{
"cells": [
{
"cell_type": "markdown",
"id": "0c6ed5e0",
"metadata": {
"editable": true,
"slideshow": {
"slide_type": ""
},
"tags": []
},
"source": [
"
\n",
"

\n",
"
\n",
"\n",
"# Total snowfall during last 6 hours"
]
},
{
"cell_type": "markdown",
"id": "72e9854b",
"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-snowfall \n"
]
},
{
"cell_type": "markdown",
"id": "8954cd17-eab7-48d0-a582-aa9adc4d4903",
"metadata": {
"editable": true,
"slideshow": {
"slide_type": ""
},
"tags": []
},
"source": [
"\n",
"
\n",
"
\n",
" "
]
},
{
"cell_type": "markdown",
"id": "d82578e7-6979-4efa-b900-ee4c75573314",
"metadata": {
"editable": true,
"slideshow": {
"slide_type": ""
},
"tags": []
},
"source": [
"Some ECMWF real-time products are governed by the [ECMWF Standard Licence Agreement](https://www.ecmwf.int/sites/default/files/ECMWF_Standard_Licence.pdf) and are not free or open. Access to these products depends on your use case. To find out which licence applies to you, please visit: [Use cases and licence conditions page](https://www.ecmwf.int/en/forecasts/accessing-forecasts/licences-available). \n",
"\n",
"To find out how to obtain the access to the ECMWF forecast data please visit our [Access page](https://www.ecmwf.int/en/forecasts/accessing-forecasts)."
]
},
{
"cell_type": "markdown",
"id": "5a50994a",
"metadata": {
"editable": true,
"slideshow": {
"slide_type": ""
},
"tags": []
},
"source": [
"## Retrieve Data\n",
"This product takes in input following parameter:\n",
"\n",
"* [Snowfall](https://codes.ecmwf.int/grib/param-db/144)"
]
},
{
"cell_type": "markdown",
"id": "changed-panel",
"metadata": {
"editable": true,
"slideshow": {
"slide_type": ""
},
"tags": []
},
"source": [
"In this example, we will use: \n",
"- [**ecmwf-api-client**](https://pypi.org/project/ecmwf-api-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": {
"editable": true,
"slideshow": {
"slide_type": ""
},
"tags": []
},
"source": [
"First we need to install them in the current Jupyter kernel: \n",
"\n",
"Note: If you are running the notebook on MyBinder or already have the libraries installed, go directly to importing the libraries.\n",
"
\n",
"\n",
"Note: If you don't have these libraries installed, click on three dots below, uncomment the code and run the next two cells.\n",
"
"
]
},
{
"cell_type": "code",
"execution_count": 1,
"id": "2aa35559-b2eb-4083-8665-03e3616ee87b",
"metadata": {
"editable": true,
"jupyter": {
"source_hidden": true
},
"slideshow": {
"slide_type": ""
},
"tags": []
},
"outputs": [],
"source": [
"#!pip install ecmwf-api-client"
]
},
{
"cell_type": "code",
"execution_count": 1,
"id": "2aa35559-b2eb-4083-8665-03e3616ee87b",
"metadata": {
"editable": true,
"jupyter": {
"source_hidden": true
},
"slideshow": {
"slide_type": ""
},
"tags": []
},
"outputs": [],
"source": [
"#!conda install metview metview-python"
]
},
{
"cell_type": "code",
"execution_count": 1,
"id": "corresponding-color",
"metadata": {
"editable": true,
"slideshow": {
"slide_type": ""
},
"tags": []
},
"outputs": [],
"source": [
"import metview as mv\n",
"from ecmwfapi import *\n",
"import requests"
]
},
{
"cell_type": "code",
"execution_count": 2,
"id": "20ea9fc3",
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"'medium-snowfall.grib'"
]
},
"execution_count": 2,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"filename = 'medium-snowfall.grib'\n",
"filename"
]
},
{
"cell_type": "markdown",
"id": "6ccddff1-1622-477c-85fd-94771071a0a0",
"metadata": {
"editable": true,
"slideshow": {
"slide_type": ""
},
"tags": []
},
"source": [
"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": "markdown",
"id": "three-scroll",
"metadata": {
"editable": true,
"slideshow": {
"slide_type": ""
},
"tags": []
},
"source": [
"If you already have the access to the ECMWF archived forecast data, you can use the next cell to download data from the [MARS archive](https://confluence.ecmwf.int/display/UDOC/MARS+user+documentation):"
]
},
{
"cell_type": "code",
"execution_count": null,
"id": "photographic-techno",
"metadata": {
"editable": true,
"slideshow": {
"slide_type": ""
},
"tags": []
},
"outputs": [],
"source": [
"server = ECMWFService(\"mars\")\n",
"server.execute(\n",
" {\n",
" \"class\": \"od\",\n",
" \"date\": \"-1\",\n",
" \"expver\": \"1\",\n",
" \"levtype\": \"sfc\",\n",
" \"param\": \"144\",\n",
" \"step\": \"18/24\",\n",
" \"stream\": \"oper\",\n",
" \"time\": \"00\",\n",
" \"type\": \"fc\",\n",
" \"grid\": \"0.25/0.25\"\n",
" },\n",
" filename)"
]
},
{
"cell_type": "markdown",
"id": "2e561cc8-4e30-4e8a-962e-458ca871f31a",
"metadata": {
"editable": true,
"slideshow": {
"slide_type": ""
},
"tags": []
},
"source": [
"Alternatively we have prepared small sample dataset to explore"
]
},
{
"cell_type": "code",
"execution_count": 3,
"id": "fe9e00c3-62a5-4da0-9adb-e5c382b315fc",
"metadata": {
"editable": true,
"slideshow": {
"slide_type": ""
},
"tags": []
},
"outputs": [],
"source": [
"url = f\"https://sites.ecmwf.int/repository/opencharts-sample-data/{filename}\"\n",
"r = requests.get(url)\n",
"with open(filename, 'wb') as file:\n",
" file.write(r.content)"
]
},
{
"cell_type": "markdown",
"id": "2d660fbb",
"metadata": {},
"source": [
"## Reading and processing the data\n",
"Now we can use **Metview's read() function** to read the file."
]
},
{
"cell_type": "code",
"execution_count": 3,
"id": "e592d504",
"metadata": {},
"outputs": [],
"source": [
"data = mv.read(filename)"
]
},
{
"cell_type": "markdown",
"id": "b262e221",
"metadata": {},
"source": [
"The **describe()** function will give us the overview of the dataset. "
]
},
{
"cell_type": "code",
"execution_count": 4,
"id": "40589fd1",
"metadata": {},
"outputs": [
{
"data": {
"text/html": [
" \n",
" \n",
" | parameter | typeOfLevel | level | date | time | step | paramId | class | stream | type | experimentVersionNumber |
\n",
" | sf | surface | 0 | 20241229 | 0 | 18,24 | 144 | od | oper | fc | 0001 |
\n",
"
"
],
"text/plain": [
""
]
},
"execution_count": 4,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"data.describe()"
]
},
{
"cell_type": "markdown",
"id": "87598a6d",
"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": 5,
"id": "b8e9ff8b",
"metadata": {},
"outputs": [
{
"data": {
"text/html": [
" \n",
" \n",
"
\n",
" | shortName | sf |
|---|
| name | Snowfall |
|---|
| paramId | 144 |
|---|
| units | m of water equivalent |
|---|
| typeOfLevel | surface |
|---|
| level | 0 |
|---|
| date | 20241229 |
|---|
| time | 0 |
|---|
| step | 18,24 |
|---|
| class | od |
|---|
| stream | oper |
|---|
| type | fc |
|---|
| experimentVersionNumber | 0001 |
\n",
"
"
],
"text/plain": [
""
]
},
"execution_count": 5,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"data.describe('sf')"
]
},
{
"cell_type": "markdown",
"id": "3d02a8d1",
"metadata": {},
"source": [
"We can use **ls()** function to list all the fields in the file we downloaded."
]
},
{
"cell_type": "code",
"execution_count": 6,
"id": "e8f0f69e",
"metadata": {
"tags": []
},
"outputs": [
{
"data": {
"text/html": [
"\n",
"\n",
"
\n",
" \n",
" \n",
" | \n",
" centre | \n",
" shortName | \n",
" typeOfLevel | \n",
" level | \n",
" dataDate | \n",
" dataTime | \n",
" stepRange | \n",
" dataType | \n",
" gridType | \n",
"
\n",
" \n",
" | Message | \n",
" | \n",
" | \n",
" | \n",
" | \n",
" | \n",
" | \n",
" | \n",
" | \n",
" | \n",
"
\n",
" \n",
" \n",
" \n",
" | 0 | \n",
" ecmf | \n",
" sf | \n",
" surface | \n",
" 0 | \n",
" 20241229 | \n",
" 0 | \n",
" 18 | \n",
" fc | \n",
" regular_ll | \n",
"
\n",
" \n",
" | 1 | \n",
" ecmf | \n",
" sf | \n",
" surface | \n",
" 0 | \n",
" 20241229 | \n",
" 0 | \n",
" 24 | \n",
" fc | \n",
" regular_ll | \n",
"
\n",
" \n",
"
\n",
"
"
],
"text/plain": [
" centre shortName typeOfLevel level dataDate dataTime stepRange \\\n",
"Message \n",
"0 ecmf sf surface 0 20241229 0 18 \n",
"1 ecmf sf surface 0 20241229 0 24 \n",
"\n",
" dataType gridType \n",
"Message \n",
"0 fc regular_ll \n",
"1 fc regular_ll "
]
},
"execution_count": 6,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"data.ls()"
]
},
{
"cell_type": "markdown",
"id": "302b3007",
"metadata": {},
"source": [
"We can see that we have both parameters at steps 18 and 24. \n",
"\n",
"If we want to plot the snowfall between steps 18 24 UTC, we need the data on both timesteps because snowfall is parameter that is accumulated from the start of the forecast period. This means that step 18 has all accumulated precipitation from start of the forecast (00UTC) until 18 UTC, step 24 has accumulation from 00 to 24 UTC and so on. \n",
"If we want the precipitation from 18 to 24 we need to deaccumulate it, by simply substracting. \n",
"We will use the **select()** function to filter the snowfall at different steps."
]
},
{
"cell_type": "code",
"execution_count": 7,
"id": "18558c97",
"metadata": {
"tags": []
},
"outputs": [
{
"data": {
"text/html": [
"\n",
"\n",
"
\n",
" \n",
" \n",
" | \n",
" centre | \n",
" shortName | \n",
" typeOfLevel | \n",
" level | \n",
" dataDate | \n",
" dataTime | \n",
" stepRange | \n",
" dataType | \n",
" gridType | \n",
"
\n",
" \n",
" | Message | \n",
" | \n",
" | \n",
" | \n",
" | \n",
" | \n",
" | \n",
" | \n",
" | \n",
" | \n",
"
\n",
" \n",
" \n",
" \n",
" | 0 | \n",
" ecmf | \n",
" sf | \n",
" surface | \n",
" 0 | \n",
" 20241229 | \n",
" 0 | \n",
" 24 | \n",
" fc | \n",
" regular_ll | \n",
"
\n",
" \n",
"
\n",
"
"
],
"text/plain": [
" centre shortName typeOfLevel level dataDate dataTime stepRange \\\n",
"Message \n",
"0 ecmf sf surface 0 20241229 0 24 \n",
"\n",
" dataType gridType \n",
"Message \n",
"0 fc regular_ll "
]
},
"execution_count": 7,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"sf_18 = data.select(shortName='sf', step= 18)\n",
"sf_24 = data.select(shortName='sf', step= 24)\n",
"sf = (sf_24 - sf_18)\n",
"sf.ls()"
]
},
{
"cell_type": "markdown",
"id": "dc0b07e1-f357-4528-a7d5-7a51b73af281",
"metadata": {},
"source": [
"We also need to convert snowfall from metres to milimetres by multiplying with 1000."
]
},
{
"cell_type": "code",
"execution_count": 8,
"id": "5e183686-14e5-4722-889b-8119423bcd40",
"metadata": {},
"outputs": [],
"source": [
"sf = sf * 1000"
]
},
{
"cell_type": "markdown",
"id": "fd6540eb",
"metadata": {},
"source": [
"## Plotting the data\n",
"And finally, we can plot the data on the map. "
]
},
{
"cell_type": "code",
"execution_count": 9,
"id": "fda1c0e3",
"metadata": {
"editable": true,
"slideshow": {
"slide_type": ""
},
"tags": [
"open_data"
]
},
"outputs": [
{
"data": {
"image/png": 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",
"text/plain": [
""
]
},
"execution_count": 9,
"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",
"sf_shade = mv.mcont(legend= \"on\",\n",
" contour_automatics_settings = \"style_name\",\n",
" contour_style_name = \"sh_blured_f05t300lst\")\n",
"\n",
"title = mv.mtext(\n",
" text_lines = [\"Total snowfall during last 6 hours\",\n",
" \"START TIME: \",\n",
" \"VALID TIME: , 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",
" \"htsfs://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, sf, sf_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": 10,
"id": "961a379f-c8cd-4313-9169-48692f483c39",
"metadata": {
"editable": true,
"slideshow": {
"slide_type": ""
},
"tags": [
"png"
]
},
"outputs": [],
"source": [
"png = mv.png_output(\n",
" output_name = \"medium-snowfall\", # specify relative or full path\n",
" output_title = \"medium-snowfall\", # title used by a viewer\n",
" output_width = 1000, # set width in pixels\n",
")\n",
"mv.setoutput(png)\n",
"mv.plot(view, sf, sf_shade, title, ecmwf_text)"
]
},
{
"cell_type": "markdown",
"id": "3fc6b1bc-89a9-4896-8d14-af4816b9c57a",
"metadata": {
"editable": true,
"slideshow": {
"slide_type": ""
},
"tags": [
"open_data"
]
},
"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-licence",
"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"
},
"licence": "Apache-2.0 "
},
"nbformat": 4,
"nbformat_minor": 5
}