{
 "cells": [
  {
   "cell_type": "markdown",
   "metadata": {
    "id": "nf6PiMYmLEtZ"
   },
   "source": [
    "This notebook runs ECMWF's aifs-single-v1 data-driven model, using ECMWF's [open data](https://www.ecmwf.int/en/forecasts/datasets/open-data) dataset and the [anemoi-inference](https://anemoi-inference.readthedocs.io/en/latest/apis/level1.html) package."
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "id": "YDZrZ8HVxLfU"
   },
   "source": [
    "# 1. Install Required Packages and Imports"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {
    "colab": {
     "base_uri": "https://localhost:8080/"
    },
    "executionInfo": {
     "elapsed": 44979,
     "status": "ok",
     "timestamp": 1733384436074,
     "user": {
      "displayName": "",
      "userId": ""
     },
     "user_tz": -60
    },
    "id": "_sT8Re5jLRAH",
    "outputId": "384c13e8-e739-4e31-90c5-11970da5808f"
   },
   "outputs": [],
   "source": [
    "# Uncomment the lines below to install the required packages\n",
    "\n",
    "# !pip install -q anemoi-inference[huggingface]==0.4.9 anemoi-models==0.3.1\n",
    "# !pip install -q earthkit-regrid==0.4.0 ecmwf-opendata \n",
    "# !pip install -q flash_attn"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {
    "executionInfo": {
     "elapsed": 3143,
     "status": "ok",
     "timestamp": 1733384445221,
     "user": {
      "displayName": "",
      "userId": ""
     },
     "user_tz": -60
    },
    "id": "VBJmsrqGLEtb"
   },
   "outputs": [],
   "source": [
    "import datetime\n",
    "from collections import defaultdict\n",
    "\n",
    "import numpy as np\n",
    "import earthkit.data as ekd\n",
    "import earthkit.regrid as ekr\n",
    "\n",
    "from anemoi.inference.runners.simple import SimpleRunner\n",
    "from anemoi.inference.outputs.printer import print_state\n",
    "\n",
    "from ecmwf.opendata import Client as OpendataClient"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "id": "x-JJcbnhLEtc"
   },
   "source": [
    "# 2. Retrieve Initial Conditions from ECMWF Open Data\n",
    "\n",
    "\n"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "id": "B8DkdKfUxaPr"
   },
   "source": [
    "### List of parameters to retrieve form ECMWF open data"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {
    "executionInfo": {
     "elapsed": 195,
     "status": "ok",
     "timestamp": 1733384595021,
     "user": {
      "displayName": "",
      "userId": ""
     },
     "user_tz": -60
    },
    "id": "yZOyITo6LEtd"
   },
   "outputs": [],
   "source": [
    "PARAM_SFC = [\"10u\", \"10v\", \"2d\", \"2t\", \"msl\", \"skt\", \"sp\", \"tcw\", \"lsm\", \"z\", \"slor\", \"sdor\"]\n",
    "PARAM_SOIL =[\"vsw\",\"sot\"]\n",
    "PARAM_PL = [\"gh\", \"t\", \"u\", \"v\", \"w\", \"q\"]\n",
    "LEVELS = [1000, 925, 850, 700, 600, 500, 400, 300, 250, 200, 150, 100, 50]\n",
    "SOIL_LEVELS = [1,2]"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "id": "-CdbpgHLxczB"
   },
   "source": [
    "### Select a date"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {
    "executionInfo": {
     "elapsed": 2109,
     "status": "ok",
     "timestamp": 1733384601142,
     "user": {
      "displayName": "",
      "userId": ""
     },
     "user_tz": -60
    },
    "id": "XwWLA0OcLEtd"
   },
   "outputs": [],
   "source": [
    "DATE = OpendataClient().latest()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "metadata": {
    "colab": {
     "base_uri": "https://localhost:8080/"
    },
    "executionInfo": {
     "elapsed": 388,
     "status": "ok",
     "timestamp": 1733384601842,
     "user": {
      "displayName": "",
      "userId": ""
     },
     "user_tz": -60
    },
    "id": "3_Fy3a0WLEte",
    "outputId": "96799389-eb2d-4b1d-f5f3-60e8a309c9ef"
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Initial date is 2025-02-24 00:00:00\n"
     ]
    }
   ],
   "source": [
    "print(\"Initial date is\", DATE)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "id": "UMmVhb5uxiB9"
   },
   "source": [
    "### Get the data from the ECMWF Open Data API"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "metadata": {
    "executionInfo": {
     "elapsed": 215,
     "status": "ok",
     "timestamp": 1733384619515,
     "user": {
      "displayName": "",
      "userId": ""
     },
     "user_tz": -60
    },
    "id": "8X2ShHMeLEtf"
   },
   "outputs": [],
   "source": [
    "def get_open_data(param, levelist=[]):\n",
    "    fields = defaultdict(list)\n",
    "    # Get the data for the current date and the previous date\n",
    "    for date in [DATE - datetime.timedelta(hours=6), DATE]:\n",
    "        data = ekd.from_source(\"ecmwf-open-data\", date=date, param=param, levelist=levelist)\n",
    "        for f in data:\n",
    "            # Open data is between -180 and 180, we need to shift it to 0-360\n",
    "            assert f.to_numpy().shape == (721,1440)\n",
    "            values = np.roll(f.to_numpy(), -f.shape[1] // 2, axis=1)\n",
    "            # Interpolate the data to from 0.25 to N320\n",
    "            values = ekr.interpolate(values, {\"grid\": (0.25, 0.25)}, {\"grid\": \"N320\"})\n",
    "            # Add the values to the list\n",
    "            name = f\"{f.metadata('param')}_{f.metadata('levelist')}\" if levelist else f.metadata(\"param\")\n",
    "            fields[name].append(values)\n",
    "\n",
    "    # Create a single matrix for each parameter\n",
    "    for param, values in fields.items():\n",
    "        fields[param] = np.stack(values)\n",
    "\n",
    "    return fields"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "id": "_yjso9wvxli0"
   },
   "source": [
    "### Get Input Fields"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "metadata": {
    "executionInfo": {
     "elapsed": 186,
     "status": "ok",
     "timestamp": 1733384638318,
     "user": {
      "displayName": "",
      "userId": ""
     },
     "user_tz": -60
    },
    "id": "as23RAZiLEtf"
   },
   "outputs": [],
   "source": [
    "fields = {}"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "id": "VJs1usVsxq5Q"
   },
   "source": [
    "#### Add the single levels fields"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "metadata": {
    "colab": {
     "base_uri": "https://localhost:8080/",
     "height": 17,
     "referenced_widgets": [
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      "3d271316983f41e0b2d0ef9548003f55"
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    },
    "executionInfo": {
     "elapsed": 32963,
     "status": "ok",
     "timestamp": 1733384688321,
     "user": {
      "displayName": "",
      "userId": ""
     },
     "user_tz": -60
    },
    "id": "b8sjaN5SLEtf",
    "outputId": "228d3a4d-ba64-4500-9b7e-64cfe1430401",
    "scrolled": true
   },
   "outputs": [],
   "source": [
    "fields.update(get_open_data(param=PARAM_SFC))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "metadata": {},
   "outputs": [],
   "source": [
    "soil=get_open_data(param=PARAM_SOIL,levelist=SOIL_LEVELS)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Soil parameters have been renamed since training this model, we need to rename to the original names"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "metadata": {},
   "outputs": [],
   "source": [
    "mapping = {'sot_1': 'stl1', 'sot_2': 'stl2',\n",
    "           'vsw_1': 'swvl1','vsw_2': 'swvl2'}\n",
    "for k,v in soil.items():\n",
    "    fields[mapping[k]]=v"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "id": "m-6jpVe9xvxr"
   },
   "source": [
    "#### Add the pressure levels fields"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "metadata": {
    "colab": {
     "base_uri": "https://localhost:8080/",
     "height": 17,
     "referenced_widgets": [
      "e85831a585b4474284eeccc7403c6d6a",
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      "d3be2aaf4f27438e82ce7433a865b9ba",
      "f8074f08f07c485c9de25abcc50c8456"
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    },
    "executionInfo": {
     "elapsed": 131873,
     "status": "ok",
     "timestamp": 1733384822925,
     "user": {
      "displayName": "",
      "userId": ""
     },
     "user_tz": -60
    },
    "id": "zDGmj1IELEtg",
    "outputId": "b9ce620d-1688-43f5-e510-09623e20d888"
   },
   "outputs": [],
   "source": [
    "fields.update(get_open_data(param=PARAM_PL, levelist=LEVELS))"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "id": "UihlVXsbx2q0"
   },
   "source": [
    "#### Convert geopotential height into geopotential"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "metadata": {
    "executionInfo": {
     "elapsed": 206,
     "status": "ok",
     "timestamp": 1733384828222,
     "user": {
      "displayName": "",
      "userId": ""
     },
     "user_tz": -60
    },
    "id": "H8D93y_5LEtg"
   },
   "outputs": [],
   "source": [
    "# Transform GH to Z\n",
    "for level in LEVELS:\n",
    "    gh = fields.pop(f\"gh_{level}\")\n",
    "    fields[f\"z_{level}\"] = gh * 9.80665"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "id": "w570pN1gx6yS"
   },
   "source": [
    "### Create Initial State"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 18,
   "metadata": {
    "executionInfo": {
     "elapsed": 187,
     "status": "ok",
     "timestamp": 1733384830787,
     "user": {
      "displayName": "",
      "userId": ""
     },
     "user_tz": -60
    },
    "id": "PndCJ7JKLEtg"
   },
   "outputs": [],
   "source": [
    "input_state = dict(date=DATE, fields=fields)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "id": "ceToC7Kuyddk"
   },
   "source": [
    "# 3. Load the Model and Run the Forecast"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "id": "9ozNl0kZy7wv"
   },
   "source": [
    "### Download the Model's Checkpoint from Hugging Face & create a Runner"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "metadata": {
    "colab": {
     "base_uri": "https://localhost:8080/",
     "height": 173,
     "referenced_widgets": [
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      "726b5cbb17504bbcbd8053b52208a72d",
      "c250ee19694e4b08855f1a851f4b44d0"
     ]
    },
    "executionInfo": {
     "elapsed": 25240,
     "status": "ok",
     "timestamp": 1733384899272,
     "user": {
      "displayName": "",
      "userId": ""
     },
     "user_tz": -60
    },
    "id": "SlBKKvxxVVb0",
    "outputId": "451e1aeb-5667-41dd-b986-eff9b07c761c"
   },
   "outputs": [],
   "source": [
    "checkpoint = {\"huggingface\":\"ecmwf/aifs-single-1.0\"}"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "To reduce the memory usage of the model certain environment variables can be set, like the number of chunks of the model's mapper.\n",
    "Please refer to:\n",
    "- https://anemoi.readthedocs.io/projects/models/en/latest/modules/layers.html#anemoi-inference-num-chunks\n",
    "- https://pytorch.org/docs/stable/notes/cuda.html#optimizing-memory-usage-with-pytorch-cuda-alloc-conf\n",
    "\n",
    "for more information. To do so, you can use the code below:\n",
    "```\n",
    "import os\n",
    "os.environ['PYTORCH_CUDA_ALLOC_CONF']='expandable_segments:True' \n",
    "os.environ['ANEMOI_INFERENCE_NUM_CHUNKS']='16'\n",
    "```"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 16,
   "metadata": {
    "executionInfo": {
     "elapsed": 193,
     "status": "ok",
     "timestamp": 1733384905394,
     "user": {
      "displayName": "",
      "userId": ""
     },
     "user_tz": -60
    },
    "id": "FAw6hansLEth"
   },
   "outputs": [],
   "source": [
    "runner = SimpleRunner(checkpoint, device=\"cuda\")"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "**Note - changing the device from GPU to CPU**\n",
    "\n",
    "- Running the transformer model used on the CPU is tricky, it depends on the FlashAttention library which only supports Nvidia and AMD GPUs, and is optimised for performance and memory usage\n",
    "- In newer versions of anemoi-models, v0.4.2 and above, there is an option to switch off flash attention and uses Pytorchs Scaled Dot Product Attention (SDPA). The code snippet below shows how to overwrite a model from a checkpoint to use SDPA. Unfortunately it's not optimised for memory usage in the same way, leading to much greater memory usage. Please refer to https://github.com/ecmwf/anemoi-inference/issues/119 for more details "
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "id": "OBk-UicWy2Q4"
   },
   "source": [
    "#### Run the forecast"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 19,
   "metadata": {
    "colab": {
     "base_uri": "https://localhost:8080/",
     "height": 356
    },
    "executionInfo": {
     "elapsed": 13608,
     "status": "error",
     "timestamp": 1733385010138,
     "user": {
      "displayName": "",
      "userId": ""
     },
     "user_tz": -60
    },
    "id": "23AGQecDLEth",
    "outputId": "0724dc11-a9ba-4cb5-a125-374f12ffa3d1"
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "\n",
      "😀 date=2025-02-24T06:00:00 latitudes=(542080,) longitudes=(542080,) fields=102\n",
      "\n",
      "    q_50   shape=(542080,) min=2.20659e-06    max=3.33201e-06   \n",
      "    t_1000 shape=(542080,) min=236.985        max=314.617       \n",
      "    v_925  shape=(542080,) min=-38.6888       max=31.7169       \n",
      "    z_850  shape=(542080,) min=9517.05        max=16554.1       \n",
      "    swvl2  shape=(542080,) min=0              max=0.759204      \n",
      "    tcc    shape=(542080,) min=0              max=1             \n",
      "\n",
      "\n",
      "😀 date=2025-02-24T12:00:00 latitudes=(542080,) longitudes=(542080,) fields=102\n",
      "\n",
      "    q_50   shape=(542080,) min=2.16674e-06    max=3.32318e-06   \n",
      "    t_1000 shape=(542080,) min=236.3          max=315.88        \n",
      "    v_925  shape=(542080,) min=-44.4681       max=31.9381       \n",
      "    z_850  shape=(542080,) min=9264.94        max=16019.2       \n",
      "    swvl2  shape=(542080,) min=0              max=0.756526      \n",
      "    tcc    shape=(542080,) min=0              max=1             \n",
      "\n"
     ]
    }
   ],
   "source": [
    "for state in runner.run(input_state=input_state, lead_time=12):\n",
    "    print_state(state)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "**Note** \n",
    "Due to the non-determinism of GPUs, users will be unable to exactly reproduce an official AIFS forecast when running AIFS Single themselves.\n",
    "If you want to enforece determinism at GPU level, you can do so enforcing the following settings:\n",
    "\n",
    "```\n",
    "#First in your terminal\n",
    "export CUBLAS_WORKSPACE_CONFIG=:4096:8\n",
    "\n",
    "#And then before running inference:\n",
    "import torch\n",
    "torch.backends.cudnn.benchmark = False\n",
    "torch.backends.cudnn.deterministic = True\n",
    "torch.use_deterministic_algorithms(True)\n",
    "\n",
    "```\n",
    "Using the above approach will significantly increase runtime. Additionally, the input conditions come from open data, which we reproject from o1280 (the original projection of IFS initial conditions) to n320 (AIFS resolution) by first converting them to a 0.25-degree grid. In the operational setup, however, data is reprojected directly from o1280 to n320. This difference in reprojection methods may lead to variations in the resulting input conditions, causing minor differences in the forecast."
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# 4. Inspect the generated forecast"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "#### Plot a field"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {},
   "outputs": [],
   "source": [
    "# To be able to run the plotting section below you need to install additional dependencies\n",
    "\n",
    "# !pip install -q matplotlib\n",
    "# !pip install -q cartopy"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 22,
   "metadata": {
    "id": "6C9NyonKLEth"
   },
   "outputs": [],
   "source": [
    "import matplotlib.pyplot as plt\n",
    "import cartopy.crs as ccrs\n",
    "import cartopy.feature as cfeature\n",
    "import matplotlib.tri as tri"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 31,
   "metadata": {
    "colab": {
     "base_uri": "https://localhost:8080/",
     "height": 446
    },
    "id": "-5PkTWaFLEth",
    "outputId": "0fe9d1ff-14bc-42b6-91d7-0f3c24b3fc42"
   },
   "outputs": [
    {
     "data": {
      "image/png": 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      "text/plain": [
       "<Figure size 1100x600 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "def fix(lons):\n",
    "    # Shift the longitudes from 0-360 to -180-180\n",
    "    return np.where(lons > 180, lons - 360, lons)\n",
    "\n",
    "latitudes = state[\"latitudes\"]\n",
    "longitudes = state[\"longitudes\"]\n",
    "values = state[\"fields\"][\"100u\"]\n",
    "\n",
    "fig, ax = plt.subplots(figsize=(11, 6), subplot_kw={\"projection\": ccrs.PlateCarree()})\n",
    "ax.coastlines()\n",
    "ax.add_feature(cfeature.BORDERS, linestyle=\":\")\n",
    "\n",
    "triangulation = tri.Triangulation(fix(longitudes), latitudes)\n",
    "\n",
    "contour=ax.tricontourf(triangulation, values, levels=20, transform=ccrs.PlateCarree(), cmap=\"RdBu\")\n",
    "cbar = fig.colorbar(contour, ax=ax, orientation=\"vertical\", shrink=0.7, label=\"100u\")\n",
    "\n",
    "plt.title(\"100m winds (100u) at {}\".format(state[\"date\"]))\n",
    "plt.show()"
   ]
  }
 ],
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