{ "cells": [ { "cell_type": "markdown", "id": "01d1123b-b48c-49df-aa52-b6bfeba57bd5", "metadata": {}, "source": [ "# 2D Linear Elasticity" ] }, { "cell_type": "markdown", "id": "20af0304-93e9-4c99-a7dc-fa6da3f2502f", "metadata": {}, "source": [ "Continuous linear elasticity describes the small deformations of an elastic body under applied loads. Let $\\Omega \\subset \\mathbb{R}^d$ be the reference configuration of the body, and let $u : \\Omega \\to \\mathbb{R}^d$ denote the displacement field. Under the assumptions of small strains and linear material response, the infinitesimal strain tensor is defined as\n", "$$\\boldsymbol{E}(u) = \\tfrac{1}{2}\\left(\\nabla u + \\nabla u^\\top\\right).$$\n", "\n", "The corresponding Cauchy stress tensor for isotropic material is \n", "$$\\boldsymbol{S}(u) = 2\\mu\\, \\boldsymbol{E}(u) + \\lambda \\, \\mathrm{tr}\\!\\left(\\boldsymbol{E}(u)\\right)\\, I,$$\n", "where $\\lambda$ and $\\mu$ are the Lamé parameters, $\\mathrm{tr}(\\cdot)$ denotes the trace operator, and $I$ is the identity tensor.\n", "\n", "The strong form of the linear elasticity problem consists in finding $u$ such that\n", "$$-\\text{div}(\\boldsymbol{S}(u)) = f \\quad \\text{in } \\Omega,$$\n", "together with appropriate Dirichlet (prescribed displacement) and Neumann (prescribed traction) boundary conditions.\n", "\n", "We will also consider the variational (weak) formulation: in the case of Dirichlet BC, find $u$ in a suitable function space such that\n", "$$u = \\text{argmin}_v \\int_\\Omega \\boldsymbol{E}(v) \\cdot \\boldsymbol{S}(v)\\,\\mathrm{d}x - \\int_\\Omega v \\cdot f\\,\\mathrm{d}x,$$\n", "where $v$ denotes admissible test functions. This formulation can be interpreted as the first-order optimality condition of the total elastic energy and forms the basis of most numerical methods.\n", "\n", "In this notebook, we will solve the linear elasticity problem using **Discrete Exterior Calculus (DEC)**. By expressing the governing equations and the variational formulation in terms of discrete differential forms and Hodge star operators, DEC provides a geometrically consistent and structure-preserving framework for discretizing linear elasticity on simplicial complexes." ] }, { "cell_type": "markdown", "id": "1b95f851-4bda-4b0a-905c-d69023dd25bb", "metadata": {}, "source": [ "## Imports and config setup" ] }, { "cell_type": "code", "execution_count": 1, "id": "ce787e34-720c-4ca9-9e81-1b0d1e2fc85c", "metadata": {}, "outputs": [], "source": [ "import numpy as np\n", "from dctkit.mesh import util\n", "from dctkit.math.opt import optctrl\n", "from dctkit.physics.elasticity import LinearElasticity\n", "import dctkit as dt\n", "import pygmsh\n", "import jax.numpy as jnp\n", "from functools import partial\n", "import matplotlib.pyplot as plt\n", "import dctkit.dec.cochain as C\n", "from dctkit.dec.flat import *" ] }, { "cell_type": "code", "execution_count": 2, "id": "0632aa19-7686-4853-beae-cff36f2d9f77", "metadata": {}, "outputs": [], "source": [ "dt.config()" ] }, { "cell_type": "markdown", "id": "68f0cb40-c1db-49c2-971c-9186e5408751", "metadata": {}, "source": [ "## Simplicial complex, test problem and boundary conditions" ] }, { "cell_type": "markdown", "id": "93933334-a489-4e6e-a9e2-48c6ec447e78", "metadata": {}, "source": [ "First of all we create the 2-simplicial complex, which in this case is the discretization of the unit square $[0,1]^2$. We then consider the deformation scenario called **uniaxial tension**, in which both the stress and strain tensors are constants and are given by\n", "$$\\boldsymbol{S}_{pt} =\n", "\\begin{bmatrix}\n", "s & 0 \\\\\n", "0 & 0\n", "\\end{bmatrix}, \\quad \\boldsymbol{E}_{pt} =\n", "\\begin{bmatrix}\n", "\\varepsilon & 0 \\\\\n", "0 & \\ell\n", "\\end{bmatrix},$$\n", "where $s = 2\\mu\\varepsilon + \\lambda(\\varepsilon + \\ell)$, and $\\ell = - \\lambda\\varepsilon/(2\\mu + \\lambda)$." ] }, { "cell_type": "code", "execution_count": 3, "id": "4b1dbde0-a4d5-4d0c-85cb-2c1a2d35b403", "metadata": {}, "outputs": [], "source": [ "lc = 0.2\n", "L = 1.\n", "with pygmsh.geo.Geometry() as geom:\n", " p = geom.add_polygon([[0., 0.], [L, 0.], [L, L], [0., L]], mesh_size=lc)\n", " # create a default physical group for the boundary lines\n", " geom.add_physical(p.lines, label=\"boundary\")\n", " geom.add_physical(p.lines[1], label=\"right\")\n", " geom.add_physical(p.lines[3], label=\"left\")\n", " mesh = geom.generate_mesh()\n", "\n", "S = util.build_complex_from_mesh(mesh)\n", "S.get_hodge_star()\n", "S.get_flat_DPD_weights()\n", "S.get_flat_DPP_weights()" ] }, { "cell_type": "code", "execution_count": 4, "id": "4bb7289b-7555-4897-b85f-97f5240c3ed9", "metadata": {}, "outputs": [], "source": [ "ref_node_coords = S.node_coords\n", "\n", "bnd_edges_idx = S.boundary_simplices[S.dim-1]\n", "left_bnd_nodes_idx = util.get_nodes_for_physical_group(mesh, 1, \"left\")\n", "right_bnd_nodes_idx = util.get_nodes_for_physical_group(mesh, 1, \"right\")\n", "left_bnd_edges_idx = util.get_edges_for_physical_group(S, mesh, \"left\")\n", "right_bnd_edges_idx = util.get_edges_for_physical_group(S, mesh, \"right\")\n", "\n", "bot_left_corn_idx = left_bnd_nodes_idx.index(0)\n", "bottom_left_corner = left_bnd_nodes_idx[bot_left_corn_idx]" ] }, { "cell_type": "code", "execution_count": 5, "id": "6b566325-a7be-42fb-a52d-6003dad996e4", "metadata": {}, "outputs": [], "source": [ "mu_ = 1.\n", "lambda_ = 10.\n", "true_strain_xx = 0.5\n", "true_strain_yy = -(lambda_/(2*mu_+lambda_))*true_strain_xx\n", "true_curr_node_coords = S.node_coords.copy()\n", "true_curr_node_coords[:, 0] *= 1 + true_strain_xx\n", "true_curr_node_coords[:, 1] *= 1 + true_strain_yy\n", "left_bnd_pos_components = [0]\n", "right_bnd_pos_components = [0]" ] }, { "cell_type": "code", "execution_count": 6, "id": "cfa5ec3b-73d8-4d5a-a26a-82f34c075cf5", "metadata": {}, "outputs": [], "source": [ "left_bnd_nodes_pos = ref_node_coords[left_bnd_nodes_idx,\n", " :][:, left_bnd_pos_components]\n", "right_bnd_nodes_pos = true_curr_node_coords[right_bnd_nodes_idx,\n", " :][:, right_bnd_pos_components]\n", "bottom_left_corner_pos = ref_node_coords[bottom_left_corner, :]" ] }, { "cell_type": "code", "execution_count": 7, "id": "2ac2b4bf-a221-4f2c-9fec-bb060a0012d4", "metadata": {}, "outputs": [], "source": [ "boundary_values = {\"0\": (left_bnd_nodes_idx + right_bnd_nodes_idx,\n", " np.vstack((left_bnd_nodes_pos,\n", " right_bnd_nodes_pos)).flatten()),\n", " \":\": (bottom_left_corner, bottom_left_corner_pos)}\n", "\n", "idx_free_edges = list(set(bnd_edges_idx) -\n", " set(right_bnd_edges_idx) - set(left_bnd_edges_idx))\n", "left_right_edges_idx = left_bnd_edges_idx+right_bnd_edges_idx\n", "bnd_tractions_free_values = np.zeros((len(idx_free_edges), 2), dtype=dt.float_dtype)\n", "bnd_tractions_left_right_values = np.zeros(\n", " (len(left_right_edges_idx)), dtype=dt.float_dtype)\n", "\n", "boundary_tractions = {':': (idx_free_edges, bnd_tractions_free_values),\n", " '1': (left_right_edges_idx, bnd_tractions_left_right_values)}\n", "\n", "gamma = 100000." ] }, { "cell_type": "markdown", "id": "840b021b-744a-462c-8387-07c8a94b121d", "metadata": {}, "source": [ "## Utils" ] }, { "cell_type": "markdown", "id": "0264ab02-91da-4d27-87eb-0355daa74d3e", "metadata": {}, "source": [ "Now we define the scripts needed to compute the strain and stress tensors. They are computed as in the continous formulation starting from the deformation gradient, which is computed using the class method `get_deformation_gradient`" ] }, { "cell_type": "code", "execution_count": 8, "id": "89a13481-d4fb-47f8-9aa8-ed86a49d16ae", "metadata": {}, "outputs": [], "source": [ "def get_infinitesimal_strain(node_coords):\n", " \"\"\"Compute the discrete strain tensor given the current node coordinates.\n", "\n", " Args:\n", " node_coords: current node coordinates.\n", "\n", " Returns:\n", " the discrete infinitesimal strain tensor.\n", "\n", " \"\"\"\n", " # compute the deformation gradient\n", " num_faces = S.S[2].shape[0]\n", " F = S.get_deformation_gradient(node_coords)\n", " # epsilon = 1/2(F + F^T) - I\n", " epsilon = 1/2 * (F + jnp.transpose(F, axes=(0, 2, 1))) - \\\n", " jnp.stack([jnp.identity(2)]*num_faces)\n", " return epsilon\n", "\n", "def get_stress(strain):\n", " \"\"\"Compute the discrete stress tensor from strains using the consistutive\n", " equation for isotropic linear elastic materials.\n", "\n", " Args:\n", " strain: discrete strain tensor.\n", "\n", " Returns:\n", " the discrete stress tensor.\n", "\n", " \"\"\"\n", " num_faces = S.S[2].shape[0]\n", " tr_strain = jnp.trace(strain, axis1=1, axis2=2)\n", " # get the stress via the consistutive equation for isotropic linear\n", " # elastic materials\n", " stress = 2.*mu_*strain + lambda_*tr_strain[:, None, None] * \\\n", " jnp.stack([jnp.identity(2)]*num_faces)\n", " return stress\n", "\n", "def get_penalty_displacement_bc(node_coords, boundary_values, gamma):\n", " \"\"\"Set displacement boundary conditions as a quadratic penalty term.\n", "\n", " Args:\n", " node_coords: node coordinates of the current configuration.\n", " boundary_values: a dictionary of tuples. Each key represent the type of\n", " coordinate to manipulate (x,y, or both), while each tuple consists of\n", " two np.arrays in which the first encodes the indices of boundary\n", " values, while the last encodes the boundary values themselves.\n", " gamma: penalty factor.\n", "\n", " Return:\n", " the penalty term.\n", " \"\"\"\n", " penalty = 0.\n", " for key in boundary_values:\n", " idx, values = boundary_values[key]\n", " if key == \":\":\n", " penalty += jnp.sum((node_coords[idx, :] - values)**2)\n", " else:\n", " penalty += jnp.sum((node_coords[idx, int(key)] - values)**2)\n", " return gamma*penalty\n", "\n", "def set_boundary_tractions(forces,boundary_tractions):\n", " \"\"\"Set the boundary tractions on primal edges.\n", "\n", " Args:\n", " forces: vector-valued primal 1-cochain containing forces acting on primal\n", " edges.\n", " boundary_tractions: a dictionary of tuples. Each key represent the type\n", " of coordinate to manipulate (x,y, or both), while each tuple consists\n", " of two jax arrays, in which the first encordes the indices where we\n", " want to impose the boundary tractions, while the last encodes the\n", " boundary traction values themselves.\n", "\n", " Returns:\n", " the updated force 1-cochain.\n", "\n", " \"\"\"\n", " for key in boundary_tractions:\n", " idx, values = boundary_tractions[key]\n", " if key == \":\":\n", " forces.coeffs = forces.coeffs.at[idx, :].set(values)\n", " else:\n", " forces.coeffs = forces.coeffs.at[idx, int(key)].set(values)\n", " return forces" ] }, { "cell_type": "markdown", "id": "9e2a35e5-7d46-458b-9c3c-1220777d0261", "metadata": {}, "source": [ "## Variational Formulation" ] }, { "cell_type": "markdown", "id": "be416088-96f0-4c86-90eb-82d4af68187e", "metadata": {}, "source": [ "In the DEC framework, $\\boldsymbol{S}$ and $\\boldsymbol{E}$ are defined as dual tensor-valued 0-cochains, while $u$ and $f$ are primal vector-valued 0-cochains. The variational DEC-formulation can be written as\n", "$$\\mathcal{E}_{LE} := \\frac{1}{2} \\langle \\boldsymbol{S}, \\boldsymbol{E} \\rangle - \\langle u, f \\rangle.$$" ] }, { "cell_type": "code", "execution_count": 9, "id": "526a4a57-5e12-4e8c-95df-41cc4bc3b5d7", "metadata": {}, "outputs": [], "source": [ "def elasticity_energy(node_coords, f):\n", " \"\"\"Compute the elasticity energy of isotropic linear elastic materials\n", " in 2D with no body force using DEC framework.\n", "\n", " Args:\n", " node_coords: primal vector valued 0-cochain of node coordinates\n", " of the current configuration.\n", " f: primal vector-valued 0-cochain of sources.\n", "\n", " Returns:\n", " the energy.\n", " \"\"\"\n", " strain = get_infinitesimal_strain(node_coords=node_coords.coeffs)\n", " stress = get_stress(strain=strain)\n", " strain_cochain = C.CochainD0(S, strain)\n", " stress_cochain = C.CochainD0(S, stress)\n", " ref_node_coords = C.CochainP0(S, S.node_coords)\n", " displacement = C.sub(node_coords, ref_node_coords)\n", " elastic_energy = 0.5 * \\\n", " C.inner(strain_cochain, stress_cochain) - \\\n", " C.inner(displacement, f)\n", " return elastic_energy" ] }, { "cell_type": "code", "execution_count": 10, "id": "6c1e8079-4008-4688-8200-7d34c079be73", "metadata": {}, "outputs": [], "source": [ "def obj_linear_elasticity_energy(node_coords, f, gamma, boundary_values):\n", " \"\"\"\n", " Objective function of the optimization problem associated to linear elasticity\n", " (energy formulation) with Dirichlet boundary conditions on a portion of the\n", " boundary.\n", "\n", " Args:\n", " node_coords: 1-dimensional array obtained after flattening the matrix with\n", " node coordinates arranged row-wise.\n", " f: matrix of external sources (constant term of the system).\n", " gamma: penalty factor.\n", " boundary_values: a dictionary of tuples. Each key represent the type\n", " of coordinate to manipulate (x,y, or both), while each tuple consists\n", " of two np.arrays in which the first encodes the indices of boundary\n", " values, while the last encodes the boundary values themselves.\n", "\n", " Returns:\n", " the value of the objective function at node_coords.\n", " \"\"\"\n", " node_coords_reshaped = node_coords.reshape(S.node_coords.shape)\n", " node_coords_coch = C.CochainP0(complex=S, coeffs=node_coords_reshaped)\n", " f_coch = C.CochainP0(complex=S, coeffs=f)\n", " elastic_energy = elasticity_energy(node_coords_coch, f_coch)\n", " penalty = get_penalty_displacement_bc(node_coords=node_coords_reshaped,\n", " boundary_values=boundary_values,\n", " gamma=gamma)\n", " energy = elastic_energy + penalty\n", " return energy" ] }, { "cell_type": "code", "execution_count": 11, "id": "c2c7fa61-ee13-4580-bdfb-a22d5f060bd3", "metadata": {}, "outputs": [], "source": [ "num_faces = S.S[2].shape[0]\n", "embedded_dim = S.space_dim\n", "f = np.zeros((S.num_nodes, embedded_dim))\n", "obj = obj_linear_elasticity_energy\n", "obj_args = {'f': f, 'gamma': gamma, 'boundary_values': boundary_values}\n", "x0 = S.node_coords.flatten()" ] }, { "cell_type": "code", "execution_count": 12, "id": "23ad1d0e-8cf8-4ac9-923c-0cea5c38c94f", "metadata": {}, "outputs": [], "source": [ "prb = optctrl.OptimizationProblem(dim=len(x0), state_dim=len(x0), objfun=obj)\n", "prb.set_obj_args(obj_args)\n", "sol = prb.solve(x0=x0, ftol_abs=1e-12, ftol_rel=1e-12, maxeval=100000)" ] }, { "cell_type": "code", "execution_count": 13, "id": "44678bdc-8d9b-4a50-ae48-e0b70d5e3db9", "metadata": {}, "outputs": [], "source": [ "curr_node_coords = sol.reshape(S.node_coords.shape)" ] }, { "cell_type": "code", "execution_count": 14, "id": "2e767f84-6f2c-45ad-b08e-a67e319709e4", "metadata": {}, "outputs": [ { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "# Reference configuration\n", "plt.triplot(\n", " ref_node_coords[:, 0],\n", " ref_node_coords[:, 1],\n", " triangles=S.S[2],\n", " linewidth=1.0,\n", " label=\"Reference nodes\"\n", ")\n", "\n", "# True current configuration\n", "plt.triplot(\n", " true_curr_node_coords[:, 0],\n", " true_curr_node_coords[:, 1],\n", " triangles=S.S[2],\n", " linewidth=1.5,\n", " label=\"True current nodes\"\n", ")\n", "\n", "# Predicted current configuration (highlighted)\n", "plt.triplot(\n", " curr_node_coords[:, 0],\n", " curr_node_coords[:, 1],\n", " triangles=S.S[2],\n", " linewidth=2.5,\n", " label=\"Predicted current nodes\",\n", " linestyle=\"--\",\n", ")\n", "\n", "# Axis labels and formatting\n", "plt.xlabel(\"x\")\n", "plt.ylabel(\"y\")\n", "plt.axis(\"equal\")\n", "plt.legend()\n", "plt.tight_layout()\n", "\n", "plt.show()" ] }, { "cell_type": "markdown", "id": "6ea01669-3af4-4001-8226-aca5155dfb5c", "metadata": {}, "source": [ "## Non-variational formulation" ] }, { "cell_type": "markdown", "id": "0d691f94-483c-4639-8ae6-7c418ec929b8", "metadata": {}, "source": [ "In this case, the strong form equation assumes the following form in the DEC framework:\n", "$$d(\\star \\flat \\boldsymbol{S}) + f = 0,$$\n", "where $\\flat$ is the DPD flat operator firstly introduced in [Hirani 2003](https://www.cs.jhu.edu/~misha/Fall09/Hirani03.pdf)." ] }, { "cell_type": "code", "execution_count": 15, "id": "fc4dd5e1-0ecf-4089-aab6-d4d7fb43a10d", "metadata": {}, "outputs": [], "source": [ "def force_balance_residual_primal(node_coords, f, boundary_tractions):\n", " \"\"\"Compute the residual of the discrete balance equation in the case\n", " of isotropic linear elastic materials in 2D using DEC framework.\n", "\n", " Args:\n", " node_coords: primal vector valued 0-cochain of node coordinates of the\n", " current configuration.\n", " f: primal vector-valued 2-cochain of sources.\n", " boundary_tractions: a dictionary of tuples. Each key represent the type\n", " of coordinate to manipulate (x,y, or both), while each tuple consists\n", " of two jax arrays, in which the first encordes the indices where we\n", " want to impose the boundary tractions, while the last encodes the\n", " boundary traction values themselves.\n", "\n", " Returns:\n", " the residual vector-valued cochain.\n", "\n", " \"\"\"\n", " strain = get_infinitesimal_strain(node_coords=node_coords.coeffs)\n", " stress = get_stress(strain=strain)\n", " stress_tensor = C.CochainD0T(complex=S, coeffs=stress)\n", " stress_integrated = flat_DPD(stress_tensor)\n", " forces = C.star(stress_integrated)\n", " # set tractions on given sub-portions of the boundary\n", " forces_bnd_update = set_boundary_tractions(forces, boundary_tractions)\n", " residual = C.add(C.coboundary(forces_bnd_update), f)\n", " return residual\n", "\n", "\n", "\n", "\n", "def obj_linear_elasticity_primal(node_coords, f, gamma, boundary_values, boundary_tractions):\n", " \"\"\"\n", " Objective function of the optimization problem associated to linear\n", " elasticity balance equation with Dirichlet boundary conditions on a portion\n", " of the boundary.\n", "\n", " Args:\n", " node_coords: 1-dimensional array obtained after flattening the matrix with\n", " node coordinates arranged row-wise.\n", " f: matrix of external sources (constant term of the system).\n", " gamma: penalty factor.\n", " boundary_values: a dictionary of tuples. Each key represent the type of\n", " coordinate to manipulate (x,y, or both), while each tuple consists of\n", " two np.arrays in which the first encodes the indices of boundary\n", " values, while the last encodes the boundary values themselves.\n", " boundary_tractions: a dictionary of tuples. Each key represent the type\n", " of coordinate to manipulate (x,y, or both), while each tuple consists\n", " of two jax arrays, in which the first encordes the indices where we want\n", " to impose the boundary tractions, while the last encodes the boundary\n", " traction values themselves. It is None when we perform the force balance\n", " on dual cells.\n", "\n", " Returns:\n", " the value of the objective function at node_coords.\n", "\n", " \"\"\"\n", " node_coords_reshaped = node_coords.reshape(S.node_coords.shape)\n", " node_coords_coch = C.CochainP0(complex=S, coeffs=node_coords_reshaped)\n", " f_coch = C.CochainP2(complex=S, coeffs=f)\n", " residual = force_balance_residual_primal(\n", " node_coords_coch, f_coch, boundary_tractions).coeffs\n", " penalty = get_penalty_displacement_bc(node_coords=node_coords_reshaped,\n", " boundary_values=boundary_values,\n", " gamma=gamma)\n", " energy = jnp.sum(residual**2) + penalty\n", " return energy" ] }, { "cell_type": "code", "execution_count": 16, "id": "464ff886-e5fd-4c47-8746-e6e5968ef699", "metadata": {}, "outputs": [], "source": [ "num_faces = S.S[2].shape[0]\n", "embedded_dim = S.space_dim\n", "f = np.zeros((num_faces, (embedded_dim-1)))\n", "obj = obj_linear_elasticity_primal\n", "obj_args = {'f': f,\n", " 'gamma': gamma,\n", " 'boundary_values': boundary_values,\n", " 'boundary_tractions': boundary_tractions}\n", "x0 = S.node_coords.flatten()" ] }, { "cell_type": "code", "execution_count": 17, "id": "acdb9d9b-2822-466e-ae37-00c6182a9230", "metadata": {}, "outputs": [], "source": [ "prb = optctrl.OptimizationProblem(dim=len(x0), state_dim=len(x0), objfun=obj)\n", "prb.set_obj_args(obj_args)\n", "sol = prb.solve(x0=x0, ftol_abs=1e-12, ftol_rel=1e-12, maxeval=100000)\n", "curr_node_coords = sol.reshape(S.node_coords.shape)" ] }, { "cell_type": "code", "execution_count": 18, "id": "6c5432ad-6cd0-439c-982f-cfafcfc44eef", "metadata": {}, "outputs": [ { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "# Reference configuration\n", "plt.triplot(\n", " ref_node_coords[:, 0],\n", " ref_node_coords[:, 1],\n", " triangles=S.S[2],\n", " linewidth=1.0,\n", " label=\"Reference nodes\"\n", ")\n", "\n", "# True current configuration\n", "plt.triplot(\n", " true_curr_node_coords[:, 0],\n", " true_curr_node_coords[:, 1],\n", " triangles=S.S[2],\n", " linewidth=1.5,\n", " label=\"True current nodes\"\n", ")\n", "\n", "# Predicted current configuration (highlighted)\n", "plt.triplot(\n", " curr_node_coords[:, 0],\n", " curr_node_coords[:, 1],\n", " triangles=S.S[2],\n", " linewidth=2.5,\n", " label=\"Predicted current nodes\",\n", " linestyle=\"--\",\n", ")\n", "\n", "# Axis labels and formatting\n", "plt.xlabel(\"x\")\n", "plt.ylabel(\"y\")\n", "plt.axis(\"equal\")\n", "plt.legend()\n", "plt.tight_layout()\n", "\n", "plt.show()" ] } ], "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": "3.13.11" } }, "nbformat": 4, "nbformat_minor": 5 }