{ "cells": [ { "cell_type": "code", "execution_count": 1, "metadata": {}, "outputs": [], "source": [ "# Code in this cell makes plots appear an appropriate size and resolution in the browser window\n", "# If the following line fails then the user needs to install ipympl.\n", "%matplotlib widget\n", "%config InlineBackend.figure_format = 'svg'\n", "\n", "import matplotlib.pyplot as plt\n", "\n", "plt.rcParams['figure.figsize'] = (11, 6)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "# The positive-definite Helmholtz equation" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "We start by considering the symmetric positive definite \"Helmholtz\" problem on a unit square domain $\\Omega$ with boundary $\\Gamma$. We seek to find the solution $u \\in V$, where $V$ is some finite element space, satisfying the boundary value problem:" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "$$ -\\nabla^2 u + u = f \\text{ on } \\Omega = [0, 1] \\times [0, 1], \\\\\n", "\\nabla u \\cdot \\vec{n} = 0 \\text{ on } \\Gamma, $$" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "where $\\vec{n}$ is the outward-pointing unit normal to $\\Gamma$ and $f \\in V$ is a known source function. Note that the Laplacian and mass terms have opposite signs, which makes this equation much more benign than the symmetric, indefinite operator $(\\nabla^2 + I)$.\n", "\n", "Now, we write the problem in its variational form by multiplying by a test function $v \\in V$ and integrating by parts over the domain $\\Omega$:" ] }, { "cell_type": "markdown", "metadata": { "collapsed": true, "jupyter": { "outputs_hidden": true } }, "source": [ "$$ \\int_\\Omega \\nabla u\\cdot\\nabla v + uv\\ \\mathrm{d}x = \\int_\\Omega\n", "vf\\ \\mathrm{d}x + \\underbrace{\\int_\\Gamma v \\nabla u \\cdot \\vec{n}\\, \\mathrm{d} s}_{=0}. $$" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Note that the boundary condition has been enforced weakly by removing the surface integral term resulting from the integration by parts." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "We will now proceed to solve this problem using an $H^1$ conforming method. The full finite element problem reads as follows: find $u \\in V$ such that:" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "$$ \\int_\\Omega \\nabla u\\cdot\\nabla v + uv\\ \\mathrm{d}x = \\int_\\Omega\n", "vf\\ \\mathrm{d}x, \\text{ for all } v \\in V. $$" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "We can choose the source function $f$, so lets take it to be:" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "$$ f(x, y) = (1.0 + 8.0\\pi^2)\\cos(2\\pi x)\\cos(2\\pi y). $$" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "This conveniently yields the analytical solution:" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "$$ u(x, y) = \\cos(2\\pi x)\\cos(2\\pi y). $$" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "However, we wish to employ this as an example for the finite element method, so lets go ahead and produce a numerical solution. First, we need our domain $\\Omega$. Firedrake can read meshes from a number of popular mesh generators. In addition, it provides utility functions to create many \"standard\" meshes in one, two, and three dimensions. For a complete list of provided meshes, we can peruse the [online Firedrake documentation](http://firedrakeproject.org/firedrake.html#module-firedrake.utility_meshes). Unsurprisingly, amongst them is a `UnitSquareMesh`." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "To start, we must make Firedrake available in the notebook. It is available as a normal Python package, named `firedrake`. To save on typing, we will import all of the public API into the current namespace" ] }, { "cell_type": "code", "execution_count": 2, "metadata": {}, "outputs": [], "source": [ "from firedrake import *" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Now we want to define our mesh. We already know that `UnitSquareMesh` will give us an appropriate mesh of the domain $\\Omega$, but what are the arguments to the constructor? The user-facing API is usually well-documented, and we can access this information via Python using the builtin `help` command:" ] }, { "cell_type": "code", "execution_count": 3, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Help on cython_function_or_method in module firedrake.utility_meshes:\n", "\n", "UnitSquareMesh(\n", " nx,\n", " ny,\n", " reorder=None,\n", " diagonal='left',\n", " quadrilateral=False,\n", " distribution_parameters=None,\n", " comm=,\n", " name='firedrake_default',\n", " distribution_name=None,\n", " permutation_name=None\n", ")\n", " Generate a unit square mesh\n", "\n", " :arg nx: The number of cells in the x direction\n", " :arg ny: The number of cells in the y direction\n", " :kwarg quadrilateral: (optional), creates quadrilateral mesh.\n", " :kwarg reorder: (optional), should the mesh be reordered\n", " :kwarg distribution_parameters: options controlling mesh\n", " distribution, see :func:`.Mesh` for details.\n", " :kwarg comm: Optional communicator to build the mesh on.\n", " :kwarg name: Optional name of the mesh.\n", " :kwarg distribution_name: the name of parallel distribution used\n", " when checkpointing; if `None`, the name is automatically\n", " generated.\n", " :kwarg permutation_name: the name of entity permutation (reordering) used\n", " when checkpointing; if `None`, the name is automatically\n", " generated.\n", "\n", " The boundary edges in this mesh are numbered as follows:\n", "\n", " * 1: plane x == 0\n", " * 2: plane x == 1\n", " * 3: plane y == 0\n", " * 4: plane y == 1\n", "\n" ] } ], "source": [ "help(UnitSquareMesh)" ] }, { "cell_type": "code", "execution_count": 5, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "\u001b[31mSignature:\u001b[39m \n", "UnitSquareMesh(\n", " nx,\n", " ny,\n", " reorder=\u001b[38;5;28;01mNone\u001b[39;00m,\n", " diagonal=\u001b[33m'left'\u001b[39m,\n", " quadrilateral=\u001b[38;5;28;01mFalse\u001b[39;00m,\n", " distribution_parameters=\u001b[38;5;28;01mNone\u001b[39;00m,\n", " comm=,\n", " name=\u001b[33m'firedrake_default'\u001b[39m,\n", " distribution_name=\u001b[38;5;28;01mNone\u001b[39;00m,\n", " permutation_name=\u001b[38;5;28;01mNone\u001b[39;00m,\n", ")\n", "\u001b[31mCall signature:\u001b[39m UnitSquareMesh(*args, **kwargs)\n", "\u001b[31mType:\u001b[39m cython_function_or_method\n", "\u001b[31mString form:\u001b[39m \n", "\u001b[31mFile:\u001b[39m ~/src/firedrake-pyadjoint/firedrake/firedrake/utility_meshes.py\n", "\u001b[31mDocstring:\u001b[39m \n", "Generate a unit square mesh\n", "\n", ":arg nx: The number of cells in the x direction\n", ":arg ny: The number of cells in the y direction\n", ":kwarg quadrilateral: (optional), creates quadrilateral mesh.\n", ":kwarg reorder: (optional), should the mesh be reordered\n", ":kwarg distribution_parameters: options controlling mesh\n", " distribution, see :func:`.Mesh` for details.\n", ":kwarg comm: Optional communicator to build the mesh on.\n", ":kwarg name: Optional name of the mesh.\n", ":kwarg distribution_name: the name of parallel distribution used\n", " when checkpointing; if `None`, the name is automatically\n", " generated.\n", ":kwarg permutation_name: the name of entity permutation (reordering) used\n", " when checkpointing; if `None`, the name is automatically\n", " generated.\n", "\n", "The boundary edges in this mesh are numbered as follows:\n", "\n", "* 1: plane x == 0\n", "* 2: plane x == 1\n", "* 3: plane y == 0\n", "* 4: plane y == 1" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "# In the notebook, we can also use a special \"?\" magic to pop up a help box\n", "UnitSquareMesh?" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "We'll get to what some of the other arguments mean later, but right now we see that the first two allow us to specify the number of cells in the x-, and y-directions respectively." ] }, { "cell_type": "code", "execution_count": 6, "metadata": {}, "outputs": [], "source": [ "mesh = UnitSquareMesh(10, 10)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "What does this mesh look like? Firedrake has some built in plotting of meshes and functions, using matplotlib (that's why we had the magic matplotlib line at the top of this notebook).\n", "The built-in plotting functions correspond with those from matplotlib, like [tripcolor](https://matplotlib.org/api/_as_gen/matplotlib.pyplot.tripcolor.html#matplotlib.pyplot.tripcolor), [tricontour](https://matplotlib.org/api/_as_gen/matplotlib.pyplot.tricontour.html#matplotlib.pyplot.tricontour), [tricontourf](https://matplotlib.org/api/_as_gen/matplotlib.pyplot.tricontourf.html#matplotlib.pyplot.tricontourf).\n", "For this plot, we'll also add a legend that will show us what the numeric ID is of each boundary segment.\n", "Visualizing the mesh with a legend is helpful when you have to apply boundary conditions to part of a mesh and forget how the segments are numbered." ] }, { "cell_type": "code", "execution_count": 7, "metadata": {}, "outputs": [ { "data": { "application/vnd.jupyter.widget-view+json": { "model_id": 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", 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Since we are using an $H^1$ conforming method, the space of continuous piecewise defined polynomials of a fixed degree will be appropriate. As an example, let us use the space of piecewise linear polynomials that are continuous between elements:" ] }, { "cell_type": "code", "execution_count": 8, "metadata": {}, "outputs": [], "source": [ "V = FunctionSpace(mesh, \"Lagrange\", 1)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "We now define the problem. We'll create the _symbolic_ objects that correspond to test and trial spaces, and the linear and bilinear forms in our problem." ] }, { "cell_type": "code", "execution_count": 9, "metadata": {}, "outputs": [], "source": [ "u = TrialFunction(V)\n", "v = TestFunction(V)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "For the right hand side forcing, we'll use a UFL expression, incorporating information about the $x$ and $y$ coordinates. We make a symbolic representation of the coordinates in our mesh (these will be evaluated when we actually do the calculation)." ] }, { "cell_type": "code", "execution_count": 10, "metadata": {}, "outputs": [], "source": [ "x, y = SpatialCoordinate(mesh)\n", "f = (1 + 8*pi*pi)*cos(2*pi*x)*cos(2*pi*y)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "We can now define the bilinear and linear forms for the left and right hand sides of our equation respectively in UFL:" ] }, { "cell_type": "code", "execution_count": 11, "metadata": {}, "outputs": [], "source": [ "a = (dot(grad(v), grad(u)) + v * u) * dx\n", "L = f * v * dx" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Finally we are now ready to solve the equation. We define $u_h$ to be a function holding the solution:" ] }, { "cell_type": "code", "execution_count": 12, "metadata": {}, "outputs": [], "source": [ "uh = Function(V)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "We now solve the variational problem. Since we don't specify any solver parameters, the default direct solver will be used." ] }, { "cell_type": "code", "execution_count": 13, "metadata": {}, "outputs": [], "source": [ "solve(a == L, uh)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Let's have a look at the solution.\n", "You can use all the same arguments as for the matplotlib tripcolor function for things like changing the colormap, the min and max values, and so forth." ] }, { "cell_type": "code", "execution_count": 14, "metadata": {}, "outputs": [ { "data": { "application/vnd.jupyter.widget-view+json": { "model_id": "4170784e89494cb3ad93aa23914c320f", "version_major": 2, "version_minor": 0 }, "image/png": 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\n", " " ], "text/plain": [ "Canvas(toolbar=Toolbar(toolitems=[('Home', 'Reset original view', 'home', 'home'), ('Back', 'Back to previous …" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "# NBVAL_IGNORE_OUTPUT\n", "fig, axes = plt.subplots()\n", "collection = tripcolor(uh, axes=axes, cmap='coolwarm')\n", "fig.colorbar(collection);" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Since we chose a forcing function for which we know the exact solution, we can compute the difference between the approximate solution and the exact solution interpolated to the space of the approximate solution. Remember, that the exact solution $u^* = \\cos(2\\pi x)\\cos(2\\pi y)$." ] }, { "cell_type": "code", "execution_count": 15, "metadata": {}, "outputs": [], "source": [ "u_exact = cos(2*pi*x)*cos(2*pi*y)" ] }, { "cell_type": "code", "execution_count": 16, "metadata": {}, "outputs": [ { "data": { "application/vnd.jupyter.widget-view+json": { "model_id": "ea6880f34a0c496db283bdee296b43c6", "version_major": 2, "version_minor": 0 }, "image/png": 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Confirm this for the example in question by computing the $L_2$ error in the solution for a sequence of finer and finer meshes.\n", "\n", "- Hint 1: You can compute errors using [errornorm](http://firedrakeproject.org/firedrake.html#firedrake.norms.errornorm)\n", "- Hint 2: If the error is $\\mathcal{O}(h^{-2})$ then $\\log_2 (e_H/e_h) \\approx 2$.\n", " The Python module `math` contains an implementation of `log`.\n", " \n", "### What works better? Mesh refinement, or increasing the approximation degree?\n", "\n", "Instead of (or as well as!) refining the mesh, we can increase the degree of the approximating polynomial space.\n", "\n", "To help, here's the complete problem setup." ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "mesh = UnitSquareMesh(10, 10)\n", "V = FunctionSpace(mesh, \"Lagrange\", 1)\n", "u = TrialFunction(V)\n", "v = TestFunction(V)\n", "x, y = SpatialCoordinate(mesh)\n", "f = (1 + 8*pi*pi)*cos(2*pi*x)*cos(2*pi*y)\n", "a = (dot(grad(v), grad(u)) + v * u) * dx\n", "L = f * v * dx\n", "\n", "uh = Function(V)\n", "solve(a == L, uh)\n", "\n", "u_exact = cos(2*pi*x)*cos(2*pi*y)" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [] }, { "cell_type": "markdown", "metadata": {}, "source": [ "# Part II: inhomogeneous Neuman conditions\n", "\n", "Let us recall again the statement of our problem. We seek $u \\in V$ satisfying\n", "\n", "$$ -\\nabla^2 u + u = f \\text{ on } \\Omega = [0, 1] \\times [0, 1], \\\\\n", "\\nabla u \\cdot \\vec{n} = 0 \\text{ on } \\Gamma. $$\n", "\n", "However, we will not always want to constrain the normal derivative on the boundary to be zero. Let's consider the modification:\n", "\n", "$$ -\\nabla^2 u + u = f \\text{ on } \\Omega = [0, 1] \\times [0, 1], \\\\\n", "\\nabla u \\cdot \\vec{n} = g = 1 \\text{ on } \\Gamma_1, \\\\\n", "\\nabla u \\cdot \\vec{n} = 0 \\text{ on } \\Gamma \\setminus \\Gamma_1,$$\n", "\n", "where $\\Gamma_1$ is the boundary $x = 0$." ] }, { "cell_type": "markdown", "metadata": { "collapsed": true, "jupyter": { "outputs_hidden": true } }, "source": [ "As previously, we introduce a test function $v \\in V$, multiply and integrate. After integrating by parts, we obtain\n", "\n", "$$ \\int_\\Omega \\nabla u\\cdot\\nabla v + uv\\ \\mathrm{d}x = \\int_\\Omega\n", "vf\\ \\mathrm{d}x + \\underbrace{\\int_{\\Gamma\\setminus \\Gamma_1} v \\nabla u \\cdot \\vec{n}\\, \\mathrm{d} s}_{=0} + \\int_{\\Gamma_1} v \\nabla u \\cdot \\vec{n}\\,\\mathrm{d} s.$$\n", "\n", "The first surface integral over $\\Gamma \\setminus \\Gamma_1$ vanishes, since $\\nabla u \\cdot \\vec{n} = 0$. The second, however, does not. Substituting the boundary value we obtain\n", "\n", "$$ \\int_\\Omega \\nabla u\\cdot\\nabla v + uv\\ \\mathrm{d}x = \\int_\\Omega\n", "vf\\ \\mathrm{d}x + \\int_{\\Gamma_1} v g\\,\\mathrm{d} s.$$\n", "\n", "We see that the linear form for the right hand side has gained an integral over part of the boundary (some of its *exterior* facets). We've already seen how to express integrals over the cells of the domain, using `dx`. Unsurprisingly, we can also write integrals over the boundary, for which we use the `ds` measure.\n", "\n", "There's one final wrinkle, just as `dx` integrates over all the cells in the mesh, `ds` integrates over all the exterior facets of the mesh. Firedrake uses *mesh markers* to select which parts of the mesh the integral measure should integrate over. These are integers (or tuples thereof) that have some meaning for the mesh. Most external mesh generators will have some way of marking meshes in this way. For the utility meshes, the docstring indicates which markers correspond to which parts of the mesh. So let's look:" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "?UnitSquareMesh" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Recall that we want to specify a non-zero boundary value when $x = 0$. This corresponds to the mesh marker `1`. Our full problem specification is now" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "mesh = UnitSquareMesh(10, 10)\n", "V = FunctionSpace(mesh, \"Lagrange\", 1)\n", "u = TrialFunction(V)\n", "v = TestFunction(V)\n", "x, y = SpatialCoordinate(mesh)\n", "f = (1 + 8*pi*pi)*cos(2*pi*x)*cos(2*pi*y)\n", "a = (dot(grad(v), grad(u)) + v * u) * dx" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Up to now, everything is as before. We now define the right hand side. A bare `ds` would integrate over all exterior facets, we select the facets corresponding to $x = 0$ by specifying the appropriate mesh marker." ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "g = Constant(1)\n", "L = f*v*dx + g*v*ds(1)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Now to solve the problem" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "uh = Function(V)\n", "solve(a == L, uh)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Now plot your solution." ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [] } ], "metadata": { "kernelspec": { "display_name": "Python 3 (ipykernel)", "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": "3.13.3" } }, "nbformat": 4, "nbformat_minor": 4 }