From 97f52fd4e4c11f5e770444ae152be1a0a327d551 Mon Sep 17 00:00:00 2001 From: Philipp Holl Date: Sun, 2 Jun 2024 23:17:28 +0200 Subject: [PATCH] [doc] Update examples, add FVM_Cylinder_GMsh --- README.md | 7 +- .../mesh/{FVM_Fluid.png => FVM_BackStep.png} | Bin .../examples/mesh/FVM_Cylinder_GMsh.png | Bin 0 -> 244625 bytes examples/mesh/FVM_BackStep.ipynb | 7378 ++++++ examples/mesh/FVM_Cylinder_GMsh.ipynb | 5565 ++++ examples/mesh/FVM_Fluid.ipynb | 4800 ---- examples/mesh/cylinder.msh | 21836 ++++++++++++++++ examples/particles/Ropes.ipynb | 10 +- 8 files changed, 34788 insertions(+), 4808 deletions(-) rename docs/figures/examples/mesh/{FVM_Fluid.png => FVM_BackStep.png} (100%) create mode 100644 docs/figures/examples/mesh/FVM_Cylinder_GMsh.png create mode 100644 examples/mesh/FVM_BackStep.ipynb create mode 100644 examples/mesh/FVM_Cylinder_GMsh.ipynb delete mode 100644 examples/mesh/FVM_Fluid.ipynb create mode 100644 examples/mesh/cylinder.msh diff --git a/README.md b/README.md index 23dfc5a0f..8329f0212 100644 --- a/README.md +++ b/README.md @@ -79,15 +79,16 @@ making it easy to build end-to-end differentiable functions involving both learn - + + - + - +
FVM fluidBackward facing step Heat flow Mesh constructionWake flow
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"cells": [ + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# FVM Backward Facing Step\n", + "\n", + "[![Google Collab Book](https://colab.research.google.com/assets/colab-badge.svg)](https://colab.research.google.com/github/tum-pbs/PhiFlow/blob/develop/examples/mesh/FVM_BackStep.ipynb)\n", + "\n", + "This example shows how to run a finite volumes incompressible fluid simulation on an unstructured mesh." + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "metadata": {}, + "outputs": [], + "source": [ + "%pip install --quiet phiflow\n", + "from phi.jax.flow import *\n", + "# from phi.flow import * # If JAX is not installed. You can use phi.torch or phi.tf as well.\n", + "from tqdm.notebook import trange" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "

" + ] + }, + "execution_count": 11, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "obstacle = Box(x=.5, y=.5)\n", + "vert_x = concat([\n", + " math.linspace(0, .4, spatial(x=20))[:-1],\n", + " math.linspace(.4, .6, spatial(x=20))[:-1],\n", + " math.linspace(.6, 1, spatial(x=20)),\n", + " ], 'x')\n", + "vert_y = math.linspace(0, 1, spatial(y=31))\n", + "mesh = geom.build_mesh(x=vert_x, y=vert_y, obstacles=obstacle)\n", + "plot(mesh)" + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "metadata": {}, + "outputs": [], + "source": [ + "@jit_compile_linear\n", + "def momentum_eq(u, u_prev, dt, diffusivity=0.01):\n", + " diffusion_term = dt * diffuse.differential(u, diffusivity, correct_skew=False)\n", + " advection_term = dt * advect.differential(u, u_prev, order=1)\n", + " return u + advection_term + diffusion_term\n", + "\n", + "@jit_compile\n", + "def implicit_time_step(v, dt):\n", + " v = math.solve_linear(momentum_eq, v, Solve(x0=v), u_prev=v, dt=-dt)\n", + " v, p = fluid.make_incompressible(v)\n", + " return v" + ] + }, + { + "cell_type": "code", + "execution_count": 13, + "metadata": {}, + "outputs": [ + { + "data": { + "application/vnd.jupyter.widget-view+json": { + "model_id": "b87fdfe98f25460e9253e52e407103f3", + "version_major": 2, + "version_minor": 0 + }, + "text/plain": [ + " 0%| | 0/100 [00:00\n", + " \n", + " Your browser does not support the video tag.\n", + "" + ], + "text/plain": [ + "" + ] + }, + "execution_count": 15, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "plot(v_trj, v_trj.to_grid(), animate='time')" + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": "phiflow2", + "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": "3.8.5" + } + }, + "nbformat": 4, + "nbformat_minor": 2 +} diff --git a/examples/mesh/FVM_Cylinder_GMsh.ipynb b/examples/mesh/FVM_Cylinder_GMsh.ipynb new file mode 100644 index 000000000..943b477ff --- /dev/null +++ b/examples/mesh/FVM_Cylinder_GMsh.ipynb @@ -0,0 +1,5565 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# GMsh Fluid\n", + "\n", + "[![Google Collab Book](https://colab.research.google.com/assets/colab-badge.svg)](https://colab.research.google.com/github/tum-pbs/PhiFlow/blob/develop/examples/mesh/FVM_Cylinder_GMsh.ipynb)\n", + "\n", + "This example simulates incompressible flow around a cylinder using FVM." + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "metadata": {}, + "outputs": [], + "source": [ + "# %pip install --quiet phiflow\n", + "from phi.torch.flow import *\n", + "# from phi.flow import * # If JAX is not installed. You can use phi.torch or phi.tf as well.\n", + "from tqdm.notebook import trange" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\n" + ] + }, + { + "data": { + "text/plain": [ + "
" + ] + }, + "execution_count": 2, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "mesh = geom.load_gmsh('cylinder.msh', ('y-', 'x+', 'y+', 'x-', 'cyl+', 'cyl-'))\n", + "plot(Box(x=6, y=6), mesh, overlay='args', size=(4, 3), title='cylinder.msh')" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "metadata": {}, + "outputs": [], + "source": [ + "@jit_compile_linear\n", + "def momentum_eq(u, u_prev, dt, diffusivity=0.01):\n", + " diffusion_term = dt * diffuse.differential(u, diffusivity, correct_skew=False)\n", + " advection_term = dt * advect.differential(u, u_prev, order=1)\n", + " return u + advection_term + diffusion_term\n", + "\n", + "@jit_compile\n", + "def implicit_time_step(v, dt):\n", + " v = math.solve_linear(momentum_eq, v, Solve(x0=v), u_prev=v, dt=-dt)\n", + " v, p = fluid.make_incompressible(v, (), Solve('scipy-direct'))\n", + " return v" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "metadata": {}, + "outputs": [ + { + "data": { + "application/vnd.jupyter.widget-view+json": { + "model_id": "8f2c152787f64fa79a5f3a170750bd0b", + "version_major": 2, + "version_minor": 0 + }, + "text/plain": [ + " 0%| | 0/100 [00:00\n", + " \n", + " Your browser does not support the video tag.\n", + "" + ], + "text/plain": [ + "" + ] + }, + "execution_count": 10, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "plot(v_trj * .1, v_trj.to_grid(), animate='time')" + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": "phiflow2", + "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": "3.8.5" + } + }, + "nbformat": 4, + "nbformat_minor": 2 +} diff --git a/examples/mesh/FVM_Fluid.ipynb b/examples/mesh/FVM_Fluid.ipynb deleted file mode 100644 index 5a47b640a..000000000 --- a/examples/mesh/FVM_Fluid.ipynb +++ /dev/null @@ -1,4800 +0,0 @@ -{ - "cells": [ - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "# FVM Fluid\n", - "\n", - "[![Google Collab Book](https://colab.research.google.com/assets/colab-badge.svg)](https://colab.research.google.com/github/tum-pbs/PhiFlow/blob/develop/examples/mesh/FVM_Fluid.ipynb)\n", - "\n", - "This example shows how to run a fluid simulation on an unstructured mesh." - ] - }, - { - "cell_type": "code", - "execution_count": 1, - "metadata": {}, - "outputs": [], - "source": [ - "%pip install --quiet phiflow\n", - "from phi.torch.flow import *\n", - "# from phi.flow import * # If JAX is not installed. You can use phi.torch or phi.tf as well.\n", - "from tqdm.notebook import trange" - ] - }, - { - "cell_type": "code", - "execution_count": 2, - "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "
" - ] - }, - "execution_count": 2, - "metadata": {}, - "output_type": "execute_result" - }, - { - "data": { - "image/png": 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", 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" - ] - }, - "metadata": { - "needs_background": "light" - }, - "output_type": "display_data" - } - ], - "source": [ - "obstacle = Box(x=.5, y=.5)\n", - "vert_x = concat([\n", - " math.linspace(0, .4, spatial(x=20))[:-1],\n", - " math.linspace(.4, .6, spatial(x=20))[:-1],\n", - " math.linspace(.6, 1, spatial(x=20)),\n", - " ], 'x')\n", - "vert_y = math.linspace(0, 1, spatial(y=31))\n", - "mesh = geom.build_mesh(x=vert_x, y=vert_y, obstacles=obstacle)\n", - "plot(mesh)" - ] - }, - { - "cell_type": "code", - "execution_count": 3, - "metadata": {}, - "outputs": [], - "source": [ - "@jit_compile_linear\n", - "def momentum_eq(u, u_prev, dt, diffusivity=0.01):\n", - " diffusion_term = dt * diffuse.differential(u, diffusivity, correct_skew=False)\n", - " advection_term = dt * advect.differential(u, u_prev, order=1)\n", - " return u + advection_term + diffusion_term\n", - "\n", - "@jit_compile\n", - "def implicit_time_step(v, dt):\n", - " v = math.solve_linear(momentum_eq, v, Solve(x0=v), u_prev=v, dt=-dt)\n", - " v, p = fluid.make_incompressible(v)\n", - " return v" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": {}, - "outputs": [], - "source": [ - "boundary = {'x-': vec(x=.1, y=0), 'obstacle': 0, 'y': 0, 'x+': ZERO_GRADIENT}\n", - "velocity = Field(mesh, tensor(vec(x=0, y=0)), boundary)\n", - "v_trj = math.iterate(implicit_time_step, batch(time=100), velocity, dt=0.001, range=trange)" - ] - }, - { - "cell_type": "code", - "execution_count": 5, - "metadata": {}, - "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "c:\\phd\\phiflow2\\phiml\\phiml\\backend\\torch\\_torch_backend.py:693: UserWarning: index_reduce() is in beta and the API may change at any time. (Triggered internally at C:\\actions-runner\\_work\\pytorch\\pytorch\\builder\\windows\\pytorch\\aten\\src\\ATen\\native\\cuda\\Indexing.cu:1191.)\n", - " result = torch.index_reduce(base_grid, 1, indices[0], values, 'a'+mode)\n" - ] - }, - { - "data": { - "text/html": [ - "" - ], - "text/plain": [ - "" - ] - }, - "execution_count": 5, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "v_trj_grid = v_trj.at(geom.UniformGrid(x=64, y=64, bounds=Box(x=1, y=1)), keep_boundary=True)\n", - "plot(v_trj.as_points(), v_trj_grid, animate='time')" - ] - } - ], - "metadata": { - "kernelspec": { - "display_name": "phiflow2", - "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": "3.8.5" - } - }, - "nbformat": 4, - "nbformat_minor": 2 -} 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+7 145 +8 144 +9 143 +10 142 +11 141 +12 140 +13 139 +14 138 +15 137 +16 136 +17 135 +18 134 +19 133 +20 132 +21 131 +22 130 +23 129 +24 128 +25 127 +26 126 +27 125 +28 124 +29 123 +30 122 +31 121 +32 120 +33 119 +34 118 +35 117 +36 116 +37 115 +38 114 +39 113 +40 112 +41 111 +42 110 +43 109 +44 108 +45 107 +46 106 +47 105 +48 104 +49 103 +50 102 +51 101 +52 100 +$EndPeriodic diff --git a/examples/particles/Ropes.ipynb b/examples/particles/Ropes.ipynb index 8ac560be5..7233a5a42 100644 --- a/examples/particles/Ropes.ipynb +++ b/examples/particles/Ropes.ipynb @@ -17,7 +17,7 @@ "metadata": {}, "outputs": [], "source": [ - "%pip install --quiet phiflow\n", + "# %pip install --quiet phiflow\n", "from phi.jax.flow import *\n", "# from phi.flow import * # If JAX is not installed. You can use phi.torch or phi.tf as well.\n", "from tqdm.notebook import trange" @@ -32,7 +32,7 @@ }, { "cell_type": "code", - "execution_count": 50, + "execution_count": 2, "metadata": {}, "outputs": [ { @@ -41,13 +41,13 @@ "
" ] }, - "execution_count": 50, + "execution_count": 2, "metadata": {}, "output_type": "execute_result" }, { "data": { - "image/png": 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", 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", 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" ] @@ -63,7 +63,7 @@ "x = pack_dims(grid.points, 'x,y', instance('nodes'))\n", "x += math.random_uniform(x.shape) * .01\n", "fixed_indices = vec(nodes=[399, 19, 199, 239, 0])\n", - "fixed = math.scatter(math.zeros(instance(x), dtype=bool), fixed_indices, True)\n", + "fixed = math.scatter(expand(False, instance(x)), fixed_indices, True)\n", "plot(PointCloud(x, fixed), size=(4, 3))" ] },