{ "cells": [ { "cell_type": "markdown", "metadata": {}, "source": [ "# Component-wise Dirichlet BC\n", "Author: Jørgen S. Dokken\n", "\n", "In this section, we will learn how to prescribe Dirichlet boundary conditions on a component of your unknown $u_h$.\n", "We will illustrate the problem using a `VectorElement`. However, the method generalizes to any `MixedElement`.\n", "\n", "We will use a slightly modified version of [the linear elasticity demo](./../chapter2/linearelasticity_code), namely\n", "$$\n", "-\\nabla \\cdot \\sigma (u) = f\\quad \\text{in } \\Omega,\n", "$$\n", "\n", "$$\n", "\\sigma \\cdot n = 0 \\quad \\text{on } \\partial \\Omega_N,\n", "$$\n", "\n", "$$\n", "u= 0\\quad \\text{at } \\partial\\Omega_{D},\n", "$$\n", "\n", "$$\n", "u_x=0 \\quad \\text{at } \\partial\\Omega_{Dx},\n", "$$\n", "\n", "$$\n", "\\sigma(u)= \\lambda \\mathrm{tr}(\\epsilon(u))I + 2 \\mu \\epsilon(u), \\qquad \\epsilon(u) = \\frac{1}{2}\\left(\\nabla u + (\\nabla u )^T\\right).\n", "$$\n", "We will consider a two dimensional box spanning $[0,L]\\times[0,H]$, where\n", "$\\partial\\Omega_N$ is the left and right side of the beam, $\\partial\\Omega_D$ the bottom of the beam, while $\\partial\\Omega_{Dx}$ is the right side of the beam.\n", "We will prescribe a displacement $u_x=0$ on the right side of the beam, while the beam is being deformed under its own weight. The sides of the box is traction free." ] }, { "cell_type": "code", "execution_count": 2, "metadata": {}, "outputs": [], "source": [ "L = 1\n", "H = 1.3\n", "lambda_ = 1.25 \n", "mu = 1\n", "rho = 1\n", "g = 1" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "As in the previous demos, we define our mesh and function space. We will create a `ufl.VectorElement` to create a two dimensional vector space." ] }, { "cell_type": "code", "execution_count": 3, "metadata": {}, "outputs": [], "source": [ "import dolfinx\n", "import ufl\n", "import numpy as np\n", "from mpi4py import MPI\n", "from dolfinx.cpp.mesh import CellType\n", "\n", "mesh = dolfinx.RectangleMesh(MPI.COMM_WORLD, np.array([[0,0,0],[L, H,0]]), [30,30], cell_type=CellType.triangle)\n", "element = ufl.VectorElement(\"CG\", mesh.ufl_cell(), 1)\n", "V = dolfinx.FunctionSpace(mesh, element)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Boundary conditions\n", "As we would like to clamp the boundary at $x=0$, we do this by using a marker function, we use `dolfinx.fem.locate_dofs_geometrical` to identify the relevant degrees of freedom." ] }, { "cell_type": "code", "execution_count": 4, "metadata": {}, "outputs": [], "source": [ "def clamped_boundary(x):\n", " return np.isclose(x[1], 0)\n", "\n", "u_D = dolfinx.Function(V)\n", "with u_D.vector.localForm() as loc:\n", " loc.set(0)\n", "bc = dolfinx.DirichletBC(u_D, dolfinx.fem.locate_dofs_geometrical(V, clamped_boundary))" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Next we would like to constrain the $x$-component of our solution at $x=L$ to $0$. We start by creating the sub space only containing the $x$\n", "-component." ] }, { "cell_type": "code", "execution_count": 5, "metadata": {}, "outputs": [], "source": [ "V0 = V.sub(0).collapse()\n", "uDx = dolfinx.Function(V0)\n", "with uDx.vector.localForm() as uDx_loc:\n", " uDx_loc.set(0)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Next, we locate the degrees of freedom on the top boundary. However, as the boundary condition is in a sub space of our solution, we need to supply both the parent space $V$ and the sub space $V_0$ to `dolfinx.locate_dofs_geometrical`." ] }, { "cell_type": "code", "execution_count": 6, "metadata": {}, "outputs": [], "source": [ "def right(x):\n", " return np.logical_and(np.isclose(x[0], L), x[1] < H)\n", "boundary_dofs_x = dolfinx.fem.locate_dofs_geometrical((V.sub(0), V0), right)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "We can now create our Dirichlet condition" ] }, { "cell_type": "code", "execution_count": 7, "metadata": {}, "outputs": [], "source": [ "bcx = dolfinx.DirichletBC(uDx, boundary_dofs_x, V.sub(0))\n", "bcs = [bc, bcx]" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "As we want the traction $T$ over the remaining boundary to be $0$, we create a `dolfinx.Constant`" ] }, { "cell_type": "code", "execution_count": 8, "metadata": {}, "outputs": [], "source": [ "T = dolfinx.Constant(mesh, (0, 0))" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "We also want to specify the integration measure $\\mathrm{d}s$, which should be the integral over the boundary of our domain. We do this by using `ufl`, and its built in integration measures" ] }, { "cell_type": "code", "execution_count": 9, "metadata": {}, "outputs": [], "source": [ "import ufl\n", "ds = ufl.Measure(\"ds\", domain=mesh)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Variational formulation\n", "We are now ready to create our variational formulation in close to mathematical syntax, as for the previous problems." ] }, { "cell_type": "code", "execution_count": 10, "metadata": {}, "outputs": [], "source": [ "def epsilon(u):\n", " return ufl.sym(ufl.grad(u)) \n", "def sigma(u):\n", " return lambda_ * ufl.nabla_div(u) * ufl.Identity(u.geometric_dimension()) + 2*mu*epsilon(u)\n", "\n", "u = ufl.TrialFunction(V)\n", "v = ufl.TestFunction(V)\n", "f = dolfinx.Constant(mesh, (0, -rho*g))\n", "a = ufl.inner(sigma(u), epsilon(v)) * ufl.dx\n", "L = ufl.dot(f, v) * ufl.dx + ufl.dot(T, v) * ds" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Solve the linear variational problem\n", "As in the previous demos, we assemble the matrix and right hand side vector and use PETSc to solve our variational problem" ] }, { "cell_type": "code", "execution_count": 11, "metadata": {}, "outputs": [], "source": [ "problem = dolfinx.fem.LinearProblem(a, L, bcs=bcs, petsc_options={\"ksp_type\": \"preonly\", \"pc_type\": \"lu\"})\n", "uh = problem.solve()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Visualization\n" ] }, { "cell_type": "code", "execution_count": 12, "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", "text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "import pyvista\n", "import dolfinx.plot\n", "# Start virtual framebuffer\n", "pyvista.start_xvfb(wait=0.05)\n", "\n", "# Create plotter and pyvista grid\n", "p = pyvista.Plotter(title=\"Deflection\", window_size=[800, 800])\n", "topology, cell_types = dolfinx.plot.create_vtk_topology(mesh, mesh.topology.dim)\n", "grid = pyvista.UnstructuredGrid(topology, cell_types, mesh.geometry.x)\n", "\n", "# Attach vector values to grid and warp grid by vector\n", "vals_2D = uh.compute_point_values().real \n", "vals = np.zeros((vals_2D.shape[0], 3))\n", "vals[:,:2] = vals_2D\n", "grid[\"u\"] = vals\n", "actor_0 = p.add_mesh(grid, style=\"wireframe\", color=\"k\")\n", "warped = grid.warp_by_vector(\"u\", factor=1.5)\n", "actor_1 = p.add_mesh(warped, show_edges=True)\n", "p.view_xy()\n", "if not pyvista.OFF_SCREEN:\n", " p.show()\n", "fig_array = p.screenshot(f\"component.png\")" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [] } ], "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": "3.8.5" } }, "nbformat": 4, "nbformat_minor": 4 }