{ "cells": [ { "cell_type": "markdown", "id": "assured-parts", "metadata": {}, "source": [ "# Moving and adapting\n", "\n", "This is an example of how to move the interface and adapt the mesh." ] }, { "cell_type": "markdown", "id": "216238e1", "metadata": {}, "source": [ "We implement the finite volume moving mesh method presented in [CMR+18]_. \n", "\n", ".. [CMR+18] C. Chalons, J. Magiera, C. Rohde, M. Wiebe. A Finite-Volume Tracking Scheme for Two-Phase Compressible Flow. Theory, Numerics and Applications of Hyperbolic Problems I, pp. 309--322, 2018." ] }, { "cell_type": "markdown", "id": "racial-mandate", "metadata": {}, "source": [ "## Grid creation\n", "\n", "We use the [vertical](grids/vertical.rst) grid file that contains an interface $\\Gamma = {0.5} \\times [0, 1]$ embedded in a domain $\\Omega = [0,1]^2$.\n", "For this example, we have to construct an _adaptive_ leaf grid view and we will need to obtain the hierarchical grid object." ] }, { "cell_type": "code", "execution_count": 1, "id": "spread-indian", "metadata": {}, "outputs": [], "source": [ "from dune.grid import reader\n", "from dune.mmesh import mmesh\n", "from dune.fem.view import adaptiveLeafGridView as adaptive\n", "dim = 2\n", "file = \"grids/vertical.msh\"\n", "gridView = adaptive( mmesh((reader.gmsh, file), dim) )\n", "hgrid = gridView.hierarchicalGrid\n", "igridView = hgrid.interfaceGrid" ] }, { "cell_type": "markdown", "id": "permanent-lesson", "metadata": {}, "source": [ "## Problem\n", "\n", "Let us consider the following transport problem.\n", "\\begin{align}\n", "u_t + \\operatorname{div} f(u) = 0, & \\qquad \\text{in } \\Omega \\times [0,T], \\\\\n", "u(\\cdot, 0) = u_0, & \\qquad \\text{in } \\Omega\n", "\\end{align}\n", "where\n", "\\begin{align}\n", "f(u) &= [1,0]^T u, \\\\\n", "u_0(x,y) &= (0.5+x) \\chi_{x<0.5}.\n", "\\end{align}\n", "\n", "Further, the interface is supposed to move with the transport speed in $f$, i.e. $m = [1,0]^T$.\n", "\\begin{align*}\n", "\\renewcommand{\\jump}[1]{[\\mskip-5mu[ #1 ]\\mskip-5mu]}\n", "\\end{align*}" ] }, { "cell_type": "code", "execution_count": 2, "id": "younger-howard", "metadata": {}, "outputs": [], "source": [ "from ufl import *\n", "from dune.ufl import Constant\n", "\n", "t = 0\n", "tEnd = 0.4\n", "dt = 0.04\n", "\n", "def speed():\n", " return as_vector([1.0, 0.0])\n", "\n", "def movement(x):\n", " return as_vector([1.0, 0.0])\n", "\n", "def f(u):\n", " return speed() * u\n", "\n", "def u0(x):\n", " return conditional(x[0] < 0.5, 0.5+x[0], 0.0)\n", "\n", "def uexact(x, t):\n", " return u0( x - t * speed() )" ] }, { "cell_type": "markdown", "id": "homeless-coordinate", "metadata": {}, "source": [ "## Finite Volume Moving Mesh Method\n", "\n", "We use a Finite Volume Moving Mesh method to keep the discontinuity sharp. It can be formulated by\n", "\\begin{align}\n", "\\int_\\Omega (u^{n+1} |det(\\Psi)| - u^n) v\\ dx + \\Delta t \\int_\\mathcal{F} \\big( g(u^{n+1}, n) - h(u^{n+1}, n) \\big) \\jump{v}\\ dS = 0\n", "\\end{align}\n", "where $\\Psi := x + \\Delta t s$ and s is a linear interpolation of the interface’s vertex movement m on the bulk triangulation.\n", "\n", "The numerical fluxes $g(u, n)$ and $h(u, n)$ are assumed to be consistent with the flux functions $f(u) \\cdot n$ and $u s \\cdot n$, respectively." ] }, { "cell_type": "code", "execution_count": 3, "id": "encouraging-harvard", "metadata": {}, "outputs": [], "source": [ "from dune.fem.space import finiteVolume\n", "\n", "space = finiteVolume(gridView)\n", "u = TrialFunction(space)\n", "v = TestFunction(space)\n", "\n", "x = SpatialCoordinate(space)\n", "n = FacetNormal(space)\n", "\n", "uh = space.interpolate(u0(x), name=\"uh\")\n", "uh_old = uh.copy()" ] }, { "cell_type": "code", "execution_count": 4, "id": "fourth-mortality", "metadata": {}, "outputs": [], "source": [ "import numpy as np\n", "from dune.geometry import vertex\n", "from dune.mmesh import edgeMovement\n", "\n", "def getShifts():\n", " mapper = igridView.mapper({vertex: 1})\n", " shifts = np.zeros((mapper.size, dim))\n", " for v in igridView.vertices:\n", " shifts[ mapper.index(v) ] = as_vector(movement( v.geometry.center ))\n", " return shifts\n", "\n", "em = edgeMovement(gridView, getShifts())\n", "time = Constant(t, name=\"time\")\n", "\n", "def g(u, n):\n", " sgn = inner(speed(), n('+'))\n", " return inner( conditional( sgn > 0, f( u('+') ), f( u('-') ) ), n('+') )\n", "\n", "def gBnd(u, n):\n", " sgn = inner(speed(), n)\n", " return inner( conditional( sgn > 0, f(u), f(uexact(x, time)) ), n )\n", "\n", "def h(u, n):\n", " sgn = inner(em('+'), n('+'))\n", " return conditional( sgn > 0, sgn * u('+'), sgn * u('-') )" ] }, { "cell_type": "code", "execution_count": 5, "id": "superb-passage", "metadata": {}, "outputs": [], "source": [ "from dune.fem.scheme import galerkin\n", "\n", "tau = Constant(dt, name=\"tau\")\n", "detPsi = abs(det(nabla_grad(x + tau * em)))\n", "\n", "a = (u * detPsi - uh_old) * v * dx\n", "a += tau * (g(u, n) - h(u, n)) * jump(v) * dS\n", "a += tau * gBnd(u, n) * v * ds\n", "\n", "scheme = galerkin([a == 0], solver=(\"suitesparse\",\"umfpack\"))" ] }, { "cell_type": "markdown", "id": "ideal-bradley", "metadata": {}, "source": [ "## Timeloop\n", "\n", "We need to set the `\"fem.adaptation.method\"` parameter to `\"callback\"` in order to use the non-hierarchical adaptation strategy of Dune-MMesh. Then, within the time loop, we can adapt the mesh according to the following strategy." ] }, { "cell_type": "code", "execution_count": 6, "id": "alive-responsibility", "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", 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" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "from dune.fem import parameter, adapt\n", "parameter.append( { \"fem.adaptation.method\": \"callback\" } )\n", "from dune.fem.plotting import plotPointData as plot\n", "import matplotlib.pyplot as plt\n", "fig, axs = plt.subplots(1, 5, figsize=(12,3))\n", "\n", "i = 0\n", "while t < tEnd:\n", " hgrid.markElements()\n", " hgrid.ensureInterfaceMovement(getShifts()*dt)\n", " adapt([uh])\n", "\n", " hgrid.moveInterface(getShifts()*dt)\n", "\n", " em.assign(edgeMovement(gridView, getShifts()))\n", " t += dt\n", " time.assign(t)\n", "\n", " uh_old.assign(uh)\n", " scheme.solve(target=uh)\n", " \n", " i += 1\n", " if i % 2 == 0:\n", " plot(uh, figure=(fig, axs[i//2-1]), clim=[0,1], colorbar=None)" ] } ], "metadata": { "kernelspec": { "display_name": "Python 3", "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": "3.9.5" } }, "nbformat": 4, "nbformat_minor": 5 }