{
 "cells": [
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# Incompressible hyperelasticity as user potential or user residual"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "[Download this notebook](https://github.com/BodeTobias/AutoPDEx/tree/main/docs/notebooks/mixed_problem.ipynb)\n"
   ]
  },
  {
   "attachments": {
    "image.png": {
     "image/png": 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"
    }
   },
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "In this example, we consider the same problem as in the quickstart example, but assume incompressible material behavior and non-homogeneous Dirichlet boundary conditions (instead of the load $q_0$). The incompressibility constraint is treated by means of the Lagrange multiplier method, leading to a mixed problem. The LBB conditions are taken into account by selecting a second-order approach for the displacement field and a continuous first-order approach for the pressure field. For the implementation, two versions are presented, based on a user potential and a user residual.\n",
    "\n",
    "![image.png](attachment:image.png)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Preprocessing"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "First, we do some imports and activate the double precision, since JAX is using single precsion by default."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {},
   "outputs": [],
   "source": [
    "import jax\n",
    "import jax.numpy as jnp\n",
    "import flax\n",
    "import pygmsh\n",
    "import meshio\n",
    "import pyvista as pv\n",
    "\n",
    "from autopdex import seeder, geometry, solver, utility, models, spaces\n",
    "\n",
    "jax.config.update(\"jax_enable_x64\", True)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Now, we generate a mesh using pygmsh. As element order for the displacement field we choose second order quadrilateral elements, for the pressure field we choose first order elements."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {},
   "outputs": [],
   "source": [
    "element_order = 2\n",
    "L = 2.\n",
    "H = 1.\n",
    "pts = [[0., 0.], [L, 0.], [L, H], [0., H]]\n",
    "with pygmsh.occ.Geometry() as geom:\n",
    "    region = geom.add_polygon(pts, mesh_size=0.1)\n",
    "    geom.set_recombined_surfaces([region.surface])\n",
    "    displacement_mesh = geom.generate_mesh(order=element_order)\n",
    "    pressure_mesh = geom.generate_mesh(order=element_order-1)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "\n",
    "Let's get the relevant information from the mesh and make it to JAX arrays. We take the same set of elements for the Displacement and Pressure fields, but with reduced number of nodes for the pressure field. For the mixed approach, the degrees of freedom, The node coordinates and the connectivity have to be specified as dicts with consistent keywords."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {},
   "outputs": [],
   "source": [
    "n_dim = 2\n",
    "displacement_node_coor = jnp.asarray(displacement_mesh.points[:,:n_dim])\n",
    "pressure_node_coor = jnp.asarray(pressure_mesh.points[:,:n_dim])\n",
    "node_coordinates = {'displacement': displacement_node_coor,\n",
    "                    'pressure': pressure_node_coor}\n",
    "\n",
    "displacement_connectivity = jnp.asarray([ v for k, v in displacement_mesh.cells_dict.items() if 'quad' in k])[0]\n",
    "pressure_connectivity = jnp.asarray([ v for k, v in pressure_mesh.cells_dict.items() if 'quad' in k])[0]\n",
    "connectivity = {'displacement': displacement_connectivity,\n",
    "                'pressure': pressure_connectivity}"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "\n",
    "For Finite Elements, the Dirichlet conditions are usually imposed by direct nodal imposition. Therefore, we first have to find the concerning nodes. The selection of nodes can be done by means of smooth distance functions. For some primitives, the distance function can be found in the geometry module. The module also contains Rvachev-function operations which can be used for constructing user-defined distance functions. Here, we select the nodes that are close to the lines on which we want to impose the Dirichlet boundary conditions."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {},
   "outputs": [],
   "source": [
    "dirichlet_nodes_left = geometry.on_lines(displacement_node_coor, pts[0], pts[3])\n",
    "dirichlet_nodes_bottom = geometry.on_lines(displacement_node_coor, pts[0], pts[1])\n",
    "dirichlet_nodes_top = geometry.on_lines(displacement_node_coor, pts[2], pts[3])\n",
    "dirichlet_nodes_top_left = geometry.on_lines(displacement_node_coor, [1.,1.], pts[3])"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "For using the nodal imposition of boundary conditions in autopdex, we have to provide it with a mask that defines which degrees of freedoms shall be constrained.\n",
    "\n",
    "Below, we fix the displacement in x-direction at the left and top and in y-direction at the bottom by settings the concerning entries to True. On the upper left part of the boundary, we impose a vertical displacement of v."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "metadata": {},
   "outputs": [],
   "source": [
    "selection_left = utility.dof_select(dirichlet_nodes_left, jnp.asarray([True, False]))\n",
    "selection_bottom = utility.dof_select(dirichlet_nodes_bottom, jnp.asarray([False, True]))\n",
    "selection_top = utility.dof_select(dirichlet_nodes_top, jnp.asarray([True, False]))\n",
    "selection_top_left = utility.dof_select(dirichlet_nodes_top_left, jnp.asarray([False, True]))\n",
    "dirichlet_dofs = {'displacement': selection_left + selection_bottom + selection_top + selection_top_left,\n",
    "                  'pressure': jnp.zeros((pressure_node_coor.shape[0], 1), jnp.bool)}"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "\n",
    "Specify the values of the Dirichlet conditions at the Dirichlet nodes."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "metadata": {},
   "outputs": [],
   "source": [
    "dirichlet_conditions = {'displacement': jnp.zeros_like(dirichlet_dofs['displacement'], jnp.float64),\n",
    "                        'pressure': jnp.zeros_like(dirichlet_dofs['pressure'], jnp.float64)}\n",
    "\n",
    "v = -0.2\n",
    "dirichlet_conditions['displacement'] += utility.mask_set(dirichlet_conditions['displacement'], selection_top_left, v * jnp.ones(selection_top_left.sum()))\n"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "\n",
    "Now, we have to define the model. Integration on reference elements of mixed potentials and weak forms are already contained in the models module, but we need to specify the solution spaces (spaces.fem_iso_line_quad_brick), the integration point positions and weights (Gauß-Legendre) and the integrand function (potential or weak form)."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "metadata": {},
   "outputs": [],
   "source": [
    "def ansatz_spaces():\n",
    "    return {'displacement': spaces.fem_iso_line_quad_brick,\n",
    "            'pressure': spaces.fem_iso_line_quad_brick}"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "metadata": {},
   "outputs": [],
   "source": [
    "# For user potential\n",
    "def integrand_fun(x_int, ansatz_fun, settings, static_settings, elem_number, set):\n",
    "    # Kinematics (deformation gradient and its determinant)\n",
    "    u_fun = ansatz_fun['displacement']\n",
    "    H = jax.jacfwd(u_fun)(x_int)\n",
    "    F = jnp.asarray([[H[0,0], H[0,1], 0.],\n",
    "                     [H[1,0], H[1,1], 0.],\n",
    "                     [0.,     0.,     0.]]) + jnp.identity(3)\n",
    "    J = jnp.linalg.det(F)\n",
    "\n",
    "    # Strain energy function\n",
    "    shear_modulus = 92.5\n",
    "    potential = models.isochoric_neo_hooke(F, shear_modulus)\n",
    "    \n",
    "    # Add Lagrange multiplier term\n",
    "    multiplier = ansatz_fun['pressure'](x_int)\n",
    "    constraint =  (J - 1)\n",
    "    potential += multiplier * constraint\n",
    "    return potential\n",
    "\n",
    "# # For user residual/ weak form\n",
    "# def integrand_fun(x_int, trial_ansatz_fun, test_ansatz_fun, settings, static_settings, elem_number, set):\n",
    "#     # Kinematics (deformation gradient and its determinant)\n",
    "#     u_fun = trial_ansatz_fun['displacement']\n",
    "#     virtual_u_fun = test_ansatz_fun['displacement']\n",
    "#     virtual_u = virtual_u_fun(x_int)\n",
    "#     virtual_H = jax.jacfwd(virtual_u_fun)(x_int)\n",
    "#     virtual_F = jnp.asarray([[virtual_H[0,0],   virtual_H[0,1], 0.],\n",
    "#                              [virtual_H[1,0],   virtual_H[1,1], 0.],\n",
    "#                              [0.,               0.,             0.]])    \n",
    "#     H = jax.jacfwd(u_fun)(x_int)\n",
    "#     F = jnp.asarray([[H[0,0], H[0,1], 0.],\n",
    "#                      [H[1,0], H[1,1], 0.],\n",
    "#                      [0.,     0.,     0.]]) + jnp.identity(3)\n",
    "#     J = jnp.linalg.det(F)\n",
    "\n",
    "#     # Piola-Kirchhoff stress and weak form\n",
    "#     shear_modulus = 92.5\n",
    "#     p = trial_ansatz_fun['pressure'](x_int)\n",
    "#     virtual_p = test_ansatz_fun['pressure'](x_int)\n",
    "\n",
    "#     P_iso = jax.jacrev(models.isochoric_neo_hooke)(F, shear_modulus)\n",
    "#     P_vol = p * J * jnp.linalg.inv(F).T\n",
    "#     P = P_iso + P_vol\n",
    "#     weak_form = jnp.einsum(\"ij, ij\", P, virtual_F)\n",
    "    \n",
    "#     # Add Lagrange multiplier term\n",
    "#     constraint =  (J - 1)\n",
    "#     weak_form += virtual_p * constraint\n",
    "#     return weak_form"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "metadata": {},
   "outputs": [],
   "source": [
    "user_model = models.mixed_reference_domain_potential(\n",
    "# user_model = models.mixed_reference_domain_residual(\n",
    "    integrand_fun,\n",
    "    ansatz_spaces(),\n",
    "    *seeder.gauss_legendre_nd(dimension = 2, order = 2 * element_order),\n",
    "    'displacement')"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "\n",
    "Finally, we have defined the boundary value problem and have to put it in a form suitable for autopdex to proceed, i.e. the dictionaries static_settings and settings.\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "metadata": {},
   "outputs": [],
   "source": [
    "static_settings = flax.core.FrozenDict({\n",
    "  'assembling mode': ('user potential',),\n",
    "  # 'assembling mode': ('user residual',),\n",
    "  'solution structure': ('nodal imposition',),\n",
    "  'model': (user_model, ),\n",
    "  'solver type': 'newton',\n",
    "  'solver backend': 'scipy',\n",
    "  'solver': 'lapack',\n",
    "  'verbose': -1,\n",
    "})\n",
    "settings = {\n",
    "  'connectivity': (connectivity,),\n",
    "  'dirichlet dofs': dirichlet_dofs,\n",
    "  'node coordinates': {'displacement': displacement_node_coor,\n",
    "                       'pressure': pressure_node_coor},\n",
    "  'dirichlet conditions': dirichlet_conditions,\n",
    "}"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Analysis"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "\n",
    "Compile and run the adaptive load stepping."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "metadata": {},
   "outputs": [],
   "source": [
    "def multiplier_settings(settings, multiplier):\n",
    "    settings['dirichlet conditions']['displacement'] = multiplier * dirichlet_conditions['displacement']\n",
    "    return settings\n",
    "dofs_0 = utility.dict_zeros_like(dirichlet_dofs, dtype=jnp.float64)\n",
    "dofs = solver.adaptive_load_stepping(dofs_0, settings, static_settings, multiplier_settings)[0]"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Sensitivity analysis w.r.t. boundary conditions\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "metadata": {},
   "outputs": [],
   "source": [
    "@jax.jit\n",
    "def diffable_solve(bc_scaler, settings):\n",
    "    settings['bc scaler'] = bc_scaler\n",
    "    def multiplier_settings(settings, multiplier):\n",
    "        settings['dirichlet conditions']['displacement'] = multiplier * dirichlet_conditions['displacement'] * settings['bc scaler']\n",
    "        return settings\n",
    "    return solver.adaptive_load_stepping(dofs_0, settings, static_settings, multiplier_settings, path_dependent=False, implicit_diff_mode='forward')[0]\n",
    "\n",
    "compute_sensitivities = jax.jit(jax.jacfwd(diffable_solve))\n",
    "du_dbc = compute_sensitivities(1.0, settings)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Postprocessing"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "\n",
    "Export as .vtk for Paraview"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "metadata": {},
   "outputs": [],
   "source": [
    "mesh = displacement_mesh\n",
    "points = mesh.points\n",
    "cells = jnp.asarray([ v for k, v in mesh.cells_dict.items() if 'quad' in k])[0]\n",
    "mesh = meshio.Mesh(\n",
    "    points,\n",
    "    {'quad': cells[:,:4]},\n",
    "    point_data={\n",
    "        \"u\": jnp.pad(dofs['displacement'], ((0, 0), (0, 1)), constant_values=0),\n",
    "        \"du_dBC\": jnp.pad(du_dbc['displacement'], ((0, 0), (0, 1)), constant_values=0),\n",
    "    },\n",
    ")\n",
    "mesh.write(\"./punch_test.vtk\")"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "\n",
    "Visualization with Pyvista"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "metadata": {},
   "outputs": [
    {
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",
      "text/plain": [
       "<PIL.Image.Image image mode=RGB size=1024x768>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "pv.set_jupyter_backend('static')\n",
    "plotter = pv.Plotter()\n",
    "pv_mesh = pv.read(\"./punch_test.vtk\")\n",
    "warped_mesh = pv_mesh.warp_by_vector('u')\n",
    "plotter.add_mesh(warped_mesh, scalars='du_dBC', component=1, show_edges=True, cmap='turbo')\n",
    "plotter.add_mesh(pv_mesh, style='wireframe', color='black')\n",
    "plotter.view_xy()\n",
    "plotter.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": []
  }
 ],
 "metadata": {
  "accelerator": "TPU",
  "colab": {
   "gpuType": "V28",
   "provenance": [],
   "toc_visible": true
  },
  "jupytext": {
   "formats": "ipynb,md:myst"
  },
  "kernelspec": {
   "display_name": "Python 3",
   "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": "3.11.9"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 0
}
