{ "cells": [ { "cell_type": "markdown", "id": "24611738", "metadata": {}, "source": [ "# Poroelasticity" ] }, { "cell_type": "markdown", "id": "4a775144", "metadata": {}, "source": [ "We consider quasi-static linear Biot-equations with an interface $\\Gamma$ considered as thin heterogeneity with different permeability.\n", "\n", "Find $\\mathbf{u}, p, p_\\Gamma$ s.t\n", "\\begin{align}\n", "- \\operatorname{div}( \\mathbf{K} \\nabla p ) &= 0, \\quad \\text{in } \\Omega, \\\\\n", "- \\operatorname{div} \\left( \\sigma( \\mathbf{u} ) - \\alpha p I \\right) &= 0, \\quad \\text{in } \\Omega, \\\\\n", "- \\operatorname{div}( \\mathbf{K}_\\Gamma \\nabla p_\\Gamma ) &= q_\\Gamma, \\quad \\text{in } \\Gamma, \\\\\n", "\\end{align}\n", "where\n", "\\begin{align}\n", "\\sigma( \\mathbf{u} ) &= \\lambda \\operatorname{tr} \\epsilon ( \\mathbf{u} ) I + 2 \\mu \\epsilon( \\mathbf{u} ), \\\\\n", "\\epsilon( \\mathbf{u} ) &= \\frac{1}{2} \\left( \\nabla \\mathbf{u} + (\\nabla \\mathbf{u})^T \\right) \\\\\n", "\\end{align}\n", "\n", "and $\\lambda, \\mu > 0$ are the Lamé constants, $\\alpha$ the Biot-Willis constant, $\\mathbf{K}$, $\\mathbf{K}_\\Gamma$ bulk and interface permeability and $q_\\Gamma$ a source term.\n", "\n", "We impose interior boundary conditions\n", "\\begin{align}\n", "p &= p_\\Gamma, \\\\\n", "\\left( \\sigma(\\mathbf{u}) - \\alpha p I \\right) \\cdot \\mathbf{n} &= -p_\\Gamma \\mathbf{n}.\n", "\\end{align}\n", "and consider a [T-junction](grids/tjunction.rst) as grid geometry." ] }, { "cell_type": "code", "execution_count": 1, "id": "cac9d1a3", "metadata": {}, "outputs": [], "source": [ "from dune.grid import reader\n", "from dune.mmesh import mmesh\n", "\n", "file = \"grids/tjunction.msh\"\n", "\n", "gridView = mmesh((reader.gmsh, file), 2)\n", "igridView = gridView.hierarchicalGrid.interfaceGrid" ] }, { "cell_type": "code", "execution_count": 2, "id": "eeaccb7c", "metadata": {}, "outputs": [], "source": [ "from ufl import *\n", "from dune.ufl import Constant\n", "\n", "lamb = Constant( 1.2, name=\"lambda\")\n", "mu = Constant( 0.8, name=\"mu\")\n", "alpha = Constant( 1, name=\"alpha\")\n", "K = as_matrix([[1e-4, 0], [0, 1e-6]])\n", "K_g = Constant( 1, name=\"K_g\")\n", "q = Constant(1e-6, name=\"q\")\n", "\n", "epsilon = lambda u: 0.5 * (nabla_grad(u) + nabla_grad(u).T)\n", "sigma = lambda u: lamb * div(u) * Identity(2) + 2 * mu * epsilon(u)" ] }, { "cell_type": "code", "execution_count": 3, "id": "e02a978f", "metadata": {}, "outputs": [], "source": [ "from dune.fem.space import dglagrange\n", "\n", "# Bulk\n", "space = dglagrange(gridView, dimRange=3, order=1)\n", "\n", "trial = TrialFunction(space)\n", "test = TestFunction(space)\n", "\n", "p, ux, uy = split(trial)\n", "pp, uux, uuy = split(test)\n", "\n", "u = as_vector([ux, uy ])\n", "uu = as_vector([uux, uuy])\n", "\n", "x = SpatialCoordinate(space)\n", "n = FacetNormal(space)\n", "h = FacetArea(space)\n", "\n", "left = conditional(x[0] < 1e-6, 1, 0)\n", "right = conditional(x[0] > 1-1e-6, 1, 0)\n", "bottom = conditional(x[1] < 1e-6, 1, 0)\n", "top = conditional(x[1] > 1-1e-6, 1, 0)\n", "\n", "solution = space.interpolate([0,0,0], name=\"solution\")\n", "\n", "# Interface\n", "space_g = dglagrange(igridView, order=1)\n", "\n", "p_g = TrialFunction(space_g)\n", "pp_g = TestFunction(space_g)\n", "\n", "x_g = SpatialCoordinate(space_g)\n", "n_g = FacetNormal(space_g)\n", "h_g = FacetArea(space_g)\n", "\n", "solution_g = space_g.interpolate(0, name=\"solution_g\")" ] }, { "cell_type": "markdown", "id": "cf61dedb", "metadata": {}, "source": [ "## Interior Penalty Discontinuous Galerkin (IPDG) Scheme\n", "\n", "We implement a mixed-dimensional Interior Penalty Discontinuous Galerkin (IPDG) scheme which directly allows for a discontinuity along the interface. Including the penalty and consistency terms, we have the following weak form.\n", "\n", "\\begin{align*}\n", "\\renewcommand{\\jump}[1]{[\\mskip-5mu[ #1 ]\\mskip-5mu]}\n", "\\renewcommand{\\avg}[1]{\\{\\mskip-5mu\\{ #1 \\}\\mskip-5mu\\}}\n", "\\end{align*}\n", "\n", "\\begin{align}\n", "A(\\mathbf{u}, p; \\mathbf{v}, \\varphi) :=& \\int_\\Omega ( \\mathbf{K} \\nabla p ) \\cdot \\nabla \\varphi~dx\n", "- \\int_\\Omega q \\varphi~dx \\\\\n", "&+ \\int_{\\mathcal{F} \\setminus \\mathcal{F}_\\Gamma} \\frac{\\beta}{h} \\jump{p} \\jump{\\varphi}\n", "- \\avg{ \\mathbf{K} \\nabla p \\cdot \\mathbf{n} } \\jump{\\varphi}~dS\n", "+ \\int_{\\mathcal{F}_D^p} \\frac{\\beta}{h} (p-p_D) \\varphi - \\mathbf{K} \\nabla p \\cdot \\mathbf{n}\\varphi~ds \\\\\n", "&+ \\int_{\\mathcal{F}_\\Gamma} \\frac{\\beta}{h} (p^+ - p_\\Gamma) \\varphi^+ - \\mathbf{K} \\nabla p^+ \\cdot \\mathbf{n}^+\\varphi^+~dS\n", "+ \\int_{\\mathcal{F}_\\Gamma} \\frac{\\beta}{h} (p^- - p_\\Gamma) \\varphi^- - \\mathbf{K} \\nabla p^- \\cdot \\mathbf{n}^-\\varphi^-~dS \\\\\n", "%\n", "&+ \\int_\\Omega (\\sigma(\\mathbf{u}) - \\alpha p I) : \\epsilon(\\mathbf{v})~dx\n", "+ \\int_{\\mathcal{F} \\setminus \\mathcal{F}_\\Gamma} \\frac{\\beta}{h} \\jump{\\mathbf{u}} \\jump{\\mathbf{v}} - ( \\avg{ \\sigma(\\mathbf{u}) - \\alpha p I } \\cdot \\mathbf{n}) \\cdot \\jump{\\mathbf{v}}~dS \\\\\n", "& + \\int_{\\mathcal{F}_D^u} \\frac{\\beta}{h} (\\mathbf{u} - \\mathbf{u}_D )\\cdot \\mathbf{v} - ( ( \\sigma(\\mathbf{u}) - \\alpha p I ) \\cdot \\mathbf{n}) \\cdot \\mathbf{v}~ds \\\\\n", "& - \\int_{\\mathcal{F}_\\Gamma} - p_\\Gamma (\\mathbf{v}^+ \\cdot \\mathbf{n}^+) - p_\\Gamma (\\mathbf{v}^- \\cdot \\mathbf{n}^-)~dS \\\\\n", "%\n", "A_\\Gamma(p_\\Gamma; \\varphi_\\Gamma) :=&\n", "\\int_\\Gamma (\\mathbf{K}_\\Gamma \\nabla p_\\Gamma) \\cdot \\nabla \\varphi_\\Gamma - q \\varphi_\\Gamma + \\beta (p_\\Gamma - \\avg{p}) \\varphi_\\Gamma~dx \\\\\n", "&+ \\int_{\\mathcal{F}^\\Gamma} \\frac{\\beta}{h_\\Gamma} \\jump{p_\\Gamma} \\jump{\\varphi_\\Gamma}\n", "- \\avg{ \\mathbf{K}_\\Gamma \\nabla p_\\Gamma \\cdot \\mathbf{n}_\\Gamma } \\jump{\\varphi_\\Gamma}~dS\n", "\\end{align}\n", "\n", "This weak form is implemented using UFL and Dune-MMesh's trace and skeleton functionality as follows." ] }, { "cell_type": "code", "execution_count": 4, "id": "3c32c939", "metadata": {}, "outputs": [], "source": [ "from dune.mmesh import skeleton, trace, interfaceIndicator\n", "\n", "I = interfaceIndicator(igridView)\n", "beta = Constant(1e2, name=\"beta\")\n", "\n", "p_gamma = avg(skeleton(solution_g))\n", "tracep = trace(solution)[0]\n", "\n", "\n", "# Pressure\n", "a = inner(K * grad(p), grad(pp)) * dx\n", "a -= q * pp * dx\n", "\n", "a += beta / h * inner(jump(p), jump(pp)) * (1-I)*dS\n", "a -= inner(avg(K * grad(p)), n('+')) * jump(pp) * (1-I)*dS\n", "\n", "a += beta / h * (p - 0) * pp * (left+right) * ds\n", "a -= inner(K * grad(p), n) * pp * (left+right) * ds\n", "\n", "\n", "# Interface pressure\n", "a_g = inner(K_g * grad(p_g), grad(pp_g)) * dx\n", "a_g -= q * pp_g * dx\n", "\n", "a_g += beta / h_g * inner(jump(p_g), jump(pp_g)) * dS\n", "a_g -= inner(avg(K_g * grad(p_g)), n_g('+')) * jump(pp_g) * dS\n", "\n", "\n", "# Pressure is continuous at the interface\n", "a += beta * (p('+') - p_gamma) * pp('+') * I*dS\n", "a -= inner(K * grad(p('+')), n('+')) * pp('+') * I*dS\n", "\n", "a += beta * (p('-') - p_gamma) * pp('-') * I*dS\n", "a -= inner(K * grad(p('-')), n('-')) * pp('-') * I*dS\n", "\n", "a_g += beta * (p_g - avg(tracep)) * pp_g * dx\n", "\n", "\n", "# Displacement\n", "sigma_p = lambda u, p: sigma(u) - alpha * p * Identity(2)\n", "a += inner(sigma_p(u, p), epsilon(uu)) * dx\n", "\n", "a += beta / h * inner(jump(u), jump(uu)) * (1-I)*dS\n", "a -= dot(dot(avg(sigma_p(u, p)), n('+')), jump(uu)) * (1-I)*dS\n", "\n", "a += beta / h * inner(u - as_vector([0,0]), uu) * (top+bottom) * ds\n", "a -= dot(dot(sigma_p(u, p), n), uu) * (top+bottom) * ds\n", "\n", "\n", "# Normal stress is -p at the interface\n", "a -= -p_gamma * inner(uu('+'), n('+')) * I*dS\n", "a -= -p_gamma * inner(uu('-'), n('-')) * I*dS" ] }, { "cell_type": "markdown", "id": "4e5161f5", "metadata": {}, "source": [ "## Monolithic solution strategy\n", "\n", "We use the `monolithicSolve` to obtain the solution of the strongly coupled mixed-dimensional system." ] }, { "cell_type": "code", "execution_count": 5, "id": "b98426df", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ " i: 1 |Δx| = 1.19366078e+00 |f| = 1.72475757e-14\n", " i: 2 |Δx| = 5.35261373e-09 |f| = 9.79676418e-15\n" ] } ], "source": [ "from dune.fem.scheme import galerkin\n", "scheme = galerkin([a == 0], solver=(\"suitesparse\", \"umfpack\"))\n", "scheme_g = galerkin([a_g == 0], solver=(\"suitesparse\", \"umfpack\"))\n", "\n", "from dune.mmesh import monolithicSolve\n", "converged = monolithicSolve(schemes=(scheme, scheme_g), targets=(solution, solution_g), verbose=True)" ] }, { "cell_type": "code", "execution_count": 6, "id": "a7756a28", "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", 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" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "import matplotlib.pyplot as plt\n", "from dune.fem.plotting import plotPointData as plot\n", "\n", "fig, axs = plt.subplots(1, 4, figsize=(20,5))\n", "axs[0].set_title('Pressure')\n", "plot(solution[0], figure=(fig, axs[0]), gridLines=None)\n", "axs[1].set_title('Displacement (x)')\n", "plot(solution[1], figure=(fig, axs[1]), gridLines=None)\n", "axs[2].set_title('Displacement (y)')\n", "plot(solution[2], figure=(fig, axs[2]), gridLines=None)\n", "axs[3].set_title('Displacement')\n", "plot(solution, vectors=[1,2], figure=(fig, axs[3]), gridLines=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 }