chapter3/component_bc.ipynb

{
 "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 vector element. However, the method generalizes to any mixed element.\n",
    "\n",
    "We will use a slightly modified version of [the linear elasticity demo](./../chapter2/linearelasticity_code), namely\n",
    "\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 are traction free."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {
    "tags": []
   },
   "outputs": [],
   "source": [
    "import pyvista\n",
    "import numpy as np\n",
    "from mpi4py import MPI\n",
    "from ufl import Identity, Measure, TestFunction, TrialFunction, dot, dx, inner, grad, nabla_div, sym\n",
    "from dolfinx import default_scalar_type\n",
    "from dolfinx.mesh import CellType, create_rectangle, locate_entities_boundary\n",
    "from dolfinx.fem.petsc import LinearProblem\n",
    "from dolfinx.fem import (Constant, dirichletbc, Function, functionspace, locate_dofs_geometrical,\n",
    "                         locate_dofs_topological)\n",
    "from dolfinx.plot import vtk_mesh\n",
    "\n",
    "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."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {
    "tags": []
   },
   "outputs": [],
   "source": [
    "mesh = create_rectangle(MPI.COMM_WORLD, np.array([[0, 0], [L, H]]), [30, 30], cell_type=CellType.triangle)\n",
    "V = functionspace(mesh, (\"Lagrange\", 1, (mesh.geometry.dim , )))"
   ]
  },
  {
   "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": 3,
   "metadata": {
    "tags": []
   },
   "outputs": [],
   "source": [
    "def clamped_boundary(x):\n",
    "    return np.isclose(x[1], 0)\n",
    "\n",
    "\n",
    "u_zero = np.array((0,) * mesh.geometry.dim, dtype=default_scalar_type)\n",
    "bc = dirichletbc(u_zero, locate_dofs_geometrical(V, clamped_boundary), V)"
   ]
  },
  {
   "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": "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_topological`."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {
    "tags": []
   },
   "outputs": [],
   "source": [
    "def right(x):\n",
    "    return np.logical_and(np.isclose(x[0], L), x[1] < H)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "metadata": {
    "tags": []
   },
   "outputs": [],
   "source": [
    "boundary_facets = locate_entities_boundary(mesh, mesh.topology.dim - 1, right)\n",
    "boundary_dofs_x = locate_dofs_topological(V.sub(0), mesh.topology.dim - 1, boundary_facets)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "We can now create our Dirichlet condition"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "metadata": {
    "tags": []
   },
   "outputs": [],
   "source": [
    "bcx = dirichletbc(default_scalar_type(0), 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": 7,
   "metadata": {
    "tags": []
   },
   "outputs": [],
   "source": [
    "T = Constant(mesh, default_scalar_type((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": 8,
   "metadata": {
    "tags": []
   },
   "outputs": [],
   "source": [
    "ds = 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": 9,
   "metadata": {
    "tags": []
   },
   "outputs": [],
   "source": [
    "def epsilon(u):\n",
    "    return sym(grad(u))\n",
    "\n",
    "\n",
    "def sigma(u):\n",
    "    return lambda_ * nabla_div(u) * Identity(len(u)) + 2 * mu * epsilon(u)\n",
    "\n",
    "\n",
    "u = TrialFunction(V)\n",
    "v = TestFunction(V)\n",
    "f = Constant(mesh, default_scalar_type((0, -rho * g)))\n",
    "a = inner(sigma(u), epsilon(v)) * dx\n",
    "L = dot(f, v) * dx + 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": 10,
   "metadata": {
    "tags": []
   },
   "outputs": [],
   "source": [
    "problem = LinearProblem(a, L, bcs=bcs, petsc_options={\"ksp_type\": \"preonly\", \"pc_type\": \"lu\"})\n",
    "uh = problem.solve()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Visualization"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "metadata": {
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "image/jpeg": "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\n",
      "image/png": "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\n",
      "text/plain": [
       "<PIL.Image.Image image mode=RGB size=1024x768>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "pyvista.start_xvfb()\n",
    "\n",
    "# Create plotter and pyvista grid\n",
    "p = pyvista.Plotter()\n",
    "topology, cell_types, x = vtk_mesh(V)\n",
    "grid = pyvista.UnstructuredGrid(topology, cell_types, x)\n",
    "\n",
    "# Attach vector values to grid and warp grid by vector\n",
    "\n",
    "vals = np.zeros((x.shape[0], 3))\n",
    "vals[:, :len(uh)] = uh.x.array.reshape((x.shape[0], len(uh)))\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, opacity=0.8)\n",
    "p.view_xy()\n",
    "if not pyvista.OFF_SCREEN:\n",
    "    p.show()\n",
    "else:\n",
    "    fig_array = p.screenshot(f\"component.png\")"
   ]
  }
 ],
 "metadata": {
  "jupytext": {
   "formats": "ipynb,py:light"
  },
  "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": "3.10.12"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 4
}