opencharts/medium-ens-wave-ws.ipynb

{
    "cells": [
        {
            "cell_type": "markdown",
            "id": "99e81713",
            "metadata": {
                "editable": true,
                "slideshow": {
                    "slide_type": ""
                },
                "tags": [
                    "open_data"
                ]
            },
            "source": [
                "<div class=\"output_png output_subarea output_execute_result\">\n",
                "<img src=\"data:image/png;base64,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\" width=\"500px\"/>\n",
                "</div>\n",
                "\n",
                "# \tCombined probabilities: 10m wind speed > 10 m/s and significant wave height > 2m"
            ]
        },
        {
            "cell_type": "markdown",
            "id": "187ac9cb",
            "metadata": {},
            "source": [
                "This notebook will provide you guidance how to explore and plot ECMWF open dataset to produce the map from the ECMWF open charts web product.  \n",
                "The original product can be found on this link: https://charts.ecmwf.int/products/medium-ens-wave-ws  \n"
            ]
        },
        {
            "cell_type": "markdown",
            "id": "f031e93e-177f-4740-8364-6ccbbc551a07",
            "metadata": {},
            "source": [
                "<div class=\"output_png output_subarea output_execute_result\">\n",
                "<center>\n",
                "<img src=\"data:image/png;base64,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\"/></center>\n",
                "</div>"
            ]
        },
        {
            "cell_type": "markdown",
            "id": "d455c6bb-c1e6-4292-a1a4-da15be0172bf",
            "metadata": {},
            "source": [
                "The full list of available Open data products can be found [here](https://www.ecmwf.int/en/forecasts/datasets/open-data), and more information can be found in the [User documentation](https://confluence.ecmwf.int/display/DAC/ECMWF+open+data%3A+real-time+forecasts+from+IFS+and+AIFS).  \n",
                "\n",
                "Access to ECMWF Open data is governed by the Creative Commons CC-BY-4.0 licence and associated [Terms of Use](https://apps.ecmwf.int/datasets/licences/general/).  \n",
                "\n",
                "<sub> In applying this licence, ECMWF does not waive the privileges and immunities granted to it by virtue of its status as an intergovernmental organisation nor does it submit to any jurisdiction </sub>\n",
                "\n",
                "To find out how to obtain the access to the full forecast dataset at higher resolution please visit our [Access page](https://www.ecmwf.int/en/forecasts/accessing-forecasts)."
            ]
        },
        {
            "cell_type": "markdown",
            "id": "a4ec26e4",
            "metadata": {},
            "source": [
                "## Retrieve Data\n",
                "This product takes in input 3 parameters :\n",
                "\n",
                "* [Significant height of combined wind waves and swell](https://codes.ecmwf.int/grib/param-db/140229)\n",
                "* [10 metre U wind component](https://codes.ecmwf.int/grib/param-db/165)\n",
                "* [10 metre V wind component](https://codes.ecmwf.int/grib/param-db/166)"
            ]
        },
        {
            "cell_type": "markdown",
            "id": "c2b193ae-a013-478b-9b76-6d539bbc482b",
            "metadata": {},
            "source": [
                "In this example, we will use: \n",
                "- [**ecmwf.opendata**](https://github.com/ecmwf/ecmwf-opendata) Client to download the data\n",
                "- [**Metview**](https://metview.readthedocs.io/en/latest/) library to read, process and plot the data "
            ]
        },
        {
            "cell_type": "markdown",
            "id": "5d84c0eb-32dc-4bb7-83f8-42d9c9a3e448",
            "metadata": {},
            "source": [
                "First we need to install them in the current Jupyter kernel:  \n",
                "<div class=\"alert alert-block alert-info\">\n",
                "<b>Note:</b> If you are running the notebook on MyBinder or already have the libraries installed, go directly to importing the libraries.\n",
                "</div>\n",
                "<div class=\"alert alert-block alert-info\">\n",
                "<b>Note:</b> If you don't have these libraries installed, click on three dots below, uncomment the code and run the next cell.\n",
                "</div>"
            ]
        },
        {
            "cell_type": "code",
            "execution_count": 1,
            "id": "5c1b0e50-36d1-496e-bf1c-5577844cc9fd",
            "metadata": {
                "jupyter": {
                    "source_hidden": true
                },
                "tags": [
                    "install"
                ]
            },
            "outputs": [],
            "source": [
                "#!pip install ecmwf-opendata metview metview-python"
            ]
        },
        {
            "cell_type": "code",
            "execution_count": 1,
            "id": "d944e687",
            "metadata": {
                "tags": [
                    "import"
                ]
            },
            "outputs": [],
            "source": [
                "import metview as mv\n",
                "from ecmwf.opendata import Client"
            ]
        },
        {
            "cell_type": "code",
            "execution_count": 2,
            "id": "99c4e346",
            "metadata": {},
            "outputs": [],
            "source": [
                "client = Client(\"ecmwf\", beta=False)"
            ]
        },
        {
            "cell_type": "code",
            "execution_count": 3,
            "id": "80df2211",
            "metadata": {},
            "outputs": [
                {
                    "data": {
                        "text/plain": [
                            "'medium-ens-wave-ws_enfo.grib'"
                        ]
                    },
                    "execution_count": 3,
                    "metadata": {},
                    "output_type": "execute_result"
                }
            ],
            "source": [
                "parameters_enfo = ['10u', '10v']\n",
                "filename_enfo = 'medium-ens-wave-ws_enfo.grib'\n",
                "filename_enfo"
            ]
        },
        {
            "cell_type": "code",
            "execution_count": 4,
            "id": "7d020c62-4768-4747-861a-83c9301cdd20",
            "metadata": {},
            "outputs": [
                {
                    "data": {
                        "text/plain": [
                            "'medium-ens-wave-ws_enfo_waef.grib'"
                        ]
                    },
                    "execution_count": 4,
                    "metadata": {},
                    "output_type": "execute_result"
                }
            ],
            "source": [
                "parameters_wave = ['swh']\n",
                "filename_wave = 'medium-ens-wave-ws_enfo_waef.grib'\n",
                "filename_wave"
            ]
        },
        {
            "cell_type": "markdown",
            "id": "1346de01-0657-4b32-8166-d094c871988e",
            "metadata": {},
            "source": [
                "We need to put both **cf** and **pf** as type **type** to download all 50 ensemble members as well as the control forecast.  \n",
                "Setting date to 0 will download today's data. \n",
                "Removing date and time altogether from the request will download the latest data.  \n",
                "Try commenting out date and time to download latest forecast!"
            ]
        },
        {
            "cell_type": "code",
            "execution_count": 5,
            "id": "900f8cef-ebb9-44fd-a8d6-2a22314bcc92",
            "metadata": {
                "tags": [
                    "download"
                ]
            },
            "outputs": [
                {
                    "data": {
                        "application/vnd.jupyter.widget-view+json": {
                            "model_id": "",
                            "version_major": 2,
                            "version_minor": 0
                        },
                        "text/plain": [
                            "20250108000000-12h-enfo-ef.grib2:   0%|          | 0.00/84.5M [00:00<?, ?B/s]"
                        ]
                    },
                    "metadata": {},
                    "output_type": "display_data"
                },
                {
                    "data": {
                        "text/plain": [
                            "<ecmwf.opendata.client.Result at 0x17f24f3d0>"
                        ]
                    },
                    "execution_count": 5,
                    "metadata": {},
                    "output_type": "execute_result"
                }
            ],
            "source": [
                "client.retrieve(\n",
                "    date=0,\n",
                "    time=0,\n",
                "    step=12,\n",
                "    stream=\"enfo\",\n",
                "    type=['cf', 'pf'],\n",
                "    levtype=\"sfc\",\n",
                "    param=parameters_enfo,\n",
                "    target=filename_enfo\n",
                ")"
            ]
        },
        {
            "cell_type": "code",
            "execution_count": 6,
            "id": "01075c4d",
            "metadata": {
                "tags": [
                    "download"
                ]
            },
            "outputs": [
                {
                    "data": {
                        "application/vnd.jupyter.widget-view+json": {
                            "model_id": "",
                            "version_major": 2,
                            "version_minor": 0
                        },
                        "text/plain": [
                            "20250108000000-12h-waef-ef.grib2:   0%|          | 0.00/38.2M [00:00<?, ?B/s]"
                        ]
                    },
                    "metadata": {},
                    "output_type": "display_data"
                },
                {
                    "data": {
                        "text/plain": [
                            "<ecmwf.opendata.client.Result at 0x184971b90>"
                        ]
                    },
                    "execution_count": 6,
                    "metadata": {},
                    "output_type": "execute_result"
                }
            ],
            "source": [
                "client.retrieve(\n",
                "    date=0,\n",
                "    time=0,\n",
                "    step=12,\n",
                "    stream=\"waef\",\n",
                "    type=['cf', 'pf'],\n",
                "    levtype=\"sfc\",\n",
                "    param=parameters_wave,\n",
                "    target=filename_wave\n",
                ")"
            ]
        },
        {
            "cell_type": "markdown",
            "id": "a65f5e22-e42b-4fa0-a27c-cf4223db5a1b",
            "metadata": {},
            "source": [
                "## Reading and processing the data\n",
                "Now we can use **Metview's read() function** to read the files."
            ]
        },
        {
            "cell_type": "code",
            "execution_count": 7,
            "id": "6a2cfcd6-184f-45d2-a210-e4933213192c",
            "metadata": {},
            "outputs": [],
            "source": [
                "data_enfo = mv.read(filename_enfo)"
            ]
        },
        {
            "cell_type": "code",
            "execution_count": 8,
            "id": "38421bdb",
            "metadata": {},
            "outputs": [],
            "source": [
                "data_wave = mv.read(filename_wave)"
            ]
        },
        {
            "cell_type": "markdown",
            "id": "bfc76d75",
            "metadata": {},
            "source": [
                "The **describe()** function will give us the overview of the dataset.  "
            ]
        },
        {
            "cell_type": "code",
            "execution_count": 9,
            "id": "9917b789",
            "metadata": {},
            "outputs": [
                {
                    "data": {
                        "text/html": [
                            "  \n",
                            "                <table>\n",
                            "                <tr><th>parameter</th><th>typeOfLevel</th><th>level</th><th>date</th><th>time</th><th>step</th><th>number</th><th>paramId</th><th>class</th><th>stream</th><th>type</th><th>experimentVersionNumber</th></tr>\n",
                            "                <tr><th style='text-align: right;'>10u</th><td style='text-align: left;'>heightAboveGround</td><td style='text-align: left;'>10</td><td style='text-align: left;'>20250108</td><td style='text-align: left;'>0</td><td style='text-align: left;'>12</td><td style='text-align: left;'>0,1,...</td><td style='text-align: left;'>165</td><td style='text-align: left;'>od</td><td style='text-align: left;'>enfo</td><td style='text-align: left;'>cf,pf</td><td style='text-align: left;'>0001</td></tr><tr><th style='text-align: right;'>10v</th><td style='text-align: left;'>heightAboveGround</td><td style='text-align: left;'>10</td><td style='text-align: left;'>20250108</td><td style='text-align: left;'>0</td><td style='text-align: left;'>12</td><td style='text-align: left;'>0,1,...</td><td style='text-align: left;'>166</td><td style='text-align: left;'>od</td><td style='text-align: left;'>enfo</td><td style='text-align: left;'>cf,pf</td><td style='text-align: left;'>0001</td></tr>\n",
                            "                </table>"
                        ],
                        "text/plain": [
                            "<IPython.core.display.HTML object>"
                        ]
                    },
                    "execution_count": 9,
                    "metadata": {},
                    "output_type": "execute_result"
                }
            ],
            "source": [
                "data_enfo.describe()"
            ]
        },
        {
            "cell_type": "code",
            "execution_count": 10,
            "id": "e7852b6e-fd70-43c4-aa5b-70d569c7ce48",
            "metadata": {},
            "outputs": [
                {
                    "data": {
                        "text/html": [
                            "  \n",
                            "                <table>\n",
                            "                <tr><th>parameter</th><th>typeOfLevel</th><th>level</th><th>date</th><th>time</th><th>step</th><th>number</th><th>paramId</th><th>class</th><th>stream</th><th>type</th><th>experimentVersionNumber</th></tr>\n",
                            "                <tr><th style='text-align: right;'>swh</th><td style='text-align: left;'>surface</td><td style='text-align: left;'>0</td><td style='text-align: left;'>20250108</td><td style='text-align: left;'>0</td><td style='text-align: left;'>12</td><td style='text-align: left;'>0,1,...</td><td style='text-align: left;'>140229</td><td style='text-align: left;'>od</td><td style='text-align: left;'>waef</td><td style='text-align: left;'>cf,pf</td><td style='text-align: left;'>0001</td></tr>\n",
                            "                </table>"
                        ],
                        "text/plain": [
                            "<IPython.core.display.HTML object>"
                        ]
                    },
                    "execution_count": 10,
                    "metadata": {},
                    "output_type": "execute_result"
                }
            ],
            "source": [
                "data_wave.describe()"
            ]
        },
        {
            "cell_type": "markdown",
            "id": "8dec5c59-7c96-48eb-a8fd-54a6dedffcd9",
            "metadata": {},
            "source": [
                "And an overview of one parameter, where we can see more information, such as units or type of level."
            ]
        },
        {
            "cell_type": "code",
            "execution_count": 11,
            "id": "bae44995-bcf9-4ff4-9565-d5abf2a563aa",
            "metadata": {},
            "outputs": [
                {
                    "data": {
                        "text/html": [
                            "  \n",
                            "                <table>\n",
                            "                <tr></tr>\n",
                            "                <tr><th style='text-align: right;'>shortName</th><td style='text-align: left;'>swh</td></tr><tr><th style='text-align: right;'>name</th><td style='text-align: left;'>Significant height of combined wind waves and swell</td></tr><tr><th style='text-align: right;'>paramId</th><td style='text-align: left;'>140229</td></tr><tr><th style='text-align: right;'>units</th><td style='text-align: left;'>m</td></tr><tr><th style='text-align: right;'>typeOfLevel</th><td style='text-align: left;'>surface</td></tr><tr><th style='text-align: right;'>level</th><td style='text-align: left;'>0</td></tr><tr><th style='text-align: right;'>date</th><td style='text-align: left;'>20250108</td></tr><tr><th style='text-align: right;'>time</th><td style='text-align: left;'>0</td></tr><tr><th style='text-align: right;'>step</th><td style='text-align: left;'>12</td></tr><tr><th style='text-align: right;'>number</th><td style='text-align: left;'>0,1,10,11,12,13,14,15,16,17,18,19,2,20,21,22,23,24,25,26,27,28,29,3,30,31,32,33,34,35,36,37,38,39,4,40,41,42,43,44,45,46,47,48,49,5,50,6,7,8,9</td></tr><tr><th style='text-align: right;'>class</th><td style='text-align: left;'>od</td></tr><tr><th style='text-align: right;'>stream</th><td style='text-align: left;'>waef</td></tr><tr><th style='text-align: right;'>type</th><td style='text-align: left;'>cf,pf</td></tr><tr><th style='text-align: right;'>experimentVersionNumber</th><td style='text-align: left;'>0001</td></tr>\n",
                            "                </table>"
                        ],
                        "text/plain": [
                            "<IPython.core.display.HTML object>"
                        ]
                    },
                    "execution_count": 11,
                    "metadata": {},
                    "output_type": "execute_result"
                }
            ],
            "source": [
                "data_wave.describe('swh')"
            ]
        },
        {
            "cell_type": "markdown",
            "id": "eae8668b",
            "metadata": {},
            "source": [
                "We can use **ls()** function to list all the fields in the file we downloaded."
            ]
        },
        {
            "cell_type": "code",
            "execution_count": 12,
            "id": "d08558a9",
            "metadata": {
                "scrolled": true,
                "tags": []
            },
            "outputs": [
                {
                    "data": {
                        "text/html": [
                            "<div>\n",
                            "<style scoped>\n",
                            "    .dataframe tbody tr th:only-of-type {\n",
                            "        vertical-align: middle;\n",
                            "    }\n",
                            "\n",
                            "    .dataframe tbody tr th {\n",
                            "        vertical-align: top;\n",
                            "    }\n",
                            "\n",
                            "    .dataframe thead th {\n",
                            "        text-align: right;\n",
                            "    }\n",
                            "</style>\n",
                            "<table border=\"1\" class=\"dataframe\">\n",
                            "  <thead>\n",
                            "    <tr style=\"text-align: center;\">\n",
                            "      <th></th>\n",
                            "      <th>centre</th>\n",
                            "      <th>shortName</th>\n",
                            "      <th>typeOfLevel</th>\n",
                            "      <th>level</th>\n",
                            "      <th>dataDate</th>\n",
                            "      <th>dataTime</th>\n",
                            "      <th>stepRange</th>\n",
                            "      <th>dataType</th>\n",
                            "      <th>number</th>\n",
                            "      <th>gridType</th>\n",
                            "    </tr>\n",
                            "    <tr>\n",
                            "      <th>Message</th>\n",
                            "      <th></th>\n",
                            "      <th></th>\n",
                            "      <th></th>\n",
                            "      <th></th>\n",
                            "      <th></th>\n",
                            "      <th></th>\n",
                            "      <th></th>\n",
                            "      <th></th>\n",
                            "      <th></th>\n",
                            "      <th></th>\n",
                            "    </tr>\n",
                            "  </thead>\n",
                            "  <tbody>\n",
                            "    <tr>\n",
                            "      <th>0</th>\n",
                            "      <td>ecmf</td>\n",
                            "      <td>swh</td>\n",
                            "      <td>surface</td>\n",
                            "      <td>0</td>\n",
                            "      <td>20250108</td>\n",
                            "      <td>0</td>\n",
                            "      <td>12</td>\n",
                            "      <td>pf</td>\n",
                            "      <td>21</td>\n",
                            "      <td>regular_ll</td>\n",
                            "    </tr>\n",
                            "    <tr>\n",
                            "      <th>1</th>\n",
                            "      <td>ecmf</td>\n",
                            "      <td>swh</td>\n",
                            "      <td>surface</td>\n",
                            "      <td>0</td>\n",
                            "      <td>20250108</td>\n",
                            "      <td>0</td>\n",
                            "      <td>12</td>\n",
                            "      <td>pf</td>\n",
                            "      <td>12</td>\n",
                            "      <td>regular_ll</td>\n",
                            "    </tr>\n",
                            "    <tr>\n",
                            "      <th>2</th>\n",
                            "      <td>ecmf</td>\n",
                            "      <td>swh</td>\n",
                            "      <td>surface</td>\n",
                            "      <td>0</td>\n",
                            "      <td>20250108</td>\n",
                            "      <td>0</td>\n",
                            "      <td>12</td>\n",
                            "      <td>pf</td>\n",
                            "      <td>4</td>\n",
                            "      <td>regular_ll</td>\n",
                            "    </tr>\n",
                            "    <tr>\n",
                            "      <th>3</th>\n",
                            "      <td>ecmf</td>\n",
                            "      <td>swh</td>\n",
                            "      <td>surface</td>\n",
                            "      <td>0</td>\n",
                            "      <td>20250108</td>\n",
                            "      <td>0</td>\n",
                            "      <td>12</td>\n",
                            "      <td>pf</td>\n",
                            "      <td>30</td>\n",
                            "      <td>regular_ll</td>\n",
                            "    </tr>\n",
                            "    <tr>\n",
                            "      <th>4</th>\n",
                            "      <td>ecmf</td>\n",
                            "      <td>swh</td>\n",
                            "      <td>surface</td>\n",
                            "      <td>0</td>\n",
                            "      <td>20250108</td>\n",
                            "      <td>0</td>\n",
                            "      <td>12</td>\n",
                            "      <td>pf</td>\n",
                            "      <td>49</td>\n",
                            "      <td>regular_ll</td>\n",
                            "    </tr>\n",
                            "    <tr>\n",
                            "      <th>5</th>\n",
                            "      <td>ecmf</td>\n",
                            "      <td>swh</td>\n",
                            "      <td>surface</td>\n",
                            "      <td>0</td>\n",
                            "      <td>20250108</td>\n",
                            "      <td>0</td>\n",
                            "      <td>12</td>\n",
                            "      <td>pf</td>\n",
                            "      <td>31</td>\n",
                            "      <td>regular_ll</td>\n",
                            "    </tr>\n",
                            "    <tr>\n",
                            "      <th>6</th>\n",
                            "      <td>ecmf</td>\n",
                            "      <td>swh</td>\n",
                            "      <td>surface</td>\n",
                            "      <td>0</td>\n",
                            "      <td>20250108</td>\n",
                            "      <td>0</td>\n",
                            "      <td>12</td>\n",
                            "      <td>pf</td>\n",
                            "      <td>13</td>\n",
                            "      <td>regular_ll</td>\n",
                            "    </tr>\n",
                            "    <tr>\n",
                            "      <th>7</th>\n",
                            "      <td>ecmf</td>\n",
                            "      <td>swh</td>\n",
                            "      <td>surface</td>\n",
                            "      <td>0</td>\n",
                            "      <td>20250108</td>\n",
                            "      <td>0</td>\n",
                            "      <td>12</td>\n",
                            "      <td>pf</td>\n",
                            "      <td>22</td>\n",
                            "      <td>regular_ll</td>\n",
                            "    </tr>\n",
                            "    <tr>\n",
                            "      <th>8</th>\n",
                            "      <td>ecmf</td>\n",
                            "      <td>swh</td>\n",
                            "      <td>surface</td>\n",
                            "      <td>0</td>\n",
                            "      <td>20250108</td>\n",
                            "      <td>0</td>\n",
                            "      <td>12</td>\n",
                            "      <td>pf</td>\n",
                            "      <td>5</td>\n",
                            "      <td>regular_ll</td>\n",
                            "    </tr>\n",
                            "    <tr>\n",
                            "      <th>9</th>\n",
                            "      <td>ecmf</td>\n",
                            "      <td>swh</td>\n",
                            "      <td>surface</td>\n",
                            "      <td>0</td>\n",
                            "      <td>20250108</td>\n",
                            "      <td>0</td>\n",
                            "      <td>12</td>\n",
                            "      <td>pf</td>\n",
                            "      <td>40</td>\n",
                            "      <td>regular_ll</td>\n",
                            "    </tr>\n",
                            "    <tr>\n",
                            "      <th>10</th>\n",
                            "      <td>ecmf</td>\n",
                            "      <td>swh</td>\n",
                            "      <td>surface</td>\n",
                            "      <td>0</td>\n",
                            "      <td>20250108</td>\n",
                            "      <td>0</td>\n",
                            "      <td>12</td>\n",
                            "      <td>pf</td>\n",
                            "      <td>32</td>\n",
                            "      <td>regular_ll</td>\n",
                            "    </tr>\n",
                            "    <tr>\n",
                            "      <th>11</th>\n",
                            "      <td>ecmf</td>\n",
                            "      <td>swh</td>\n",
                            "      <td>surface</td>\n",
                            "      <td>0</td>\n",
                            "      <td>20250108</td>\n",
                            "      <td>0</td>\n",
                            "      <td>12</td>\n",
                            "      <td>pf</td>\n",
                            "      <td>14</td>\n",
                            "      <td>regular_ll</td>\n",
                            "    </tr>\n",
                            "    <tr>\n",
                            "      <th>12</th>\n",
                            "      <td>ecmf</td>\n",
                            "      <td>swh</td>\n",
                            "      <td>surface</td>\n",
                            "      <td>0</td>\n",
                            "      <td>20250108</td>\n",
                            "      <td>0</td>\n",
                            "      <td>12</td>\n",
                            "      <td>pf</td>\n",
                            "      <td>23</td>\n",
                            "      <td>regular_ll</td>\n",
                            "    </tr>\n",
                            "    <tr>\n",
                            "      <th>13</th>\n",
                            "      <td>ecmf</td>\n",
                            "      <td>swh</td>\n",
                            "      <td>surface</td>\n",
                            "      <td>0</td>\n",
                            "      <td>20250108</td>\n",
                            "      <td>0</td>\n",
                            "      <td>12</td>\n",
                            "      <td>pf</td>\n",
                            "      <td>41</td>\n",
                            "      <td>regular_ll</td>\n",
                            "    </tr>\n",
                            "    <tr>\n",
                            "      <th>14</th>\n",
                            "      <td>ecmf</td>\n",
                            "      <td>swh</td>\n",
                            "      <td>surface</td>\n",
                            "      <td>0</td>\n",
                            "      <td>20250108</td>\n",
                            "      <td>0</td>\n",
                            "      <td>12</td>\n",
                            "      <td>pf</td>\n",
                            "      <td>50</td>\n",
                            "      <td>regular_ll</td>\n",
                            "    </tr>\n",
                            "    <tr>\n",
                            "      <th>15</th>\n",
                            "      <td>ecmf</td>\n",
                            "      <td>swh</td>\n",
                            "      <td>surface</td>\n",
                            "      <td>0</td>\n",
                            "      <td>20250108</td>\n",
                            "      <td>0</td>\n",
                            "      <td>12</td>\n",
                            "      <td>pf</td>\n",
                            "      <td>33</td>\n",
                            "      <td>regular_ll</td>\n",
                            "    </tr>\n",
                            "    <tr>\n",
                            "      <th>16</th>\n",
                            "      <td>ecmf</td>\n",
                            "      <td>swh</td>\n",
                            "      <td>surface</td>\n",
                            "      <td>0</td>\n",
                            "      <td>20250108</td>\n",
                            "      <td>0</td>\n",
                            "      <td>12</td>\n",
                            "      <td>pf</td>\n",
                            "      <td>6</td>\n",
                            "      <td>regular_ll</td>\n",
                            "    </tr>\n",
                            "    <tr>\n",
                            "      <th>17</th>\n",
                            "      <td>ecmf</td>\n",
                            "      <td>swh</td>\n",
                            "      <td>surface</td>\n",
                            "      <td>0</td>\n",
                            "      <td>20250108</td>\n",
                            "      <td>0</td>\n",
                            "      <td>12</td>\n",
                            "      <td>pf</td>\n",
                            "      <td>24</td>\n",
                            "      <td>regular_ll</td>\n",
                            "    </tr>\n",
                            "    <tr>\n",
                            "      <th>18</th>\n",
                            "      <td>ecmf</td>\n",
                            "      <td>swh</td>\n",
                            "      <td>surface</td>\n",
                            "      <td>0</td>\n",
                            "      <td>20250108</td>\n",
                            "      <td>0</td>\n",
                            "      <td>12</td>\n",
                            "      <td>pf</td>\n",
                            "      <td>15</td>\n",
                            "      <td>regular_ll</td>\n",
                            "    </tr>\n",
                            "    <tr>\n",
                            "      <th>19</th>\n",
                            "      <td>ecmf</td>\n",
                            "      <td>swh</td>\n",
                            "      <td>surface</td>\n",
                            "      <td>0</td>\n",
                            "      <td>20250108</td>\n",
                            "      <td>0</td>\n",
                            "      <td>12</td>\n",
                            "      <td>pf</td>\n",
                            "      <td>42</td>\n",
                            "      <td>regular_ll</td>\n",
                            "    </tr>\n",
                            "    <tr>\n",
                            "      <th>20</th>\n",
                            "      <td>ecmf</td>\n",
                            "      <td>swh</td>\n",
                            "      <td>surface</td>\n",
                            "      <td>0</td>\n",
                            "      <td>20250108</td>\n",
                            "      <td>0</td>\n",
                            "      <td>12</td>\n",
                            "      <td>pf</td>\n",
                            "      <td>25</td>\n",
                            "      <td>regular_ll</td>\n",
                            "    </tr>\n",
                            "    <tr>\n",
                            "      <th>21</th>\n",
                            "      <td>ecmf</td>\n",
                            "      <td>swh</td>\n",
                            "      <td>surface</td>\n",
                            "      <td>0</td>\n",
                            "      <td>20250108</td>\n",
                            "      <td>0</td>\n",
                            "      <td>12</td>\n",
                            "      <td>pf</td>\n",
                            "      <td>16</td>\n",
                            "      <td>regular_ll</td>\n",
                            "    </tr>\n",
                            "    <tr>\n",
                            "      <th>22</th>\n",
                            "      <td>ecmf</td>\n",
                            "      <td>swh</td>\n",
                            "      <td>surface</td>\n",
                            "      <td>0</td>\n",
                            "      <td>20250108</td>\n",
                            "      <td>0</td>\n",
                            "      <td>12</td>\n",
                            "      <td>pf</td>\n",
                            "      <td>43</td>\n",
                            "      <td>regular_ll</td>\n",
                            "    </tr>\n",
                            "    <tr>\n",
                            "      <th>23</th>\n",
                            "      <td>ecmf</td>\n",
                            "      <td>swh</td>\n",
                            "      <td>surface</td>\n",
                            "      <td>0</td>\n",
                            "      <td>20250108</td>\n",
                            "      <td>0</td>\n",
                            "      <td>12</td>\n",
                            "      <td>pf</td>\n",
                            "      <td>7</td>\n",
                            "      <td>regular_ll</td>\n",
                            "    </tr>\n",
                            "    <tr>\n",
                            "      <th>24</th>\n",
                            "      <td>ecmf</td>\n",
                            "      <td>swh</td>\n",
                            "      <td>surface</td>\n",
                            "      <td>0</td>\n",
                            "      <td>20250108</td>\n",
                            "      <td>0</td>\n",
                            "      <td>12</td>\n",
                            "      <td>pf</td>\n",
                            "      <td>8</td>\n",
                            "      <td>regular_ll</td>\n",
                            "    </tr>\n",
                            "    <tr>\n",
                            "      <th>25</th>\n",
                            "      <td>ecmf</td>\n",
                            "      <td>swh</td>\n",
                            "      <td>surface</td>\n",
                            "      <td>0</td>\n",
                            "      <td>20250108</td>\n",
                            "      <td>0</td>\n",
                            "      <td>12</td>\n",
                            "      <td>pf</td>\n",
                            "      <td>34</td>\n",
                            "      <td>regular_ll</td>\n",
                            "    </tr>\n",
                            "    <tr>\n",
                            "      <th>26</th>\n",
                            "      <td>ecmf</td>\n",
                            "      <td>swh</td>\n",
                            "      <td>surface</td>\n",
                            "      <td>0</td>\n",
                            "      <td>20250108</td>\n",
                            "      <td>0</td>\n",
                            "      <td>12</td>\n",
                            "      <td>pf</td>\n",
                            "      <td>26</td>\n",
                            "      <td>regular_ll</td>\n",
                            "    </tr>\n",
                            "    <tr>\n",
                            "      <th>27</th>\n",
                            "      <td>ecmf</td>\n",
                            "      <td>swh</td>\n",
                            "      <td>surface</td>\n",
                            "      <td>0</td>\n",
                            "      <td>20250108</td>\n",
                            "      <td>0</td>\n",
                            "      <td>12</td>\n",
                            "      <td>pf</td>\n",
                            "      <td>17</td>\n",
                            "      <td>regular_ll</td>\n",
                            "    </tr>\n",
                            "    <tr>\n",
                            "      <th>28</th>\n",
                            "      <td>ecmf</td>\n",
                            "      <td>swh</td>\n",
                            "      <td>surface</td>\n",
                            "      <td>0</td>\n",
                            "      <td>20250108</td>\n",
                            "      <td>0</td>\n",
                            "      <td>12</td>\n",
                            "      <td>pf</td>\n",
                            "      <td>44</td>\n",
                            "      <td>regular_ll</td>\n",
                            "    </tr>\n",
                            "    <tr>\n",
                            "      <th>29</th>\n",
                            "      <td>ecmf</td>\n",
                            "      <td>swh</td>\n",
                            "      <td>surface</td>\n",
                            "      <td>0</td>\n",
                            "      <td>20250108</td>\n",
                            "      <td>0</td>\n",
                            "      <td>12</td>\n",
                            "      <td>pf</td>\n",
                            "      <td>35</td>\n",
                            "      <td>regular_ll</td>\n",
                            "    </tr>\n",
                            "    <tr>\n",
                            "      <th>30</th>\n",
                            "      <td>ecmf</td>\n",
                            "      <td>swh</td>\n",
                            "      <td>surface</td>\n",
                            "      <td>0</td>\n",
                            "      <td>20250108</td>\n",
                            "      <td>0</td>\n",
                            "      <td>12</td>\n",
                            "      <td>pf</td>\n",
                            "      <td>18</td>\n",
                            "      <td>regular_ll</td>\n",
                            "    </tr>\n",
                            "    <tr>\n",
                            "      <th>31</th>\n",
                            "      <td>ecmf</td>\n",
                            "      <td>swh</td>\n",
                            "      <td>surface</td>\n",
                            "      <td>0</td>\n",
                            "      <td>20250108</td>\n",
                            "      <td>0</td>\n",
                            "      <td>12</td>\n",
                            "      <td>pf</td>\n",
                            "      <td>9</td>\n",
                            "      <td>regular_ll</td>\n",
                            "    </tr>\n",
                            "    <tr>\n",
                            "      <th>32</th>\n",
                            "      <td>ecmf</td>\n",
                            "      <td>swh</td>\n",
                            "      <td>surface</td>\n",
                            "      <td>0</td>\n",
                            "      <td>20250108</td>\n",
                            "      <td>0</td>\n",
                            "      <td>12</td>\n",
                            "      <td>pf</td>\n",
                            "      <td>45</td>\n",
                            "      <td>regular_ll</td>\n",
                            "    </tr>\n",
                            "    <tr>\n",
                            "      <th>33</th>\n",
                            "      <td>ecmf</td>\n",
                            "      <td>swh</td>\n",
                            "      <td>surface</td>\n",
                            "      <td>0</td>\n",
                            "      <td>20250108</td>\n",
                            "      <td>0</td>\n",
                            "      <td>12</td>\n",
                            "      <td>pf</td>\n",
                            "      <td>27</td>\n",
                            "      <td>regular_ll</td>\n",
                            "    </tr>\n",
                            "    <tr>\n",
                            "      <th>34</th>\n",
                            "      <td>ecmf</td>\n",
                            "      <td>swh</td>\n",
                            "      <td>surface</td>\n",
                            "      <td>0</td>\n",
                            "      <td>20250108</td>\n",
                            "      <td>0</td>\n",
                            "      <td>12</td>\n",
                            "      <td>pf</td>\n",
                            "      <td>36</td>\n",
                            "      <td>regular_ll</td>\n",
                            "    </tr>\n",
                            "    <tr>\n",
                            "      <th>35</th>\n",
                            "      <td>ecmf</td>\n",
                            "      <td>swh</td>\n",
                            "      <td>surface</td>\n",
                            "      <td>0</td>\n",
                            "      <td>20250108</td>\n",
                            "      <td>0</td>\n",
                            "      <td>12</td>\n",
                            "      <td>pf</td>\n",
                            "      <td>46</td>\n",
                            "      <td>regular_ll</td>\n",
                            "    </tr>\n",
                            "    <tr>\n",
                            "      <th>36</th>\n",
                            "      <td>ecmf</td>\n",
                            "      <td>swh</td>\n",
                            "      <td>surface</td>\n",
                            "      <td>0</td>\n",
                            "      <td>20250108</td>\n",
                            "      <td>0</td>\n",
                            "      <td>12</td>\n",
                            "      <td>pf</td>\n",
                            "      <td>37</td>\n",
                            "      <td>regular_ll</td>\n",
                            "    </tr>\n",
                            "    <tr>\n",
                            "      <th>37</th>\n",
                            "      <td>ecmf</td>\n",
                            "      <td>swh</td>\n",
                            "      <td>surface</td>\n",
                            "      <td>0</td>\n",
                            "      <td>20250108</td>\n",
                            "      <td>0</td>\n",
                            "      <td>12</td>\n",
                            "      <td>pf</td>\n",
                            "      <td>19</td>\n",
                            "      <td>regular_ll</td>\n",
                            "    </tr>\n",
                            "    <tr>\n",
                            "      <th>38</th>\n",
                            "      <td>ecmf</td>\n",
                            "      <td>swh</td>\n",
                            "      <td>surface</td>\n",
                            "      <td>0</td>\n",
                            "      <td>20250108</td>\n",
                            "      <td>0</td>\n",
                            "      <td>12</td>\n",
                            "      <td>cf</td>\n",
                            "      <td>0</td>\n",
                            "      <td>regular_ll</td>\n",
                            "    </tr>\n",
                            "    <tr>\n",
                            "      <th>39</th>\n",
                            "      <td>ecmf</td>\n",
                            "      <td>swh</td>\n",
                            "      <td>surface</td>\n",
                            "      <td>0</td>\n",
                            "      <td>20250108</td>\n",
                            "      <td>0</td>\n",
                            "      <td>12</td>\n",
                            "      <td>pf</td>\n",
                            "      <td>28</td>\n",
                            "      <td>regular_ll</td>\n",
                            "    </tr>\n",
                            "    <tr>\n",
                            "      <th>40</th>\n",
                            "      <td>ecmf</td>\n",
                            "      <td>swh</td>\n",
                            "      <td>surface</td>\n",
                            "      <td>0</td>\n",
                            "      <td>20250108</td>\n",
                            "      <td>0</td>\n",
                            "      <td>12</td>\n",
                            "      <td>pf</td>\n",
                            "      <td>1</td>\n",
                            "      <td>regular_ll</td>\n",
                            "    </tr>\n",
                            "    <tr>\n",
                            "      <th>41</th>\n",
                            "      <td>ecmf</td>\n",
                            "      <td>swh</td>\n",
                            "      <td>surface</td>\n",
                            "      <td>0</td>\n",
                            "      <td>20250108</td>\n",
                            "      <td>0</td>\n",
                            "      <td>12</td>\n",
                            "      <td>pf</td>\n",
                            "      <td>10</td>\n",
                            "      <td>regular_ll</td>\n",
                            "    </tr>\n",
                            "    <tr>\n",
                            "      <th>42</th>\n",
                            "      <td>ecmf</td>\n",
                            "      <td>swh</td>\n",
                            "      <td>surface</td>\n",
                            "      <td>0</td>\n",
                            "      <td>20250108</td>\n",
                            "      <td>0</td>\n",
                            "      <td>12</td>\n",
                            "      <td>pf</td>\n",
                            "      <td>2</td>\n",
                            "      <td>regular_ll</td>\n",
                            "    </tr>\n",
                            "    <tr>\n",
                            "      <th>43</th>\n",
                            "      <td>ecmf</td>\n",
                            "      <td>swh</td>\n",
                            "      <td>surface</td>\n",
                            "      <td>0</td>\n",
                            "      <td>20250108</td>\n",
                            "      <td>0</td>\n",
                            "      <td>12</td>\n",
                            "      <td>pf</td>\n",
                            "      <td>47</td>\n",
                            "      <td>regular_ll</td>\n",
                            "    </tr>\n",
                            "    <tr>\n",
                            "      <th>44</th>\n",
                            "      <td>ecmf</td>\n",
                            "      <td>swh</td>\n",
                            "      <td>surface</td>\n",
                            "      <td>0</td>\n",
                            "      <td>20250108</td>\n",
                            "      <td>0</td>\n",
                            "      <td>12</td>\n",
                            "      <td>pf</td>\n",
                            "      <td>29</td>\n",
                            "      <td>regular_ll</td>\n",
                            "    </tr>\n",
                            "    <tr>\n",
                            "      <th>45</th>\n",
                            "      <td>ecmf</td>\n",
                            "      <td>swh</td>\n",
                            "      <td>surface</td>\n",
                            "      <td>0</td>\n",
                            "      <td>20250108</td>\n",
                            "      <td>0</td>\n",
                            "      <td>12</td>\n",
                            "      <td>pf</td>\n",
                            "      <td>38</td>\n",
                            "      <td>regular_ll</td>\n",
                            "    </tr>\n",
                            "    <tr>\n",
                            "      <th>46</th>\n",
                            "      <td>ecmf</td>\n",
                            "      <td>swh</td>\n",
                            "      <td>surface</td>\n",
                            "      <td>0</td>\n",
                            "      <td>20250108</td>\n",
                            "      <td>0</td>\n",
                            "      <td>12</td>\n",
                            "      <td>pf</td>\n",
                            "      <td>20</td>\n",
                            "      <td>regular_ll</td>\n",
                            "    </tr>\n",
                            "    <tr>\n",
                            "      <th>47</th>\n",
                            "      <td>ecmf</td>\n",
                            "      <td>swh</td>\n",
                            "      <td>surface</td>\n",
                            "      <td>0</td>\n",
                            "      <td>20250108</td>\n",
                            "      <td>0</td>\n",
                            "      <td>12</td>\n",
                            "      <td>pf</td>\n",
                            "      <td>39</td>\n",
                            "      <td>regular_ll</td>\n",
                            "    </tr>\n",
                            "    <tr>\n",
                            "      <th>48</th>\n",
                            "      <td>ecmf</td>\n",
                            "      <td>swh</td>\n",
                            "      <td>surface</td>\n",
                            "      <td>0</td>\n",
                            "      <td>20250108</td>\n",
                            "      <td>0</td>\n",
                            "      <td>12</td>\n",
                            "      <td>pf</td>\n",
                            "      <td>11</td>\n",
                            "      <td>regular_ll</td>\n",
                            "    </tr>\n",
                            "    <tr>\n",
                            "      <th>49</th>\n",
                            "      <td>ecmf</td>\n",
                            "      <td>swh</td>\n",
                            "      <td>surface</td>\n",
                            "      <td>0</td>\n",
                            "      <td>20250108</td>\n",
                            "      <td>0</td>\n",
                            "      <td>12</td>\n",
                            "      <td>pf</td>\n",
                            "      <td>3</td>\n",
                            "      <td>regular_ll</td>\n",
                            "    </tr>\n",
                            "    <tr>\n",
                            "      <th>50</th>\n",
                            "      <td>ecmf</td>\n",
                            "      <td>swh</td>\n",
                            "      <td>surface</td>\n",
                            "      <td>0</td>\n",
                            "      <td>20250108</td>\n",
                            "      <td>0</td>\n",
                            "      <td>12</td>\n",
                            "      <td>pf</td>\n",
                            "      <td>48</td>\n",
                            "      <td>regular_ll</td>\n",
                            "    </tr>\n",
                            "  </tbody>\n",
                            "</table>\n",
                            "</div>"
                        ],
                        "text/plain": [
                            "        centre shortName typeOfLevel  level  dataDate  dataTime stepRange  \\\n",
                            "Message                                                                     \n",
                            "0        ecmf      swh      surface     0    20250108      0        12      \n",
                            "1        ecmf      swh      surface     0    20250108      0        12      \n",
                            "2        ecmf      swh      surface     0    20250108      0        12      \n",
                            "3        ecmf      swh      surface     0    20250108      0        12      \n",
                            "4        ecmf      swh      surface     0    20250108      0        12      \n",
                            "5        ecmf      swh      surface     0    20250108      0        12      \n",
                            "6        ecmf      swh      surface     0    20250108      0        12      \n",
                            "7        ecmf      swh      surface     0    20250108      0        12      \n",
                            "8        ecmf      swh      surface     0    20250108      0        12      \n",
                            "9        ecmf      swh      surface     0    20250108      0        12      \n",
                            "10       ecmf      swh      surface     0    20250108      0        12      \n",
                            "11       ecmf      swh      surface     0    20250108      0        12      \n",
                            "12       ecmf      swh      surface     0    20250108      0        12      \n",
                            "13       ecmf      swh      surface     0    20250108      0        12      \n",
                            "14       ecmf      swh      surface     0    20250108      0        12      \n",
                            "15       ecmf      swh      surface     0    20250108      0        12      \n",
                            "16       ecmf      swh      surface     0    20250108      0        12      \n",
                            "17       ecmf      swh      surface     0    20250108      0        12      \n",
                            "18       ecmf      swh      surface     0    20250108      0        12      \n",
                            "19       ecmf      swh      surface     0    20250108      0        12      \n",
                            "20       ecmf      swh      surface     0    20250108      0        12      \n",
                            "21       ecmf      swh      surface     0    20250108      0        12      \n",
                            "22       ecmf      swh      surface     0    20250108      0        12      \n",
                            "23       ecmf      swh      surface     0    20250108      0        12      \n",
                            "24       ecmf      swh      surface     0    20250108      0        12      \n",
                            "25       ecmf      swh      surface     0    20250108      0        12      \n",
                            "26       ecmf      swh      surface     0    20250108      0        12      \n",
                            "27       ecmf      swh      surface     0    20250108      0        12      \n",
                            "28       ecmf      swh      surface     0    20250108      0        12      \n",
                            "29       ecmf      swh      surface     0    20250108      0        12      \n",
                            "30       ecmf      swh      surface     0    20250108      0        12      \n",
                            "31       ecmf      swh      surface     0    20250108      0        12      \n",
                            "32       ecmf      swh      surface     0    20250108      0        12      \n",
                            "33       ecmf      swh      surface     0    20250108      0        12      \n",
                            "34       ecmf      swh      surface     0    20250108      0        12      \n",
                            "35       ecmf      swh      surface     0    20250108      0        12      \n",
                            "36       ecmf      swh      surface     0    20250108      0        12      \n",
                            "37       ecmf      swh      surface     0    20250108      0        12      \n",
                            "38       ecmf      swh      surface     0    20250108      0        12      \n",
                            "39       ecmf      swh      surface     0    20250108      0        12      \n",
                            "40       ecmf      swh      surface     0    20250108      0        12      \n",
                            "41       ecmf      swh      surface     0    20250108      0        12      \n",
                            "42       ecmf      swh      surface     0    20250108      0        12      \n",
                            "43       ecmf      swh      surface     0    20250108      0        12      \n",
                            "44       ecmf      swh      surface     0    20250108      0        12      \n",
                            "45       ecmf      swh      surface     0    20250108      0        12      \n",
                            "46       ecmf      swh      surface     0    20250108      0        12      \n",
                            "47       ecmf      swh      surface     0    20250108      0        12      \n",
                            "48       ecmf      swh      surface     0    20250108      0        12      \n",
                            "49       ecmf      swh      surface     0    20250108      0        12      \n",
                            "50       ecmf      swh      surface     0    20250108      0        12      \n",
                            "\n",
                            "        dataType number   gridType   \n",
                            "Message                              \n",
                            "0          pf      21    regular_ll  \n",
                            "1          pf      12    regular_ll  \n",
                            "2          pf       4    regular_ll  \n",
                            "3          pf      30    regular_ll  \n",
                            "4          pf      49    regular_ll  \n",
                            "5          pf      31    regular_ll  \n",
                            "6          pf      13    regular_ll  \n",
                            "7          pf      22    regular_ll  \n",
                            "8          pf       5    regular_ll  \n",
                            "9          pf      40    regular_ll  \n",
                            "10         pf      32    regular_ll  \n",
                            "11         pf      14    regular_ll  \n",
                            "12         pf      23    regular_ll  \n",
                            "13         pf      41    regular_ll  \n",
                            "14         pf      50    regular_ll  \n",
                            "15         pf      33    regular_ll  \n",
                            "16         pf       6    regular_ll  \n",
                            "17         pf      24    regular_ll  \n",
                            "18         pf      15    regular_ll  \n",
                            "19         pf      42    regular_ll  \n",
                            "20         pf      25    regular_ll  \n",
                            "21         pf      16    regular_ll  \n",
                            "22         pf      43    regular_ll  \n",
                            "23         pf       7    regular_ll  \n",
                            "24         pf       8    regular_ll  \n",
                            "25         pf      34    regular_ll  \n",
                            "26         pf      26    regular_ll  \n",
                            "27         pf      17    regular_ll  \n",
                            "28         pf      44    regular_ll  \n",
                            "29         pf      35    regular_ll  \n",
                            "30         pf      18    regular_ll  \n",
                            "31         pf       9    regular_ll  \n",
                            "32         pf      45    regular_ll  \n",
                            "33         pf      27    regular_ll  \n",
                            "34         pf      36    regular_ll  \n",
                            "35         pf      46    regular_ll  \n",
                            "36         pf      37    regular_ll  \n",
                            "37         pf      19    regular_ll  \n",
                            "38         cf       0    regular_ll  \n",
                            "39         pf      28    regular_ll  \n",
                            "40         pf       1    regular_ll  \n",
                            "41         pf      10    regular_ll  \n",
                            "42         pf       2    regular_ll  \n",
                            "43         pf      47    regular_ll  \n",
                            "44         pf      29    regular_ll  \n",
                            "45         pf      38    regular_ll  \n",
                            "46         pf      20    regular_ll  \n",
                            "47         pf      39    regular_ll  \n",
                            "48         pf      11    regular_ll  \n",
                            "49         pf       3    regular_ll  \n",
                            "50         pf      48    regular_ll  "
                        ]
                    },
                    "execution_count": 12,
                    "metadata": {},
                    "output_type": "execute_result"
                }
            ],
            "source": [
                "data_wave.ls()"
            ]
        },
        {
            "cell_type": "markdown",
            "id": "f8a0e223-e999-42b6-acaf-63fbae74177b",
            "metadata": {},
            "source": [
                "**Metview** library has a built in function to calculate the speed from u and v components. It takes u/v fieldsets as input and gives back speed intensity.  \n",
                "Note that we can give a fieldset on N u/v components, not just one pair.  \n",
                "\n",
                "In this case we will calculate all 51 ensemble members at the same time.  \n",
                "First we need to filter out u and v and sort the fieldsets."
            ]
        },
        {
            "cell_type": "code",
            "execution_count": 13,
            "id": "4289bf50",
            "metadata": {},
            "outputs": [
                {
                    "data": {
                        "text/html": [
                            "  \n",
                            "                <table>\n",
                            "                <tr><th>parameter</th><th>typeOfLevel</th><th>level</th><th>date</th><th>time</th><th>step</th><th>number</th><th>paramId</th><th>class</th><th>stream</th><th>type</th><th>experimentVersionNumber</th></tr>\n",
                            "                <tr><th style='text-align: right;'>10si</th><td style='text-align: left;'>heightAboveGround</td><td style='text-align: left;'>10</td><td style='text-align: left;'>20250108</td><td style='text-align: left;'>0</td><td style='text-align: left;'>12</td><td style='text-align: left;'>0,1,...</td><td style='text-align: left;'>207</td><td style='text-align: left;'>od</td><td style='text-align: left;'>enfo</td><td style='text-align: left;'>cf,pf</td><td style='text-align: left;'>0001</td></tr>\n",
                            "                </table>"
                        ],
                        "text/plain": [
                            "<IPython.core.display.HTML object>"
                        ]
                    },
                    "execution_count": 13,
                    "metadata": {},
                    "output_type": "execute_result"
                }
            ],
            "source": [
                "u = data_enfo.select(shortName= '10u').sort()\n",
                "v = data_enfo.select(shortName= '10v').sort()\n",
                "\n",
                "speed = mv.speed(u,v)\n",
                "speed.describe()"
            ]
        },
        {
            "cell_type": "code",
            "execution_count": 14,
            "id": "221626e3-7524-41c6-9002-02fb1535a785",
            "metadata": {},
            "outputs": [],
            "source": [
                "mask = mv.Fieldset()\n",
                "for number in range(51):\n",
                "    swh_n = data_wave.select(number = number,)\n",
                "    speed_n = speed.select(number = number)\n",
                "    m = (swh_n > 2) & (speed_n >= 10)\n",
                "    mask.append(m)\n",
                "\n",
                "prob = (mv.mean(mask))*100"
            ]
        },
        {
            "cell_type": "markdown",
            "id": "cda5bd95",
            "metadata": {},
            "source": [
                "## Plotting the data\n",
                "Each parameter has a dedicated style used at ECMWF web open charts."
            ]
        },
        {
            "cell_type": "code",
            "execution_count": 15,
            "id": "c0421d5e",
            "metadata": {
                "editable": true,
                "slideshow": {
                    "slide_type": ""
                },
                "tags": [
                    "open_data"
                ]
            },
            "outputs": [
                {
                    "data": {
                        "image/png": "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",
                        "text/plain": [
                            "<IPython.core.display.Image object>"
                        ]
                    },
                    "execution_count": 15,
                    "metadata": {},
                    "output_type": "execute_result"
                }
            ],
            "source": [
                "# define coastlines\n",
                "coast = mv.mcoast(\n",
                "    map_coastline_colour=\"charcoal\",\n",
                "    map_coastline_resolution=\"medium\",\n",
                "    map_coastline_land_shade=\"on\",\n",
                "    map_coastline_land_shade_colour=\"cream\",\n",
                "    map_coastline_sea_shade=\"off\",\n",
                "    map_boundaries=\"on\",\n",
                "    map_boundaries_colour= \"charcoal\",\n",
                "    map_boundaries_thickness = 1,\n",
                "    map_disputed_boundaries = \"off\",\n",
                "    map_grid_colour=\"tan\",\n",
                "    map_label_height=0.35,\n",
                ")\n",
                "\n",
                "# define view\n",
                "view = mv.geoview(\n",
                "    area_mode=\"name\",\n",
                "    area_name=\"europe\",\n",
                "    coastlines=coast\n",
                ")\n",
                "\n",
                "#define styles\n",
                "prob_shade = mv.mcont(legend= \"on\",\n",
                "                contour_automatics_settings = \"style_name\",\n",
                "                contour_style_name = \"sh_blup_f0t100lst\")\n",
                "\n",
                "title = mv.mtext(\n",
                "    text_lines=[\"Combined probabilities: 10m wind speed > 10 m/s and significant wave height > 2m\", \n",
                "           \"START TIME: <grib_info key='base-date' format='%a %d %B %Y %H'/> \",\n",
                "           \"VALID TIME: <grib_info key='valid-date' format='%a %d %B %Y %H'/>, STEP: <grib_info key='step' />\"],\n",
                "    text_font_size=0.4,\n",
                "    text_colour         = 'charcoal')\n",
                "\n",
                "ecmwf_text = mv.mtext(    \n",
                "    text_lines          = [\"© European Centre for Medium-Range Weather Forecasts (ECMWF)\",\n",
                "                           \"Source: www.ecmwf.int Licence: CC-BY-4.0 and ECMWF Terms of Use\",\n",
                "                            \"https://apps.ecmwf.int/datasets/licences/general/\"],\n",
                "    text_justification  = 'center',\n",
                "    text_font_size      = 0.3,\n",
                "    text_mode           = \"positional\",\n",
                "    text_box_x_position = 6.,\n",
                "    text_box_y_position = -0.2,\n",
                "    text_box_x_length   = 8,\n",
                "    text_box_y_length   = 2,\n",
                "    text_colour         = 'charcoal')\n",
                "\n",
                "# generate plot\n",
                "mv.setoutput('jupyter', plot_widget=False)\n",
                "mv.plot(view, prob, prob_shade, title, ecmwf_text)"
            ]
        },
        {
            "cell_type": "markdown",
            "id": "0813538b-be17-49c8-a6b0-c70634d6114d",
            "metadata": {
                "editable": true,
                "slideshow": {
                    "slide_type": ""
                },
                "tags": []
            },
            "source": [
                "To generate the png file you can run the following cell."
            ]
        },
        {
            "cell_type": "code",
            "execution_count": 16,
            "id": "961a379f-c8cd-4313-9169-48692f483c39",
            "metadata": {
                "editable": true,
                "slideshow": {
                    "slide_type": ""
                },
                "tags": [
                    "png"
                ]
            },
            "outputs": [],
            "source": [
                "png = mv.png_output(\n",
                "      output_name = \"medium-ens-wave-ws\",   # specify relative or full path\n",
                "      output_title = \"medium-ens-wave-ws\",    # title used by a viewer\n",
                "      output_width = 1000,                 # set width in pixels\n",
                ")\n",
                "mv.setoutput(png)\n",
                "mv.plot(view, prob, prob_shade, title, ecmwf_text)"
            ]
        },
        {
            "cell_type": "markdown",
            "id": "4d44f5cc-fc4f-46a7-9c5d-ef427c2ef950",
            "metadata": {},
            "source": [
                "Note that plot produced using open data dataset will slightly differ from one from Open Charts. This is due to different resolution of the data.  \n",
                "Open data is on 0.25x0.25 resolution, while high resolution data is 0.1x0.1 grid."
            ]
        }
    ],
    "metadata": {
        "author": "Milana Vuckovic",
        "content_type": "Software & code",
        "data_access": "ecmwf-opendata",
        "kernelspec": {
            "display_name": "Python 3 (ipykernel)",
            "language": "python",
            "name": "python3"
        },
        "language_info": {
            "codemirror_mode": {
                "name": "ipython",
                "version": 3
            },
            "file_extension": ".py",
            "mimetype": "text/x-python",
            "name": "python",
            "nbconvert_exporter": "python",
            "pygments_lexer": "ipython3",
            "version": "3.11.9"
        }
    },
    "nbformat": 4,
    "nbformat_minor": 5
}