    "ekman_high_shelf = ekman_high_avg*region_mask\n",
    "ekman_high_shelf = ekman_high_shelf.where(ekman_high_shelf!=0)\n",
    "ekman_high_shelf=ekman_high_shelf.mean('xu_ocean').mean('yu_ocean')\n",
    "\n",
    "ekman_low_shelf = ekman_low_avg*region_mask\n",
    "ekman_low_shelf = ekman_low_shelf.where(ekman_low_avg!=0)\n",
    "ekman_low_shelf=ekman_low_shelf.mean('xu_ocean').mean('yu_ocean')\n",
    "\n",
    "\n",
    "print(np.nanmax(ekman_high_shelf))\n",
    "print(np.nanmax(ekman_low_shelf))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 59,
   "id": "fb21d592-def1-49ea-a8fd-b667647e130d",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "-2055.289934775079\n",
      "-1684.7458704362832\n"
     ]
    }
   ],
   "source": [
    "#apply the mask of shelf SUM\n",
    "ekman_high_shelf = ekman_high_avg*region_mask\n",
    "ekman_high_shelf = ekman_high_shelf.where(ekman_high_shelf!=0)\n",
    "ekman_high_shelf=ekman_high_shelf.sum('xu_ocean').sum('yu_ocean')\n",
    "\n",
    "ekman_low_shelf = ekman_low_avg*region_mask\n",
    "ekman_low_shelf = ekman_low_shelf.where(ekman_low_avg!=0)\n",
    "ekman_low_shelf=ekman_low_shelf.sum('xu_ocean').sum('yu_ocean')\n",
    "\n",
    "\n",
    "print(np.nanmax(ekman_high_shelf))\n",
    "print(np.nanmax(ekman_low_shelf))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 60,
   "id": "44bf87f7-8921-45f3-b719-796edbbbac5a",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<matplotlib.contour.QuadContourSet at 0x14ea9c0a2970>"
      ]
     },
     "execution_count": 60,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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YOXIko0ePZq+99kpJLM41R9IrZja5LefoMHSQ9fvvb0U6ds15l7b5eqnUYuLffZB0JfBP4PcElVpnAV0SDc4m6XGaLqpeDvwYeBK4CJhCMMnLcIICbGcz2yBpEnA/sL+ZbW3pWh2GDLaBl3x7j22xmhrqNm6ibuPG4N9Nm6nfvp3Ytirqt20jVl1NrLoaq67B6uspriinqKKC4opySvv2peOI4XQcMYzizp0TfUTNsvp66rduo25LMDd9h72HRKqCaauaD9ey/o93U/3+B5/ZV1RRTseRI6g4cBwVEw5EEe+CWqP2k/Vs/duz1H70EaCwKnTP9x3btYu6jRup37Lnr3bo0KEccMABlJR8ekMa/5mVlZUxYcIEDjnkECZPnkynTp1SHr/LbylL/D+MmPi/mV2JP2pVz+fN7OC49RskvUCCwdnMrNmWQkmzgPvC3kIvSooBvczsE6Ch+ucVSe8Co4GXmztXc4rKyijr15eyfn1b+9KUUXExJT26U9Kje7tet2zgAAZ85yJiNbXUbdxA7ScbiFVV0WHIYEr790tLso9X2rsXPU+dEenYWG0tdRs2Urd+PTUffczksk688847u+8SGhdOqqqquOuuuwAoKSlhwoQJHHnkkRxxxBFMmzaNHj16pPbNONecHO3OGTXx10s6C7iLoOrnTKC+jde+n2AGr0WSRhOU9NdL6g1sNLN6ScOBUcCqNl6rYBWVlVLWrx9l/ZpvI8i0otLS3V/Q5WP35xWAw6c2e7yAIVVVVL/3PrtWv8/S1at56dprueaaa5DE2LFjOeywwzjssMM45JBDGD58eLvcZbnCozxv3P1X4JfhYsCz4ba2mA/Ml7ScYOTPc8zMJB0BXCmpjuDL5Xwza7nd0xWc4s6dKR+7P+Vj9weCu4bbphzKokWLePbZZ7njjju48cYbAejWrRsTJkxgwoQJTJw4kQkTJrDPPvvsUZXkXKtlaR/9KCLV8eeCpur4XeGyWIyadf+k+v011FR+GCxr12K1dQBUVFRwxBFHcNJJJ3HyySczePDgDEfs2lNK6vj3Hmz9f3BRpGPfn/W93KnjlzTTzOa19Rjn2puKiugwcAAdBn7andTq66n9+BOqKz/ky117sHDhQmbPns3s2bMZP3485513HjNnzqQsDb2tXJ7K0XJzonvdyyStb2G/CHrleOJ3WU/FxZT170dZ/378FWCff2fgRx+zY/kbrHh9KRdeeCEXX3EFf5w3j1NOOcXbBVxieZr4nyaYdKUlqXyoy7l2Vda3D2V9+9Dt6M+x86232Xj/nznttNM48sgjueSSSzjhhBNafBLbFbB8nYjFzL7eXoE4l0mSKN9vXzqNHsW2517gmUcX8nRY93/22Wczbdo0SktLKS4uprS0lK5du+4eO6lz585+d1CgUtWrR9J84CTgYzMb28R+EXSuORHYAZxrZq+G+44P9xUDt5hZwmFyvVuDc3FUXEzXaYfS5ZCD2bHsDfZf9zFXXXUVsVis2dd07dqVQw89lGnTpjFt2jQOOeQQbycoFKmr6vktcD1wWzP7TyDo2j4KOBi4AThYUjHwa+A4oBJ4SdKDZtbilLie+J1rgoqLqRg/jrfHw6DDDqZ2wwaIxbBYDKuvx3ZVE9u5k9jOndR+sp4nlrzGI488AkBRp46UHzCWe678H44++mhKS0sz+2Zc2qSqxG9mi8PhapozA7gtfOD1eUndJfUHhgIrzWwVgKS7wmM98TvXFsVdu1DcNfG8Q/Xbd7Br1Sp2LF3O9qXLOf744+nZsycnnXQSX/ziF5k+fTqd2zD8R3tatWoVa9eupbq6murqaurqgm6wRUVFSOLAAw9k0KBBGY4yC0Sv4+8lKX70gXmt7A05EIgff6Uy3NbU9vhRFpoUderFvsBPgAFmdoKkMcAhZvabqFE7l++KK8qpOGAsFQeMpeeXa9m54m22L3md3y9YwO9+9zsoLqbT6FGUjxvL8l9cR78sfZq617+cyoZ77295JnGJLlMPYsuzz6WlfcPM2L59++5l586de+wvLS2lS5cudO7cmU6dOrF9+3Y2b97Mpk2b2LZtGzt27GDHjh3s3LmTWCy2exjzhvaZ1ARJa6p61rexH39TH7K1sL1FUUv8vyWYa/fycP0dgkHVPPE714Si0lIqxo2lYtxYrL6eXatWs2P5m+xY9gYb/ngPAxbcy9SpU5kxYwYzZsxg3333TXkMCxYsYM6cOXsMJz5+/Hh++tOfNnu9nTt3sumvj9Jh6N50P/44VFISLA09m8yw+nqqXn6Vbc/8nWuuuYbvfe97keIxM2pra3ePvSTpM20ha9asYd68edxyyy2fGdk2K7Vfd85KIP4pw0HAWoKhbpra3qKoib+XmS2Q9AMAM6uT1NaxepwrCCouptOokXQaNZK9vnQytev+yfZly3ll6XKeu+wyLrvsMvbZZx8uvfRSzj333DaXoOvq6rj88su5+uqrKRs0kLL+wZ2FxYwHHnmE+x98kIsvuogf/ehHVFR8OotqdXU1l112GbHtO+hx0glNzrfcoMPQvamvquKyyy5j3bp1TJkyhTFjxjB69Ggk8fbbb7NixQreeustVqxYwf3PPkPt+g1Y3MxyAEXlnSjp2ZPpB45n165dPPnkk8TMKN9/P3ocPJmisjLUoQyVlqK4wq3V14cj61YTq6mhqEMHijp1CpaOHVBZ+JrS0t2fp5lBfT2xXbtY98tft+kzbtCOY/U8CFwQ1uEfDGwxs3WSPgFGSRoGfAicQYThdKIm/u2SevLpnLtTgS3JRO9cIZNE2YD+lA3oT4/PH0fdps1c1rs/t912G9/4xjd4/PHHuemmm5JuC1i3bh1nnHEGixcvpsuhU+l52pdQ3JhE9du2senhR7n22mu55557mDJlCt26daNbt248/PDDvPPOO3Q+eAodRwxP+D56n/llJo8YxXXXXbe7DSB+ZjgI2gSGDRtGcbeudBwxnKKGrq8CzKjbvIW6jRuprKykrq6OSy+9lN+XitKeOTInQ/OdvVpF0p3A5wjaAiqBOUApgJndCDxM0JVzJUF3zq+H++okXQA8StCdc76ZvZHwehHH458IXAeMBZYDvYHTzWxpK99f2vhYPS6XWSzGlsefYtPDj7DP6NEsXLgw0vhBW7duZeHChbz44ov86r572bX6PVRcRK8vn07nKZOafd2ud1ez6ZHHqN+6ldiuXcR27qKkezf2OmUG5fvt06rYY7W11H2ynpp/fhTOvwClfftS1rcPJX16U5SFvZpWX3RJm8fO6ThosA266OJIx777/e/mzlg9DczsVUlHEsy3K+BtM6tNa2TOFRAVFdF9+jF0GLY36277A9OnT2fBggUccMABTR6/bNkybrjhBn7/+99TVVVFaWkp6teXbkdOo/PUgynr2/KE9x1HDKP/7H9PSexFpaW772IKTj4+uSvp1GZ2jQ6n07svDTE5V7A6jRoJ55zF2/PmM27cOD73uc8xY8YMRo4cyT/+8Q/m3Hs3NZUfUv3+GlRSQsXE8fSfelAws5sPM93+8nSsnoZxevoAhxJMlQhwFLAI8MTvXIp1GjmCwXMuZ9vfn2ftOyu5+OJPqxOKOnWitG8f9ppxEp0PnkJxXOOsa395ORFLw1g9kv4CjDGzdeF6f4LHhJ1zaVBcUU73446m9rijGbRhI/Vbt1LauzdFFeU+LlA2ycfEH2doQ9IPfUQwD65zLs1Ke+6VO71cComBUtSrp71FTfyLJD0K3EnwHXcG8FTaonLOuVyQzyV+M7sgbOg9PNw0z8z+lL6wnHMu++VlHX+8sAePN+Y651yOizpI2zY+vakpI3iibLuZpWi0I+ecy0H5XOI3sz3GpJX0JeCgdATknHM5IYcbd4uSeZGZ3Q8cndpQnHMux1jEJctEreqJf4K3CJhMVr4d55xrHyL/G3dPjvu5DniPYHov55wrXHme+G8xs2fjN0g6DPg49SE551wOsNwt8Uet478u4jbnnCsc+VjHL+kQgsHZekv6TtyurgSD/jvnXMHK1V49iap6yoDO4XHxXTq3AqenKyjnnMsJWViajyLR6JxPA09L+q2Zvd9OMTnnXPbL0mqcKBJV9fzCzL4NXC99thnDzL6YrsCccy7b5WrjbqKqnt+H/16T7kCccy7n5GPiN7NXwh/Hm9kv4/dJugh4Ol2BOedctsvVEn/U7pznNLHt3BTG4ZxzucWAWMQlyySq4z8T+FdgmKQH43Z1ATakMzDnnMtmCpdclKiO/+/AOqAX8PO47duApekKyjnnolj1re8m9TpddElqAsjRqp5EdfzvA+8Dh7RPOM45F93cuXMzev1creOPOjrnVIIhGvYjeKirGJ+IxTmXIq0tuWc64e+Wz4kfuJ5ggvW7CYZk/howMl1BOecKS9Yk8tbI4YlYWjPn7kpJxWZWD9wq6e9tvbikC4ELCIZ6fsjMvh9uHwfcRDAmUAyYYma72no951z7iVKKz8mEHy/PS/w7JJUBSyRdTdDgW9GWC0s6imBM/3FmVi2pT7i9BLgdONvMXpfUE6hty7Wcc+0v55N6BLlaxx+1H//ZBPX6FwDbgcHAaW289izgKjOrBjCzhrH9pwNLzez1cPuG8C7DOZcjztlUlekQ2kc+DsvcIG6Atp1Aqr7GRwOHS/oxsAu4xMxeCrebpEeB3sBdZnZ1UyeQNBOYCVDco0eKwnLORVUwCb4ZuVriT/QA1zJa+L4ys3EJXv840K+JXZeH1+4BTAWmAAskDQ+3Twu37QCekPSKmT3RxPXnAfMAOgwZnKO/AudyU6En/WwtzUeRqMR/UltObmbHNrdP0izgPjMz4EVJMYIHxSqBp81sfXjcw8BE4DOJ3zmXequ+9d2CqJ9vK5GnvXrSPAb//cDRwCJJowmeD1gPPAp8X1I5UAMcCVybxjiccy45OVrij9q4mw7zgeGSlgN3AedYYBPwf8BLwBLgVTN7KHNhOudc02QWaUl4Hul4SW9LWinpsib295D0J0lLJb0oaWzcvoslvSFpuaQ7JXVMdL3I/fhTzcxqgK82s+92gi6dzrl2dM6mKq/miSpFdfySioFfA8cRVHW/JOlBM3sz7rD/BJaY2SmS9g2PP0bSQOBbwBgz2ylpAcHDtr9t6ZqZLPE757LAqm99l3M2VXljbRJk0ZYEDgJWmtmqsEB8F8EzTvHGELZzmtlbwFBJfcN9JUCn8BmocmBtogsm26tHwfVb7tXjnMtuXsJvmxQ17g4EPohbrwQObnTM68CpwDOSDgL2BgaZ2SuSrgHWEHS3f8zMHkt0wbT26mlPPevqmyyxzJkzh+G/+nkTr3CucHnPnRSJXtXTS9LLcevzwu7o0PSw/o3PfBXwS0lLgGXAa0CdpB4EdwfDgM3A3ZK+GlaXNyuTvXraxdy5czkH+F2PzpkOxbms4KX8FIlWjdNgvZlNbmZfJcFoCA0G0ai6xsy2Al8HkCRgdbh8HlhtZp+E++4DDiVBG2miqp5tfPrN0/CtZHxa1ZMzwzJHqb/0uwOXr7yEnyap6c75EjBK0jDgQ4LG2X+NP0BSd2BH2AbwTWCxmW2VtAaYGnZ/3wkcA8TfWTQpUYm/SzLvIlf53YHLR17CTw+RmiEbzKxO0gUEzzAVA/PN7A1J54f7bySYC+U2SfXAm8B54b4XJN0DvEowyvFrhKMZtCRyrx5J0yQ13Gr0Cr+d8lJDD4dkp3VzLhs09NZxaWQWbUl4GnvYzEab2Qgz+3G47cYw6WNmz5nZKDPb18xODZ93anjtnHD7WDM7u2Hgy5ZESvyS5gCXAj8IN5VRAP3svZTknGtWOBFLlCXbRH2A6xRgAsHtBGa2VlJBVAN524BzrjnZmNSjiFrVUxMOpmYAkto0CUu+mTt3rt9SO1eI8nk8foIhk28Cukv6N+AbwM3pCys3+d2Bc4UlL8fjb2Bm10g6DtgK7AP8t5ktTGtkecp7DjmXJ4xIDbfZKFLiD3vw/K0h2UvqJGmomb2XzuDymd8duHQb/qufQ1jA8KrI9MjVEn/UOv67gfhmjPpwm0sj71XkUmXOnDnMmTMn02HklYaJWPK5V09J+MQYEAypLKksTTG5OFHvDAC/O3DN2v234XcAqROxj342ilri/0TSFxtWJM0gmC3LZYG5c+f63YFrFS/9p0aKhmVud1FL/OcDd0i6nuAO5wPga2mLyiWlraU4b1NwrpWyMKlHEbVXz7sEAwF1BmRm29IblssE73FUGHzsntTJxtJ8FFF79fx3o3UAzOzKNMTkMqzhziFRdYDfHWSXKGNLecJPIQPqczPzR63q2R73c0eCCVpWpD4cl00SJgm/M8g6ntjbV16X+M1sj6JdONXXg2mJyOWMqHcG4HcHLk/laK+eqCX+xsqB4akMxOWuSKVMvztIOy/tt7+8LvE3mnS9GOgNeP2+i6zQ7w5aM7dDa96/z6yVQVk6AFsUUUv88ZOu1wEfmVldGuJxea5Q7w5alZwjvn/vnZNZwQxcuZn5o9bx5/yk6y53nLOpKi+eRk62NB7l7sgTfnZQnvfqca5dzZ07t+CfLvXknuUKoKrHOefcHvJ/rB7n2p2XeF22y/exepzLiMb13blc5+/yUI6W+D3xu5ywu/Sfhz1+XI6y7BxrPwqv6nE55ZxNVaz61ndb1S/eubSJWbQly3iJ3+UcL/27bJHX/fidy0Yt9Xf3tgDXLjzxO5cZTfb+yYK7Ae+VlOeMPWcizyGe+F1eao/eQM21M3jCLwzCvKrHuWyU7ieAPckXuFhuFvk98buC1NZeQT7BvfOqHuey2Ny5cz9T5+9J26VCrlb1eD9+VxAa+v+fs6lqd/2/c21mFm3JMhlN/JIulPS2pDckXR1uO0vSkrglJml8JuN0+cFL+S61Iib9LEz8GavqkXQUMAMYZ2bVkvoAmNkdwB3hMQcAD5jZkkzF6ZxzTTKyMqlHkck6/lnAVWZWDWBmHzdxzJnAne0alXPORZSrE7FksqpnNHC4pBckPS1pShPHfIUWEr+kmZJelvTyjh070haoc841KUVVPZKOD6u9V0q6rIn9PST9SdJSSS9KGhu3r7ukeyS9JWmFpEMSXS+tJX5JjwP9mth1eXjtHsBUYAqwQNJws+BTknQwsMPMljd3fjObB8wDGDBgQG5+9TrncpORkgHYJBUDvwaOAyqBlyQ9aGZvxh32n8ASMztF0r7h8ceE+34JPGJmp0sqA8oTXTOtid/Mjm1un6RZwH1hon9RUgzoBXwSHnIGXs3jnMtaKWu4PQhYaWarACTdRdD+GZ/4xwA/BTCztyQNldQX2AkcAZwb7qsBahJdMJNVPfcDRwNIGg2UAevD9SLgX4C7MhWcc84lFL2qp1dDtXS4zIw7y0Dgg7j1ynBbvNeBUwEkHQTsDQwChhMUlm+V9JqkWyRVJAo7k4l/PjBc0nKCBH9OQzUPwTdYZcM3oHPOZaXoiX+9mU2OW+bFnUVNnbnR+lVAD0lLgAuB14A6glqbicANZjYB2A58po2gsYz16glvSb7azL5FBHX/zjmXncygvj4VZ6oEBsetDwLW7nkp2wp8HUCSgNXhUk5QSH4hPPQeIiR+f3LXOeeSlZpePS8BoyQNCxtnzwAejD8g7LlTFq5+E1hsZlvN7J/AB5L2Cfcdw55tA03ysXqccy4ZKerVY2Z1ki4AHgWKgflm9oak88P9NwL7AbdJqidI7OfFneJC4I7wi2EV4Z1BSzzxO+dcslL05K6ZPQw83GjbjXE/PweMaua1S4DJrbmeJ37nnEuWD9ngnHMFJHWNu+3OE79zziXLS/zOOVdgPPE751whsZT06skET/zOOZcMA7PcnHTXE79zziXLS/zOOVdAvFePc84VIG/cdc65wmIxr+N3zrkCkrKJWNqdJ37nnEtGigZpywRP/M45lwQDzBt3nXOugJiB9+N3zrnCYl7V45xzBSZHS/yyHG2VbkzSJ8D7QC9gfYbDiZdN8WRTLODxJJJN8WRTLND2ePY2s95tCUDSI2EcUaw3s+Pbcr1UypvE30DSy2bWqtlo0imb4smmWMDjSSSb4smmWCD74sk1Ptm6c84VGE/8zjlXYPIx8c/LdACNZFM82RQLeDyJZFM82RQLZF88OSXv6vidc861LB9L/M4551rgid855wpMziZ+Sf8r6S1JSyX9SVL3cPtQSTslLQmXG+Nes0jS23H7+mQynrjXPihpeapiSTYeSY9Iel3SG5JulFScqXgklUt6KHzNG5KuylQs4b4fS/pAUlWq4mhjPJMkLZO0UtKvJCnd8cTtHyKpStIlcdu+Eh7/hqSrMxzLmeFnszT8m47a175wmFlOLsB0oCT8+WfAz8KfhwLLm3nNImBytsQT7j8V+ENLx7Tj59M1/FfAvcAZmYoHKAeOCn8uA/4GnJDBz2Yq0B+oyoa/HeBF4JDwd/XXVH02LcUTt/9e4G7gknC9J7AG6B2u/w44JkOxlAAfA73C9auBK1L9O8v1JWdL/Gb2mJnVhavPA4NyLR5JnYHvAP+TDfGY2dbwxxKCZJuylv/WxmNmO8zsqfDnGuDVRK9JVyzha543s3WpuH5b45HUn+BL+jkLstttwJfaIx5JXwJWAW/EvWQ48I6ZfRKuPw6clqFYFC4V4V1QV2BtKmLJJzmb+Bv5BkGpp8EwSa9JelrS4Y2OvTW8bf5hKm+Pk4znR8DPgR1piqO18SDpUYIS0zbgnkzHE8bUHTgZeCLTsbSDKPEMBCrjjqkMt6U1HkkVwKXA3EbHrAT2DaumSgi+hAZnIhYzqwVmAcsIEv4Y4DdpiCWnZfUgbZIeB/o1setyM3sgPOZyoA64I9y3DhhiZhskTQLul7R/WJo9y8w+lNSF4BbxbILSUrvHQ1BKGmlmF0saGjWGdMXTUNo3s89L6hgefzSwMJPxhInkTuBXZrYqk7G0RYr/dpoqsLTq7izJeOYC15pZVXyZycw2SZoF/BGIAX8n+Ptu91gklRIk/gkEdwPXAT8gDXfVOS3TdU1tWYBzgOeA8haOWUQT9frAucD1mYqH4I9zLfAeQYmtBliURZ/POZn8fOLW5xMk/az42yENdfxJ/O30B96K234mcFO64yFoZ3kvXDYDG4ELmnjtTODqTMQCTAGeiDvuCODhdPzOcnnJeABt+GM4HniTsEEpbntvoDj8eTjwIbAXwd1NQ4NPKUE1xvmZiqfRMUNJfeNuaz+fzkD/cHsJQentM/+p2/PzISil3QsUZfKzaXRMOhp3k/lsXiJocG5o3D0x3fE0OuYKwgbVcL1P+G8PYAkwOhOxAAMI7pQaGpp/BPw81b+zXF8yHkAb/iBWAh+Ef2RLgBvD7acRNPa8TtAgeHK4vQJ4BVga7v9lw3+qTMTT6LVDSX3ib+3n0zdMJg2fz3WEvSkyFM8gguqLFXGv+WamflcEvUMqCaoyKklhT5Ek45kMLAfeBa4nfAo/nfE0OuYK9kz8dxIk6DdJbW+wZGI5P/y7WQr8GeiZqnjyZfEhG5xzrsDkS68e55xzEXnid865AuOJ3znnCownfuecKzCe+J1zrsB44nfOuQLjid81q2EI4nAMls8MG93c9hRc93xJXwt/PlfSgCTO8V5rhuMNj18maXIT+z4n6S+tjaG9SbpC0of6dBjnJZK6Szpc0pvp+F253JTVY/W4wmRm8XMWnEvwoFJ7jLB4lJmtT+cFJBWbWX0aL3GtmV3TaNvfJJ0IZP2Xl2sfXuLPM41L4ZIukXRF+PNISY8rmGzlVUkjwu3fk/RSOHFF45EXo163o6Rbw1Lza5KOCrefK+k+BRNi/ENxk3RIOk/SOwomyLlZ0vXh9ivCuE8neEL1jrD02im+JC9psqRF4c89JT0WXvsm4gYyk/RVSS+G57hJESaYkXS8gglAniGYM6Fhe4Wk+eHn9ZqkGeH2ckkLws/wj5JeaLh7UDBRyJWSXgAOaS4eSdMlPRf+bu5WMGw3kq4KS+xLJTVO6s61mif+wnIH8GszOxA4FFgnaTowCjgIGA9MknREEueeDWBmBxAMGvY7BaN8Ep73K8ABwFckDQ6rb35IMN7MccC+jU9oZvcALxOMqjrezHa2cP05wDNmNgF4EBgCIGm/8NqHmdl4oB44q6U3EsZ9M8FQ0Iez58iRlwNPmtkU4CjgfxUMEfwfwCYzG0cwPsykuNdUEAzJcTCwoal4wi+z/wKONbOJ4fv+jqS9gFOA/cNzJxpl8uK4ap6nEhzrCpRX9RQIBUNRDzSzPwGY2a5w+3SCWY5eCw/tTPBFsLiVl5hGML4PZvaWpPeB0eG+J8xsS3i9N4G9gV7A02a2Mdx+d9zxyTiCsGRuZg9J2hRuP4YgCb8UDt/biWC+gZbsC6w2s3+Esd1OMOIkBJ/VF/XpVH8dCb5kphGM/4SZLZe0NO589QSDzbUUz1SCseOfDbeXEYxIuRXYBdwi6SESV9c0VdXj3B488eefOva8k2sodTc36YyAn5rZTW28bkuT2lTH/VxP8HeX7CQ48e+vY6N9TQ08JeB3ZvaDVl6nuUGsBJxmZm/vsVEtTuqzK65ev8l4JJ0MLDSzMz9zQekggi+MMwiGHj462ltwrmle1ZN/PgL6hHXeHYCTYPe0ipUKpqtDUgdJ5cCjwDfi6pMHKrlJ6BcTVqFIGk1QCn67heNfBI6U1EPBZCvNTdW3DegSt/4en1ajxL8m/vonEAwPDMGsXac3vCdJe0naO8F7eYtg5qsR4Xp8Mn4UuLAh0UuaEG5/BvhyuG0MQbVWU5qL53ngMEkjw+3lkkaHv5duZvYw8G2CajPn2sQTf56xYOq5K4EXCKoF3orbfTbwrbAa4u9APzN7jGCy9+ckLSOYp6ALrff/gOLwHH8EzjWz6uYONrMPgZ+EcT5OMJzvliYO/S1wY0PjLsHMS7+U9DeCu4cGc4EjJL1KUB2zJrzOmwR154+F73shwUQmzQqrwWYCD4WNu+/H7f4RwXwOSxU0ov8o7v33Dq9xKcGQwJ95P83FY8F8tecCd4bbnyeocuoC/CXc9jRwcUuxs2cd/xIlObuby28+LLPLGEmdLZg6rwT4EzC/oQ0iA7G8RzDbVlLdOcOeOaVmtiu8U3iCYDKSmhSGmbTwC+AvZjY207G4zPMSv8ukKyQtIeinvxq4P4OxfAI8oSYe4IqoHHhG0usEX2KzsijpH04wIUlan1FwucNL/M7lGAUTj/9Lo813m9mPMxGPyz2e+J1zrsB4VY9zzhUYT/zOOVdgPPE751yB8cTvnHMF5v8DWD39DEeCcwUAAAAASUVORK5CYII=\n",
      "text/plain": [
       "<Figure size 432x288 with 2 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "\n",
    "# Mask \n",
    "\n",
    "# set to 1 everywhere:\n",
    "region_mask = hu*0 +1\n",
    "\n",
    "# mask open ocean:\n",
    "# shelf masking:\n",
    "contour_file = np.load('/g/data/jk72/ns3783/Antarctic_slope_contour_U10003000m.npz')\n",
    "shelf_mask = contour_file['temp_maskU']\n",
    "yu_ocean = contour_file['yu_ocean']\n",
    "xu_ocean = contour_file['xu_ocean']\n",
    "# Mask values that are non-zero\n",
    "shelf_mask[np.where(shelf_mask!=1)] = np.nan\n",
    "shelf_mask = shelf_mask+0\n",
    "shelf_mask = xr.DataArray(shelf_mask, coords = [('yu_ocean', yu_ocean), ('xu_ocean', xu_ocean)])\n",
    "\n",
    "region_mask = region_mask * shelf_mask.sel(yu_ocean=lat_slice).sel(xu_ocean=lon_slice)\n",
    "\n",
    "\n",
    "#plt.figure(figsize=(8,6))\n",
    "region_mask.plot()\n",
    "i=plt.contour(hu.xu_ocean,hu.yu_ocean,hu,[1000],colors='k')\n",
    "#plt.xlim(-275,-245)\n",
    "plt.contourf(hu.xu_ocean,hu.yu_ocean,land_maskU,colors='grey')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 61,
   "id": "0a84bef1-5f11-4040-8ec4-ea1e9f093f01",
   "metadata": {
    "jp-MarkdownHeadingCollapsed": true,
    "tags": []
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "-1.6313375920091686\n",
      "-1.433889954485904\n"
     ]
    }
   ],
   "source": [
    "#apply the mask of shelf MEAN\n",
    "ekman_high_shelf = ekman_high_avg*region_mask\n",
    "ekman_high_shelf = ekman_high_shelf.where(ekman_high_shelf!=0)\n",
    "ekman_high_shelf=ekman_high_shelf.mean('xu_ocean').mean('yu_ocean')\n",
    "\n",
    "ekman_low_shelf = ekman_low_avg*region_mask\n",
    "ekman_low_shelf = ekman_low_shelf.where(ekman_low_avg!=0)\n",
    "ekman_low_shelf=ekman_low_shelf.mean('xu_ocean').mean('yu_ocean')\n",
    "\n",
    "\n",
    "print(np.nanmax(ekman_high_shelf))\n",
    "print(np.nanmax(ekman_low_shelf))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 62,
   "id": "a17a1fad-4391-4785-a817-fc6f449d6786",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "-1303.3311574777367\n",
      "-1202.3038168959702\n"
     ]
    }
   ],
   "source": [
    "#apply the mask of shelf SUM\n",
    "ekman_high_shelf = ekman_high_avg*region_mask\n",
    "ekman_high_shelf = ekman_high_shelf.where(ekman_high_shelf!=0)\n",
    "ekman_high_shelf=ekman_high_shelf.sum('xu_ocean').sum('yu_ocean')\n",
    "\n",
    "ekman_low_shelf = ekman_low_avg*region_mask\n",
    "ekman_low_shelf = ekman_low_shelf.where(ekman_low_avg!=0)\n",
    "ekman_low_shelf=ekman_low_shelf.sum('xu_ocean').sum('yu_ocean')\n",
    "\n",
    "\n",
    "print(np.nanmax(ekman_high_shelf))\n",
    "print(np.nanmax(ekman_low_shelf))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "a60801e8-c0f2-4cae-af38-afcce0dece5c",
   "metadata": {},
   "outputs": [],
   "source": []
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "Python [conda env:analysis3-22.01]",
   "language": "python",
   "name": "conda-env-analysis3-22.01-py"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.9.12"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 5
}