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{
"cells": [
{
"cell_type": "markdown",
"metadata": {
"id": "view-in-github",
"colab_type": "text"
},
"source": [
"<a href=\"https://colab.research.google.com/gist/rezamarzban/c900c88aa7b8870880b314d11ad1a934/welcome-to-colaboratory.ipynb\" target=\"_parent\"><img src=\"https://colab.research.google.com/assets/colab-badge.svg\" alt=\"Open In Colab\"/></a>"
]
},
{
"cell_type": "code",
"source": [
"!apt install openfoam"
],
"metadata": {
"colab": {
"base_uri": "https://localhost:8080/"
},
"id": "wgbF1-_deuWY",
"outputId": "fcbfbaa7-e81c-438e-b9f8-ea0724caa569"
},
"execution_count": 1,
"outputs": [
{
"output_type": "stream",
"name": "stdout",
"text": [
"Reading package lists... Done\n",
"Building dependency tree... Done\n",
"Reading state information... Done\n",
"The following additional packages will be installed:\n",
" libfftw3-double3 libopenfoam libptscotch-6.1 libscotch-6.1 openfoam-examples\n",
"Suggested packages:\n",
" libfftw3-bin libfftw3-dev\n",
"The following NEW packages will be installed:\n",
" libfftw3-double3 libopenfoam libptscotch-6.1 libscotch-6.1 openfoam openfoam-examples\n",
"0 upgraded, 6 newly installed, 0 to remove and 24 not upgraded.\n",
"Need to get 106 MB of archives.\n",
"After this operation, 500 MB of additional disk space will be used.\n",
"Get:1 http://archive.ubuntu.com/ubuntu jammy/main amd64 libfftw3-double3 amd64 3.3.8-2ubuntu8 [770 kB]\n",
"Get:2 http://archive.ubuntu.com/ubuntu jammy/universe amd64 libptscotch-6.1 amd64 6.1.3-1 [702 kB]\n",
"Get:3 http://archive.ubuntu.com/ubuntu jammy/universe amd64 libscotch-6.1 amd64 6.1.3-1 [422 kB]\n",
"Get:4 http://archive.ubuntu.com/ubuntu jammy/universe amd64 libopenfoam amd64 1912.200626-1 [43.6 MB]\n",
"Get:5 http://archive.ubuntu.com/ubuntu jammy/universe amd64 openfoam amd64 1912.200626-1 [24.0 MB]\n",
"Get:6 http://archive.ubuntu.com/ubuntu jammy/universe amd64 openfoam-examples all 1912.200626-1 [36.4 MB]\n",
"Fetched 106 MB in 5s (21.5 MB/s)\n",
"Selecting previously unselected package libfftw3-double3:amd64.\n",
"(Reading database ... 121658 files and directories currently installed.)\n",
"Preparing to unpack .../0-libfftw3-double3_3.3.8-2ubuntu8_amd64.deb ...\n",
"Unpacking libfftw3-double3:amd64 (3.3.8-2ubuntu8) ...\n",
"Selecting previously unselected package libptscotch-6.1:amd64.\n",
"Preparing to unpack .../1-libptscotch-6.1_6.1.3-1_amd64.deb ...\n",
"Unpacking libptscotch-6.1:amd64 (6.1.3-1) ...\n",
"Selecting previously unselected package libscotch-6.1:amd64.\n",
"Preparing to unpack .../2-libscotch-6.1_6.1.3-1_amd64.deb ...\n",
"Unpacking libscotch-6.1:amd64 (6.1.3-1) ...\n",
"Selecting previously unselected package libopenfoam.\n",
"Preparing to unpack .../3-libopenfoam_1912.200626-1_amd64.deb ...\n",
"Unpacking libopenfoam (1912.200626-1) ...\n",
"Selecting previously unselected package openfoam.\n",
"Preparing to unpack .../4-openfoam_1912.200626-1_amd64.deb ...\n",
"Unpacking openfoam (1912.200626-1) ...\n",
"Selecting previously unselected package openfoam-examples.\n",
"Preparing to unpack .../5-openfoam-examples_1912.200626-1_all.deb ...\n",
"Unpacking openfoam-examples (1912.200626-1) ...\n",
"Setting up openfoam-examples (1912.200626-1) ...\n",
"Setting up libptscotch-6.1:amd64 (6.1.3-1) ...\n",
"Setting up libfftw3-double3:amd64 (3.3.8-2ubuntu8) ...\n",
"Setting up libscotch-6.1:amd64 (6.1.3-1) ...\n",
"Setting up libopenfoam (1912.200626-1) ...\n",
"Setting up openfoam (1912.200626-1) ...\n",
"Processing triggers for man-db (2.10.2-1) ...\n",
"Processing triggers for libc-bin (2.35-0ubuntu3.4) ...\n",
"/sbin/ldconfig.real: /usr/local/lib/libtbbbind.so.3 is not a symbolic link\n",
"\n",
"/sbin/ldconfig.real: /usr/local/lib/libtbbbind_2_5.so.3 is not a symbolic link\n",
"\n",
"/sbin/ldconfig.real: /usr/local/lib/libtbbmalloc.so.2 is not a symbolic link\n",
"\n",
"/sbin/ldconfig.real: /usr/local/lib/libtbbbind_2_0.so.3 is not a symbolic link\n",
"\n",
"/sbin/ldconfig.real: /usr/local/lib/libtbb.so.12 is not a symbolic link\n",
"\n",
"/sbin/ldconfig.real: /usr/local/lib/libtbbmalloc_proxy.so.2 is not a symbolic link\n",
"\n"
]
}
]
},
{
"cell_type": "code",
"source": [
"!pip install pip --upgrade"
],
"metadata": {
"colab": {
"base_uri": "https://localhost:8080/"
},
"id": "pRNp_DrLf7cF",
"outputId": "cec9e506-01b2-4321-8e5b-a0f126cb915a"
},
"execution_count": 2,
"outputs": [
{
"output_type": "stream",
"name": "stdout",
"text": [
"Requirement already satisfied: pip in /usr/local/lib/python3.10/dist-packages (23.1.2)\n",
"Collecting pip\n",
" Downloading pip-23.3.2-py3-none-any.whl (2.1 MB)\n",
"\u001b[2K \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m2.1/2.1 MB\u001b[0m \u001b[31m11.3 MB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m\n",
"\u001b[?25hInstalling collected packages: pip\n",
" Attempting uninstall: pip\n",
" Found existing installation: pip 23.1.2\n",
" Uninstalling pip-23.1.2:\n",
" Successfully uninstalled pip-23.1.2\n",
"Successfully installed pip-23.3.2\n"
]
}
]
},
{
"cell_type": "code",
"source": [
"\n",
"\n",
"# !pip install -q condacolab\n",
"# import condacolab\n",
"# condacolab.install()"
],
"metadata": {
"id": "R-rQzbDah0ZK"
},
"execution_count": 9,
"outputs": []
},
{
"cell_type": "code",
"source": [
"# !conda install pytorch torchvision -c pytorch\n",
"# !conda install pyg -c pyg"
],
"metadata": {
"id": "xXftNV3EhgSp"
},
"execution_count": 10,
"outputs": []
},
{
"cell_type": "code",
"source": [
"!pip install torch-geometric"
],
"metadata": {
"colab": {
"base_uri": "https://localhost:8080/"
},
"id": "2awt8rr2p2hU",
"outputId": "ce1c97fe-3c2a-4d77-f421-f3603a632dec"
},
"execution_count": 3,
"outputs": [
{
"output_type": "stream",
"name": "stdout",
"text": [
"Collecting torch-geometric\n",
" Downloading torch_geometric-2.4.0-py3-none-any.whl.metadata (63 kB)\n",
"\u001b[?25l \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m0.0/63.9 kB\u001b[0m \u001b[31m?\u001b[0m eta \u001b[36m-:--:--\u001b[0m\r\u001b[2K \u001b[91m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[90m╺\u001b[0m\u001b[90m━\u001b[0m \u001b[32m61.4/63.9 kB\u001b[0m \u001b[31m2.2 MB/s\u001b[0m eta \u001b[36m0:00:01\u001b[0m\r\u001b[2K \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m63.9/63.9 kB\u001b[0m \u001b[31m1.5 MB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m\n",
"\u001b[?25hRequirement already satisfied: tqdm in /usr/local/lib/python3.10/dist-packages (from torch-geometric) (4.66.1)\n",
"Requirement already satisfied: numpy in /usr/local/lib/python3.10/dist-packages (from torch-geometric) (1.23.5)\n",
"Requirement already satisfied: scipy in /usr/local/lib/python3.10/dist-packages (from torch-geometric) (1.11.4)\n",
"Requirement already satisfied: jinja2 in /usr/local/lib/python3.10/dist-packages (from torch-geometric) (3.1.2)\n",
"Requirement already satisfied: requests in /usr/local/lib/python3.10/dist-packages (from torch-geometric) (2.31.0)\n",
"Requirement already satisfied: pyparsing in /usr/local/lib/python3.10/dist-packages (from torch-geometric) (3.1.1)\n",
"Requirement already satisfied: scikit-learn in /usr/local/lib/python3.10/dist-packages (from torch-geometric) (1.2.2)\n",
"Requirement already satisfied: psutil>=5.8.0 in /usr/local/lib/python3.10/dist-packages (from torch-geometric) (5.9.5)\n",
"Requirement already satisfied: MarkupSafe>=2.0 in /usr/local/lib/python3.10/dist-packages (from jinja2->torch-geometric) (2.1.3)\n",
"Requirement already satisfied: charset-normalizer<4,>=2 in /usr/local/lib/python3.10/dist-packages (from requests->torch-geometric) (3.3.2)\n",
"Requirement already satisfied: idna<4,>=2.5 in /usr/local/lib/python3.10/dist-packages (from requests->torch-geometric) (3.6)\n",
"Requirement already satisfied: urllib3<3,>=1.21.1 in /usr/local/lib/python3.10/dist-packages (from requests->torch-geometric) (2.0.7)\n",
"Requirement already satisfied: certifi>=2017.4.17 in /usr/local/lib/python3.10/dist-packages (from requests->torch-geometric) (2023.11.17)\n",
"Requirement already satisfied: joblib>=1.1.1 in /usr/local/lib/python3.10/dist-packages (from scikit-learn->torch-geometric) (1.3.2)\n",
"Requirement already satisfied: threadpoolctl>=2.0.0 in /usr/local/lib/python3.10/dist-packages (from scikit-learn->torch-geometric) (3.2.0)\n",
"Downloading torch_geometric-2.4.0-py3-none-any.whl (1.0 MB)\n",
"\u001b[2K \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m1.0/1.0 MB\u001b[0m \u001b[31m6.1 MB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m\n",
"\u001b[?25hInstalling collected packages: torch-geometric\n",
"Successfully installed torch-geometric-2.4.0\n",
"\u001b[33mWARNING: Running pip as the 'root' user can result in broken permissions and conflicting behaviour with the system package manager. It is recommended to use a virtual environment instead: https://pip.pypa.io/warnings/venv\u001b[0m\u001b[33m\n",
"\u001b[0m"
]
}
]
},
{
"cell_type": "code",
"source": [
"!git clone https://github.com/gfngoncalves/foam_graph"
],
"metadata": {
"colab": {
"base_uri": "https://localhost:8080/"
},
"id": "zCxgeZ7uqI9y",
"outputId": "c02ba9d4-548c-40ae-c4de-5586934a84af"
},
"execution_count": 4,
"outputs": [
{
"output_type": "stream",
"name": "stdout",
"text": [
"Cloning into 'foam_graph'...\n",
"remote: Enumerating objects: 577, done.\u001b[K\n",
"remote: Counting objects: 100% (46/46), done.\u001b[K\n",
"remote: Compressing objects: 100% (39/39), done.\u001b[K\n",
"remote: Total 577 (delta 10), reused 16 (delta 7), pack-reused 531\u001b[K\n",
"Receiving objects: 100% (577/577), 3.17 MiB | 13.87 MiB/s, done.\n",
"Resolving deltas: 100% (344/344), done.\n"
]
}
]
},
{
"cell_type": "code",
"source": [
"!pip install foam_graph/."
],
"metadata": {
"colab": {
"base_uri": "https://localhost:8080/"
},
"id": "VDeFQtCOqMFM",
"outputId": "748ff661-b486-476b-89d3-b6e4e7cafbb5"
},
"execution_count": 5,
"outputs": [
{
"output_type": "stream",
"name": "stdout",
"text": [
"Processing ./foam_graph\n",
" Preparing metadata (setup.py) ... \u001b[?25l\u001b[?25hdone\n",
"Requirement already satisfied: decorator==4.4.2 in /usr/local/lib/python3.10/dist-packages (from foamgraph==0.1.0) (4.4.2)\n",
"Requirement already satisfied: matplotlib in /usr/local/lib/python3.10/dist-packages (from foamgraph==0.1.0) (3.7.1)\n",
"Requirement already satisfied: plotly in /usr/local/lib/python3.10/dist-packages (from foamgraph==0.1.0) (5.15.0)\n",
"Collecting pyfoam (from foamgraph==0.1.0)\n",
" Downloading PyFoam-2023.7-py2.py3-none-any.whl.metadata (3.6 kB)\n",
"Collecting pytorch_lightning (from foamgraph==0.1.0)\n",
" Downloading pytorch_lightning-2.1.3-py3-none-any.whl.metadata (21 kB)\n",
"Requirement already satisfied: torch in /usr/local/lib/python3.10/dist-packages (from foamgraph==0.1.0) (2.1.0+cu121)\n",
"Requirement already satisfied: torchvision in /usr/local/lib/python3.10/dist-packages (from foamgraph==0.1.0) (0.16.0+cu121)\n",
"Requirement already satisfied: torch_geometric in /usr/local/lib/python3.10/dist-packages (from foamgraph==0.1.0) (2.4.0)\n",
"Collecting torch-geometric-temporal (from foamgraph==0.1.0)\n",
" Downloading torch_geometric_temporal-0.54.0.tar.gz (48 kB)\n",
"\u001b[2K \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m48.1/48.1 kB\u001b[0m \u001b[31m1.9 MB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m\n",
"\u001b[?25h Preparing metadata (setup.py) ... \u001b[?25l\u001b[?25hdone\n",
"Collecting torch_sparse (from foamgraph==0.1.0)\n",
" Downloading torch_sparse-0.6.18.tar.gz (209 kB)\n",
"\u001b[2K \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m210.0/210.0 kB\u001b[0m \u001b[31m5.6 MB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m\n",
"\u001b[?25h Preparing metadata (setup.py) ... \u001b[?25l\u001b[?25hdone\n",
"Collecting torch_scatter (from foamgraph==0.1.0)\n",
" Downloading torch_scatter-2.1.2.tar.gz (108 kB)\n",
"\u001b[2K \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m108.0/108.0 kB\u001b[0m \u001b[31m7.7 MB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m\n",
"\u001b[?25h Preparing metadata (setup.py) ... \u001b[?25l\u001b[?25hdone\n",
"Requirement already satisfied: contourpy>=1.0.1 in /usr/local/lib/python3.10/dist-packages (from matplotlib->foamgraph==0.1.0) (1.2.0)\n",
"Requirement already satisfied: cycler>=0.10 in /usr/local/lib/python3.10/dist-packages (from matplotlib->foamgraph==0.1.0) (0.12.1)\n",
"Requirement already satisfied: fonttools>=4.22.0 in /usr/local/lib/python3.10/dist-packages (from matplotlib->foamgraph==0.1.0) (4.46.0)\n",
"Requirement already satisfied: kiwisolver>=1.0.1 in /usr/local/lib/python3.10/dist-packages (from matplotlib->foamgraph==0.1.0) (1.4.5)\n",
"Requirement already satisfied: numpy>=1.20 in /usr/local/lib/python3.10/dist-packages (from matplotlib->foamgraph==0.1.0) (1.23.5)\n",
"Requirement already satisfied: packaging>=20.0 in /usr/local/lib/python3.10/dist-packages (from matplotlib->foamgraph==0.1.0) (23.2)\n",
"Requirement already satisfied: pillow>=6.2.0 in /usr/local/lib/python3.10/dist-packages (from matplotlib->foamgraph==0.1.0) (9.4.0)\n",
"Requirement already satisfied: pyparsing>=2.3.1 in /usr/local/lib/python3.10/dist-packages (from matplotlib->foamgraph==0.1.0) (3.1.1)\n",
"Requirement already satisfied: python-dateutil>=2.7 in /usr/local/lib/python3.10/dist-packages (from matplotlib->foamgraph==0.1.0) (2.8.2)\n",
"Requirement already satisfied: tenacity>=6.2.0 in /usr/local/lib/python3.10/dist-packages (from plotly->foamgraph==0.1.0) (8.2.3)\n",
"Requirement already satisfied: jinja2 in /usr/local/lib/python3.10/dist-packages (from pyfoam->foamgraph==0.1.0) (3.1.2)\n",
"Requirement already satisfied: tqdm>=4.57.0 in /usr/local/lib/python3.10/dist-packages (from pytorch_lightning->foamgraph==0.1.0) (4.66.1)\n",
"Requirement already satisfied: PyYAML>=5.4 in /usr/local/lib/python3.10/dist-packages (from pytorch_lightning->foamgraph==0.1.0) (6.0.1)\n",
"Requirement already satisfied: fsspec>=2022.5.0 in /usr/local/lib/python3.10/dist-packages (from fsspec[http]>=2022.5.0->pytorch_lightning->foamgraph==0.1.0) (2023.6.0)\n",
"Collecting torchmetrics>=0.7.0 (from pytorch_lightning->foamgraph==0.1.0)\n",
" Downloading torchmetrics-1.2.1-py3-none-any.whl.metadata (20 kB)\n",
"Requirement already satisfied: typing-extensions>=4.0.0 in /usr/local/lib/python3.10/dist-packages (from pytorch_lightning->foamgraph==0.1.0) (4.5.0)\n",
"Collecting lightning-utilities>=0.8.0 (from pytorch_lightning->foamgraph==0.1.0)\n",
" Downloading lightning_utilities-0.10.0-py3-none-any.whl.metadata (4.8 kB)\n",
"Requirement already satisfied: filelock in /usr/local/lib/python3.10/dist-packages (from torch->foamgraph==0.1.0) (3.13.1)\n",
"Requirement already satisfied: sympy in /usr/local/lib/python3.10/dist-packages (from torch->foamgraph==0.1.0) (1.12)\n",
"Requirement already satisfied: networkx in /usr/local/lib/python3.10/dist-packages (from torch->foamgraph==0.1.0) (3.2.1)\n",
"Requirement already satisfied: triton==2.1.0 in /usr/local/lib/python3.10/dist-packages (from torch->foamgraph==0.1.0) (2.1.0)\n",
"Requirement already satisfied: scipy in /usr/local/lib/python3.10/dist-packages (from torch_geometric->foamgraph==0.1.0) (1.11.4)\n",
"Requirement already satisfied: requests in /usr/local/lib/python3.10/dist-packages (from torch_geometric->foamgraph==0.1.0) (2.31.0)\n",
"Requirement already satisfied: scikit-learn in /usr/local/lib/python3.10/dist-packages (from torch_geometric->foamgraph==0.1.0) (1.2.2)\n",
"Requirement already satisfied: psutil>=5.8.0 in /usr/local/lib/python3.10/dist-packages (from torch_geometric->foamgraph==0.1.0) (5.9.5)\n",
"Requirement already satisfied: cython in /usr/local/lib/python3.10/dist-packages (from torch-geometric-temporal->foamgraph==0.1.0) (3.0.6)\n",
"Collecting pandas<=1.3.5 (from torch-geometric-temporal->foamgraph==0.1.0)\n",
" Downloading pandas-1.3.5-cp310-cp310-manylinux_2_17_x86_64.manylinux2014_x86_64.whl (11.5 MB)\n",
"\u001b[2K \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m11.5/11.5 MB\u001b[0m \u001b[31m24.7 MB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m\n",
"\u001b[?25hRequirement already satisfied: six in /usr/local/lib/python3.10/dist-packages (from torch-geometric-temporal->foamgraph==0.1.0) (1.16.0)\n",
"Requirement already satisfied: aiohttp!=4.0.0a0,!=4.0.0a1 in /usr/local/lib/python3.10/dist-packages (from fsspec[http]>=2022.5.0->pytorch_lightning->foamgraph==0.1.0) (3.9.1)\n",
"Requirement already satisfied: setuptools in /usr/local/lib/python3.10/dist-packages (from lightning-utilities>=0.8.0->pytorch_lightning->foamgraph==0.1.0) (67.7.2)\n",
"Requirement already satisfied: pytz>=2017.3 in /usr/local/lib/python3.10/dist-packages (from pandas<=1.3.5->torch-geometric-temporal->foamgraph==0.1.0) (2023.3.post1)\n",
"Requirement already satisfied: MarkupSafe>=2.0 in /usr/local/lib/python3.10/dist-packages (from jinja2->pyfoam->foamgraph==0.1.0) (2.1.3)\n",
"Requirement already satisfied: charset-normalizer<4,>=2 in /usr/local/lib/python3.10/dist-packages (from requests->torch_geometric->foamgraph==0.1.0) (3.3.2)\n",
"Requirement already satisfied: idna<4,>=2.5 in /usr/local/lib/python3.10/dist-packages (from requests->torch_geometric->foamgraph==0.1.0) (3.6)\n",
"Requirement already satisfied: urllib3<3,>=1.21.1 in /usr/local/lib/python3.10/dist-packages (from requests->torch_geometric->foamgraph==0.1.0) (2.0.7)\n",
"Requirement already satisfied: certifi>=2017.4.17 in /usr/local/lib/python3.10/dist-packages (from requests->torch_geometric->foamgraph==0.1.0) (2023.11.17)\n",
"Requirement already satisfied: joblib>=1.1.1 in /usr/local/lib/python3.10/dist-packages (from scikit-learn->torch_geometric->foamgraph==0.1.0) (1.3.2)\n",
"Requirement already satisfied: threadpoolctl>=2.0.0 in /usr/local/lib/python3.10/dist-packages (from scikit-learn->torch_geometric->foamgraph==0.1.0) (3.2.0)\n",
"Requirement already satisfied: mpmath>=0.19 in /usr/local/lib/python3.10/dist-packages (from sympy->torch->foamgraph==0.1.0) (1.3.0)\n",
"Requirement already satisfied: attrs>=17.3.0 in /usr/local/lib/python3.10/dist-packages (from aiohttp!=4.0.0a0,!=4.0.0a1->fsspec[http]>=2022.5.0->pytorch_lightning->foamgraph==0.1.0) (23.1.0)\n",
"Requirement already satisfied: multidict<7.0,>=4.5 in /usr/local/lib/python3.10/dist-packages (from aiohttp!=4.0.0a0,!=4.0.0a1->fsspec[http]>=2022.5.0->pytorch_lightning->foamgraph==0.1.0) (6.0.4)\n",
"Requirement already satisfied: yarl<2.0,>=1.0 in /usr/local/lib/python3.10/dist-packages (from aiohttp!=4.0.0a0,!=4.0.0a1->fsspec[http]>=2022.5.0->pytorch_lightning->foamgraph==0.1.0) (1.9.4)\n",
"Requirement already satisfied: frozenlist>=1.1.1 in /usr/local/lib/python3.10/dist-packages (from aiohttp!=4.0.0a0,!=4.0.0a1->fsspec[http]>=2022.5.0->pytorch_lightning->foamgraph==0.1.0) (1.4.1)\n",
"Requirement already satisfied: aiosignal>=1.1.2 in /usr/local/lib/python3.10/dist-packages (from aiohttp!=4.0.0a0,!=4.0.0a1->fsspec[http]>=2022.5.0->pytorch_lightning->foamgraph==0.1.0) (1.3.1)\n",
"Requirement already satisfied: async-timeout<5.0,>=4.0 in /usr/local/lib/python3.10/dist-packages (from aiohttp!=4.0.0a0,!=4.0.0a1->fsspec[http]>=2022.5.0->pytorch_lightning->foamgraph==0.1.0) (4.0.3)\n",
"Downloading PyFoam-2023.7-py2.py3-none-any.whl (697 kB)\n",
"\u001b[2K \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m697.2/697.2 kB\u001b[0m \u001b[31m28.8 MB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m\n",
"\u001b[?25hDownloading pytorch_lightning-2.1.3-py3-none-any.whl (777 kB)\n",
"\u001b[2K \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m777.7/777.7 kB\u001b[0m \u001b[31m32.7 MB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m\n",
"\u001b[?25hDownloading lightning_utilities-0.10.0-py3-none-any.whl (24 kB)\n",
"Downloading torchmetrics-1.2.1-py3-none-any.whl (806 kB)\n",
"\u001b[2K \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m806.1/806.1 kB\u001b[0m \u001b[31m28.3 MB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m\n",
"\u001b[?25hBuilding wheels for collected packages: foamgraph, torch-geometric-temporal, torch_scatter, torch_sparse\n",
" Building wheel for foamgraph (setup.py) ... \u001b[?25l\u001b[?25hdone\n",
" Created wheel for foamgraph: filename=foamgraph-0.1.0-py3-none-any.whl size=15552 sha256=a350c7ab32ec20eb9752b02cadd5a9a7a5a520c29a46a2c18213dd7bcc567f2d\n",
" Stored in directory: /tmp/pip-ephem-wheel-cache-llkuzji2/wheels/17/17/bf/2221ac9aa69cf40eee2e718cf18ca8b0cbfd36b7e93e6d32f7\n",
" Building wheel for torch-geometric-temporal (setup.py) ... \u001b[?25l\u001b[?25hdone\n",
" Created wheel for torch-geometric-temporal: filename=torch_geometric_temporal-0.54.0-py3-none-any.whl size=86722 sha256=8c7e7f1b138b4856a1a47ad93486125fb96e6686629d1cf6101bdec097e7ffab\n",
" Stored in directory: /root/.cache/pip/wheels/9e/9b/b6/e15256e053f0cb49b1084a67a709db909d418386a231f0722c\n",
" Building wheel for torch_scatter (setup.py) ... \u001b[?25l\u001b[?25hdone\n",
" Created wheel for torch_scatter: filename=torch_scatter-2.1.2-cp310-cp310-linux_x86_64.whl size=495091 sha256=ca61c85989b93b460281cab0ff0f7bda06b25774b23280776fdab5d33b42c74a\n",
" Stored in directory: /root/.cache/pip/wheels/92/f1/2b/3b46d54b134259f58c8363568569053248040859b1a145b3ce\n",
" Building wheel for torch_sparse (setup.py) ... \u001b[?25l\u001b[?25hdone\n",
" Created wheel for torch_sparse: filename=torch_sparse-0.6.18-cp310-cp310-linux_x86_64.whl size=1035675 sha256=72b19fbdc57e5a42a68adeec25d4c87533e3c81e8d052340ea3cee28c85b90aa\n",
" Stored in directory: /root/.cache/pip/wheels/c9/dd/0f/a6a16f9f3b0236733d257b4b4ea91b548b984a341ed3b8f38c\n",
"Successfully built foamgraph torch-geometric-temporal torch_scatter torch_sparse\n",
"Installing collected packages: torch_scatter, lightning-utilities, torch_sparse, pyfoam, pandas, torchmetrics, torch-geometric-temporal, pytorch_lightning, foamgraph\n",
" Attempting uninstall: pandas\n",
" Found existing installation: pandas 1.5.3\n",
" Uninstalling pandas-1.5.3:\n",
" Successfully uninstalled pandas-1.5.3\n",
"\u001b[31mERROR: pip's dependency resolver does not currently take into account all the packages that are installed. This behaviour is the source of the following dependency conflicts.\n",
"lida 0.0.10 requires fastapi, which is not installed.\n",
"lida 0.0.10 requires kaleido, which is not installed.\n",
"lida 0.0.10 requires python-multipart, which is not installed.\n",
"lida 0.0.10 requires uvicorn, which is not installed.\n",
"bigframes 0.17.0 requires pandas<2.1.4,>=1.5.0, but you have pandas 1.3.5 which is incompatible.\n",
"google-colab 1.0.0 requires pandas==1.5.3, but you have pandas 1.3.5 which is incompatible.\n",
"plotnine 0.12.4 requires pandas>=1.5.0, but you have pandas 1.3.5 which is incompatible.\n",
"xarray 2023.7.0 requires pandas>=1.4, but you have pandas 1.3.5 which is incompatible.\u001b[0m\u001b[31m\n",
"\u001b[0mSuccessfully installed foamgraph-0.1.0 lightning-utilities-0.10.0 pandas-1.3.5 pyfoam-2023.7 pytorch_lightning-2.1.3 torch-geometric-temporal-0.54.0 torch_scatter-2.1.2 torch_sparse-0.6.18 torchmetrics-1.2.1\n",
"\u001b[33mWARNING: Running pip as the 'root' user can result in broken permissions and conflicting behaviour with the system package manager. It is recommended to use a virtual environment instead: https://pip.pypa.io/warnings/venv\u001b[0m\u001b[33m\n",
"\u001b[0m"
]
}
]
},
{
"cell_type": "code",
"source": [
"from torch_geometric.data import download_url, extract_tar\n",
"from foam_graph.utils.graph_from_foam import read_foam\n",
"\n",
"download_url(\"https://github.com/gfngoncalves/openfoam_cases/blob/main/damBreak.tar.xz?raw=true\", \".\")\n",
"extract_tar(\"damBreak.tar.xz\", \".\", mode=\"r:xz\")\n",
"\n",
"graph = read_foam(\n",
" \"damBreak\",\n",
" (\"alpha.water\",),\n",
" read_boundaries=True,\n",
")"
],
"metadata": {
"colab": {
"base_uri": "https://localhost:8080/"
},
"id": "xdjRUx5IfKpx",
"outputId": "3107a7cd-fe3b-491e-ab46-499552cfb881"
},
"execution_count": 6,
"outputs": [
{
"output_type": "stream",
"name": "stderr",
"text": [
"Downloading https://github.com/gfngoncalves/openfoam_cases/blob/main/damBreak.tar.xz?raw=true\n",
"Extracting damBreak.tar.xz\n"
]
}
]
},
{
"cell_type": "code",
"source": [
"import matplotlib.pyplot as plt\n",
"from foam_graph.visualization.graph_plotting import plot_graph\n",
"\n",
"field_name_plot = \"alpha.water\"\n",
"time_idx = 10\n",
"\n",
"fig, ax = plt.subplots(figsize=(5, 5))\n",
"plot_graph(graph[time_idx], field_name_plot, ax=ax)\n",
"\n",
"plt.tight_layout()\n",
"plt.show()"
],
"metadata": {
"colab": {
"base_uri": "https://localhost:8080/",
"height": 321
},
"id": "uM_cjrZ9v5Nw",
"outputId": "6ae217c0-acd7-42aa-9d03-eb6254e57676"
},
"execution_count": 7,
"outputs": [
{
"output_type": "display_data",
"data": {
"text/plain": [
"<Figure size 500x500 with 1 Axes>"
],
"image/png": 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\n"
},
"metadata": {}
}
]
}
],
"metadata": {
"colab": {
"name": "Welcome To Colaboratory",
"provenance": [],
"include_colab_link": true
},
"kernelspec": {
"display_name": "Python 3",
"name": "python3"
}
},
"nbformat": 4,
"nbformat_minor": 0
}
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