{ "cells": [ { "cell_type": "markdown", "metadata": {}, "source": [ "# Setting multiple Dirichlet condition\n", "\n", "In the previous section, we used a single function to $u_d$ to setting Dirichlet conditions on two parts of the boundary. However, it is often more practical to use multiple functins, one for each subdomain of the boundary. We consider a similar example to [the previous example](./neumann_dirichlet_code) and redefine it consist of two Dirichlet boundary conditions\n", "\n", "$$\n", "-\\nabla^2 u =f \\quad \\text{in } \\Omega,\n", "$$\n", "\n", "$$\n", "u=u_L \\quad \\text{on } \\Lambda_D^L\n", "$$\n", "\n", "$$\n", "u=u_R \\quad \\text{on } \\Lambda_D^R\n", "$$\n", "\n", "$$\n", "-\\frac{\\partial u}{\\partial n} = g \\quad \\text{on } \\Lambda_N.\n", "$$\n", "Here, $\\Lambda_D^L$ is the left boundary $x=0$, while $\\Lambda_D^R$ is the right boundary $x=1$. \n", "We note that $u_L(y)=1+2y^2$, $u_R(y)=2+2y^2$ and $g(y)=-4y$ using the same analytical example as in the previous section.\n", "\n", "We start by defining the mesh, function space and variational formulation as in the previous exercise" ] }, { "cell_type": "code", "execution_count": 1, "metadata": {}, "outputs": [], "source": [ "import dolfinx\n", "import numpy as np\n", "import ufl\n", "\n", "from mpi4py import MPI\n", "\n", "def u_exact(x):\n", " return 1 + x[0]**2 + 2*x[1]**2\n", "\n", "mesh = dolfinx.UnitSquareMesh(MPI.COMM_WORLD, 10, 10)\n", "V = dolfinx.FunctionSpace(mesh, (\"CG\", 1))\n", "u = ufl.TrialFunction(V)\n", "v = ufl.TestFunction(V)\n", "a = ufl.dot(ufl.grad(u), ufl.grad(v))*ufl.dx\n", "x = ufl.SpatialCoordinate(mesh)\n", "g = - 4 * x[1]\n", "f = dolfinx.Constant(mesh, -6)\n", "L = f * v * ufl.dx - g * v * ufl.ds" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "We next mark the two boundaries separately, starting with the left boundary" ] }, { "cell_type": "code", "execution_count": 2, "metadata": {}, "outputs": [], "source": [ "dofs_L = dolfinx.fem.locate_dofs_geometrical(V, lambda x: np.isclose(x[0], 0))\n", "u_L = dolfinx.Function(V)\n", "u_L.interpolate(lambda x: 1 + 2*x[1]**2)\n", "dolfinx.cpp.la.scatter_forward(u_L.x)\n", "bc_L = dolfinx.DirichletBC(u_L, dofs_L)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Note that we have used `lambda`-functions to compactly define the functions returning the subdomain evaluation and function evaluation. We can use a similar procedure for the right boundary condition, and gather both boundary conditions in a vector `bcs`." ] }, { "cell_type": "code", "execution_count": 3, "metadata": {}, "outputs": [], "source": [ "dofs_R = dolfinx.fem.locate_dofs_geometrical(V, lambda x: np.isclose(x[0], 1))\n", "u_R = dolfinx.Function(V)\n", "u_R.interpolate(lambda x: 2 + 2*x[1]**2)\n", "dolfinx.cpp.la.scatter_forward(u_R.x)\n", "bc_R = dolfinx.DirichletBC(u_R, dofs_R)\n", "bcs = [bc_R, bc_L]" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "We are now ready to again solve the problem, and check the $L^2$ and max error at the mesh vertices." ] }, { "cell_type": "code", "execution_count": 4, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Error_L2 : 5.27e-03\n", "Error_max : 6.22e-15\n" ] } ], "source": [ "problem = dolfinx.fem.LinearProblem(a, L, bcs=bcs, petsc_options={\"ksp_type\": \"preonly\", \"pc_type\": \"lu\"})\n", "uh = problem.solve()\n", "\n", "V2 = dolfinx.FunctionSpace(mesh, (\"CG\", 2))\n", "uex = dolfinx.Function(V2)\n", "uex.interpolate(u_exact)\n", "dolfinx.cpp.la.scatter_forward(uex.x)\n", "error_L2 = dolfinx.fem.assemble_scalar((uh - uex)**2 * ufl.dx)\n", "error_L2 = np.sqrt(MPI.COMM_WORLD.allreduce(error_L2, op=MPI.SUM))\n", "\n", "u_vertex_values = uh.compute_point_values()\n", "u_ex_vertex_values = uex.compute_point_values()\n", "error_max = np.max(np.abs(u_vertex_values - u_ex_vertex_values))\n", "error_max = MPI.COMM_WORLD.allreduce(error_max, op=MPI.MAX)\n", "print(f\"Error_L2 : {error_L2:.2e}\")\n", "print(f\"Error_max : {error_max:.2e}\")" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Visualization\n", "To visualize the solution, run the script with in a Jupyter notebook with `off_screen=False` or as a python script with `off_screen=True`." ] }, { "cell_type": "code", "execution_count": 5, "metadata": {}, "outputs": [ { "data": { "image/png": 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"text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "import pyvista\n", "# Start virtual framebuffer\n", "pyvista.start_xvfb(wait=0.0)\n", "\n", "import dolfinx.plot\n", "pyvista_cells, cell_types = dolfinx.plot.create_vtk_topology(mesh, mesh.topology.dim)\n", "grid = pyvista.UnstructuredGrid(pyvista_cells, cell_types, mesh.geometry.x)\n", "point_values = uh.compute_point_values()\n", "if np.iscomplexobj(point_values):\n", " point_values = point_values.real\n", "grid.point_arrays[\"u\"] = point_values\n", "grid.set_active_scalars(\"u\")\n", "\n", "plotter = pyvista.Plotter()\n", "plotter.add_text(\"uh\", position=\"upper_edge\", font_size=14, color=\"black\")\n", "plotter.add_mesh(grid, show_edges=True)\n", "plotter.view_xy()\n", "if not pyvista.OFF_SCREEN:\n", " plotter.show()\n", "figure = plotter.screenshot(\"multiple_dirichlet.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 }