{ "cells": [ { "attachments": {}, "cell_type": "markdown", "id": "195b8b0e", "metadata": {}, "source": [ "# Bilayer Wrinkling\n", "\n", "The problem provided in this example is a bilayer wrinkling problem. The domain is a thin stiff film resting on top of a substrate. A small point-force perturbation is applied to the substrate to instigate the instability. The domain is compressed well after the onset of instability. \n", "\n", "\n" ] }, { "cell_type": "code", "execution_count": 1, "id": "ec7e03b6", "metadata": {}, "outputs": [], "source": [ "%matplotlib inline\n", "from dolfin import *\n", "from mshr import *\n", "import numpy as np\n", "import matplotlib.pyplot as plt\n", "import os\n", "from arc_length.displacement_control_solver import displacement_control # import displacement control formulation of arc-length solver\n", "\n", "\n", "parameters[\"form_compiler\"][\"cpp_optimize\"] = True\n", "ffc_options = {\"optimize\": True, \\\n", " \"eliminate_zeros\": True, \\\n", " \"precompute_basis_const\": True, \\\n", " \"precompute_ip_const\": True}" ] }, { "attachments": {}, "cell_type": "markdown", "id": "e1c37839", "metadata": {}, "source": [ "## Define domain and function spaces\n", "\n", "We also split the domain into substrate and film. We To make sure all the assumptions of a bilayer system are valid, we construct the doamin width and depth based on the analytical wavelength." ] }, { "cell_type": "code", "execution_count": 2, "id": "70c4442b", "metadata": {}, "outputs": [ { "data": { "text/plain": [ "[,\n", " ]" ] }, "execution_count": 2, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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", 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "# Stiffness ratio\n", "SR = 100\n", "\n", "# Elasticity parameters (Plane strain assumptions)\n", "E, nu = 10.0, 0.45\n", "# Lame Constants\n", "mu_f, lmbda_f = Constant(SR*E/(2*(1 + nu))), Constant(SR*E*nu/((1 + nu)*(1 - 2*nu)))\n", "mu_s, lmbda_s = Constant(E/(2*(1 + nu))), Constant(E*nu/((1 + nu)*(1 - 2*nu)))\n", "# define mesh based on analytical wavelength\n", "Hf = 1.0 # film height\n", "ana_wavelength = float(2*np.pi*Hf*((mu_f)/(3*mu_s))**(1/3))\n", "Hs = ana_wavelength*4.0\n", "L = ana_wavelength*3 # length of the domain\n", "SR = 100 # stiffness ratio\n", "d = Hf/2 # mesh size\n", "\n", "nx = int(L/d)\n", "ny = int((Hs+Hf)/d)\n", "mesh = RectangleMesh(Point(0,0), Point(L,Hs+Hf), nx, ny, \"right\")\n", "V = VectorFunctionSpace(mesh, \"Lagrange\", 2)\n", "plt.figure(figsize=(7,7))\n", "plot(mesh)" ] }, { "cell_type": "code", "execution_count": 3, "id": "39c36853", "metadata": {}, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 3, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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", 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "# Define Variational Form\n", "du = TrialFunction(V) # Incremental displacement\n", "v = TestFunction(V) # Test function\n", "u = Function(V) # Solution\n", "\n", "# Mark boundary subdomians\n", "domain_markers = MeshFunction(\"size_t\", mesh, mesh.topology().dim())\n", "boundary_markers = MeshFunction(\"size_t\", mesh, mesh.topology().dim()-1)\n", "\n", "def Film(x, on_boundary):\n", " return x[1] >= Hs\n", " \n", "def Substrate(x, on_boundary):\n", " return x[1] < Hs\n", " \n", "\n", "AutoSubDomain(Film).mark(domain_markers,0)\n", "AutoSubDomain(Substrate).mark(domain_markers,1)\n", "\n", "# Check Domain\n", "plt.figure(figsize=(7,7))\n", "plt.title('Domain')\n", "plot(domain_markers)\n" ] }, { "attachments": {}, "cell_type": "markdown", "id": "86385812", "metadata": {}, "source": [ "## Define Dirichlet Boundary Conditions\n", "\n", "**Note that for the case of displacement control, the FEniCS expression for the applied displacement mujst have be positive to prevent convergence issues.**\n", "\n", "For example:\n", "\n", "```\n", "apply_disp = Expression(\"t\", t = 0.0, degree = 0)\n", "```\n", "is valid and will not have convergence issues while\n", "```\n", "apply_disp = Expression(\"-t\", t = 0.0, degree = 0)\n", "```\n", "can cause convergence issues.\n", "\n", "The direction of applied loading will be determined by the initial load step.\n", "\n" ] }, { "cell_type": "code", "execution_count": 4, "id": "504c10a9", "metadata": {}, "outputs": [], "source": [ "# Dirichlet boundary conditions\n", "def Left(x, on_boundary):\n", " return on_boundary and near(x[0], 0, 1e-6)\n", "\n", "def Right(x, on_boundary):\n", " return on_boundary and near(x[0], L, 1e-6 )\n", "\n", "def Bottom(x, on_boundary):\n", " return on_boundary and near(x[1], 0, 1e-6)\n", "\n", "#-----------------Applied Displacement-----------------------#\n", "apply_disp = Expression(\"t\",t = 0.0, degree = 0) \n", "#--------------Nonhomogenous Dirichlet Boundary Conditions------------------------------#\n", "bc1 = DirichletBC(V.sub(0), Constant(0), Left)\n", "bc2 = DirichletBC(V.sub(0), apply_disp, Right)\n", "bc3 = DirichletBC(V.sub(1), Constant(0), Bottom)\n", "bcs = [bc1, bc2, bc3]" ] }, { "attachments": {}, "cell_type": "markdown", "id": "27ded605", "metadata": {}, "source": [ "## Define Function for Point Load\n", "Note that this is an approximation of a point load since the FEniCS UserExpression will be projected into a discontinuous space. To approach a point load the area near the point load will need to have fine mesh. In our case it is not neccessary since the point load is just a perturbation." ] }, { "cell_type": "code", "execution_count": 5, "id": "125af9dc", "metadata": {}, "outputs": [], "source": [ "# Function for Point \n", "class PointLoad(UserExpression):\n", " def __init__(self, x0, f, tol,**kwargs):\n", " super().__init__(**kwargs)\n", " self.x0 = x0\n", " self.f = f\n", " self.tol = tol\n", " def eval(self, values, x):\n", " if near (x[0], self.x0[0],self.tol) and near(x[1], self.x0[1],self.tol):\n", " values[0] = self.f[0]\n", " values[1] = self.f[1]\n", " else:\n", " values[0] = 0\n", " values[1] = 0\n", " def value_shape(self):\n", " return (2,)" ] }, { "attachments": {}, "cell_type": "markdown", "id": "af6dbed0", "metadata": {}, "source": [ "## Kinematics and Weak form" ] }, { "cell_type": "code", "execution_count": 6, "id": "90ee5b57", "metadata": {}, "outputs": [], "source": [ "# Kinematics\n", "I = variable(Identity(mesh.topology().dim())) # Identity tensor\n", "F = variable(I + grad(u)) # Deformation gradient\n", "C = variable(F.T*F) # Right Cauchy-Green tensor\n", "\n", "# Invariants of deformation tensors\n", "Ic = tr(C)\n", "J = det(F)" ] }, { "cell_type": "code", "execution_count": 7, "id": "55a1ec52", "metadata": {}, "outputs": [], "source": [ "# Define Variational Form\n", "dx = Measure('dx', domain=mesh, subdomain_data=domain_markers)\n", "\n", "# Stored strain energy density (compressible neo-Hookean model)\n", "psi_f = (mu_f/2)*(Ic - 2) - mu_f*ln(J) + (lmbda_f/2)*(ln(J))**2\n", "psi_s = (mu_s/2)*(Ic - 2) - mu_s*ln(J) + (lmbda_s/2)*(ln(J))**2\n", "\n", "# Applied Traction and Body Force\n", "pert = 8e-2\n", "T = Constant((0,0)) # Traction\n", "B = Constant((0,0)) # Body Force\n", "P = PointLoad(x0 = [L/2,Hf+Hs], f = [0,pert], tol = 1e-4, degree = 0, element=V.ufl_element()) # Point load\n", "\n", "F_int = derivative(psi_f*dx(0) + psi_s*dx(1), u, v)\n", "F_ext = derivative(dot(B, u)*dx + dot(T,u)*ds + dot(-P,u)*ds , u, v)\n", "residual = F_int-F_ext\n", "J = derivative(residual, u, du)" ] }, { "attachments": {}, "cell_type": "markdown", "id": "d9b79b4c", "metadata": {}, "source": [ "## Solver\n", "To use our solver we first have to define the type of solver (i.e. displacement control or force control) and solver parameters before using the solver. Note that the correct type of solver has to first be imported (see first cell).\n", "### Solver parameters\n", "Here the parameters for both types of solvers:\n", "\n", ">* `psi` : the scalar arc-length parameter. When psi = 1, the method becomes the spherical arc-length method and when psi = 0 the method becomes the cylindrical arc-length method\n", ">* `abs_tol` *(optional)* : absolute residual tolerance for the linear solver (default value: 1e-10)\n", ">* `rel_tol` *(optional)* : relative residual tolerance for solver; the relative residual is defined as the ration between the current residual and initial residual (default value: DOLFIN_EPS)\n", ">* `lmbda0` : the initial load parameter\n", ">* `max_iter` : maximum number of iterations for the linear solver\n", ">* `solver` *(optional)*: type of linear solver for the FEniCS linear solve function -- default FEniCS linear solver is used if no argument is used.\n", "\n", "Aside from these solver parameters, the arguments need to solve the FEA problem must also be passed into the solver:\n", ">* `u` : the solution function\n", ">* `F_int` : First variation of strain energy (internal nodal forces)\n", ">* `F_ext` : Externally applied load (external applied force)\n", ">* `J` : The Jacobian of the residual with respect to the deformation (tangential stiffness matrix)\n", ">* `displacement_factor` : The incremental displacement factor \n", "\n", "The solver can be called by:\n", "\n", "`solver = force_control(psi,abs_tol,rel_tol,lmbda0,max_iter,u,F_int,F_ext,bcs,J,displacement_factor,solver)`\n", "\n", "### Using the solver\n", "1. Initialize the solver by calling solver.initialize()\n", "2. Iteratively call solver.solve() until desired stopping condition" ] }, { "cell_type": "code", "execution_count": 8, "id": "3b59fc12", "metadata": { "tags": [ "output_scoll" ] }, "outputs": [], "source": [ "# Solver Parameters\n", "psi = 1.0\n", "tol = 1.0e-6\n", "lmbda0 = -0.07\n", "max_iter = 30\n", "\n", "# Set up arc-length solver\n", "solver = displacement_control(psi=psi, abs_tol=tol, lmbda0=lmbda0, max_iter=max_iter, u=u,\n", " F_int=F_int, F_ext=F_ext, bcs=bcs, J=J, displacement_factor=apply_disp)" ] }, { "cell_type": "code", "execution_count": 9, "id": "dfdd0b30", "metadata": { "tags": [ "scroll-output" ] }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Initializing solver parameters...\n", "Starting initial Displacement Control Control with Newton Method:\n", "Iteration 0: | \n", "Absolute Residual: 1.1603e+03| Relative Residual: 1.0000e+00\n", "Iteration 1: | \n", "Absolute Residual: 8.5740e+02| Relative Residual: 7.3896e-01\n", "Iteration 2: | \n", "Absolute Residual: 1.7790e+02| Relative Residual: 1.5333e-01\n", "Iteration 3: | \n", "Absolute Residual: 1.3741e+02| Relative Residual: 1.1843e-01\n", "Iteration 4: | \n", "Absolute Residual: 1.0448e+01| Relative Residual: 9.0050e-03\n", "Iteration 5: | \n", "Absolute Residual: 1.3875e-01| Relative Residual: 1.1959e-04\n", "Iteration 6: | \n", "Absolute Residual: 2.1193e-04| Relative Residual: 1.8265e-07\n", "Iteration 7: | \n", "Absolute Residual: 2.8398e-11| Relative Residual: 2.4475e-14\n", "\n", "Arc-Length Step 1 :\n", "Iteration: 0 \n", "|Total Norm: 1.1983e-10 |Residual: 2.8398e-11 |A: 1.1642e-10| Relative Norm : 1.0000e+00\n", "\n", "Arc-Length Step 2 :\n", "Iteration: 0 \n", "|Total Norm: 2.1232e+03 |Residual: 4.2808e-02 |A: 2.1232e+03| Relative Norm : 1.0000e+00\n", "Iteration: 1 \n", "|Total Norm: 3.1557e+00 |Residual: 8.1457e-04 |A: -3.1557e+00| Relative Norm : 1.4863e-03\n", "Iteration: 2 \n", "|Total Norm: 1.4395e-02 |Residual: 1.2102e-10 |A: -1.4395e-02| Relative Norm : 6.7802e-06\n", "Iteration: 3 \n", "|Total Norm: 2.8894e-05 |Residual: 5.3262e-12 |A: 2.8894e-05| Relative Norm : 1.3609e-08\n", "Iteration: 4 \n", "|Total Norm: 5.7858e-08 |Residual: 5.1867e-12 |A: -5.7858e-08| Relative Norm : 2.7251e-11\n", "\n", "Arc-Length Step 3 :\n", "Iteration: 0 \n", "|Total Norm: 2.1234e+03 |Residual: 3.6197e-02 |A: 2.1234e+03| Relative Norm : 1.0000e+00\n", "Iteration: 1 \n", "|Total Norm: 3.5900e+00 |Residual: 4.2396e-08 |A: -3.5900e+00| Relative Norm : 1.6907e-03\n", "Iteration: 2 \n", "|Total Norm: 7.2107e-03 |Residual: 6.5145e-12 |A: 7.2107e-03| Relative Norm : 3.3958e-06\n", "Iteration: 3 \n", "|Total Norm: 1.4474e-05 |Residual: 6.4492e-12 |A: -1.4474e-05| Relative Norm : 6.8165e-09\n", "Iteration: 4 \n", "|Total Norm: 2.9453e-08 |Residual: 6.0589e-12 |A: 2.9453e-08| Relative Norm : 1.3871e-11\n", "\n", "Arc-Length Step 4 :\n", "Iteration: 0 \n", "|Total Norm: 2.1233e+03 |Residual: 3.6085e-02 |A: 2.1233e+03| Relative Norm : 1.0000e+00\n", "Iteration: 1 \n", "|Total Norm: 3.5862e+00 |Residual: 4.4008e-08 |A: -3.5862e+00| Relative Norm : 1.6889e-03\n", "Iteration: 2 \n", "|Total Norm: 7.2025e-03 |Residual: 9.8994e-12 |A: 7.2025e-03| Relative Norm : 3.3921e-06\n", "Iteration: 3 \n", "|Total Norm: 1.4458e-05 |Residual: 9.8700e-12 |A: -1.4458e-05| Relative Norm : 6.8088e-09\n", "Iteration: 4 \n", "|Total Norm: 2.9337e-08 |Residual: 1.0135e-11 |A: 2.9337e-08| Relative Norm : 1.3816e-11\n", "\n", "Arc-Length Step 5 :\n", "Iteration: 0 \n", "|Total Norm: 2.1232e+03 |Residual: 3.5975e-02 |A: 2.1232e+03| Relative Norm : 1.0000e+00\n", "Iteration: 1 \n", "|Total Norm: 3.5823e+00 |Residual: 4.6964e-08 |A: -3.5823e+00| Relative Norm : 1.6872e-03\n", "Iteration: 2 \n", "|Total Norm: 7.1942e-03 |Residual: 1.0703e-11 |A: 7.1942e-03| Relative Norm : 3.3883e-06\n", "Iteration: 3 \n", "|Total Norm: 1.4440e-05 |Residual: 1.1024e-11 |A: -1.4440e-05| Relative Norm : 6.8009e-09\n", "Iteration: 4 \n", "|Total Norm: 2.8405e-08 |Residual: 1.0788e-11 |A: 2.8405e-08| Relative Norm : 1.3378e-11\n", "\n", "Arc-Length Step 6 :\n", "Iteration: 0 \n", "|Total Norm: 2.1231e+03 |Residual: 3.5864e-02 |A: 2.1231e+03| Relative Norm : 1.0000e+00\n", "Iteration: 1 \n", "|Total Norm: 3.5784e+00 |Residual: 5.2303e-08 |A: -3.5784e+00| Relative Norm : 1.6854e-03\n", "Iteration: 2 \n", "|Total Norm: 7.1859e-03 |Residual: 1.2159e-11 |A: 7.1859e-03| Relative Norm : 3.3846e-06\n", "Iteration: 3 \n", "|Total Norm: 1.4422e-05 |Residual: 1.1911e-11 |A: -1.4422e-05| Relative Norm : 6.7928e-09\n", "Iteration: 4 \n", "|Total Norm: 2.8405e-08 |Residual: 1.2259e-11 |A: 2.8405e-08| Relative Norm : 1.3379e-11\n", "\n", "Arc-Length Step 7 :\n", "Iteration: 0 \n", "|Total Norm: 2.1230e+03 |Residual: 3.5753e-02 |A: 2.1230e+03| Relative Norm : 1.0000e+00\n", "Iteration: 1 \n", "|Total Norm: 3.5746e+00 |Residual: 6.1754e-08 |A: -3.5746e+00| Relative Norm : 1.6837e-03\n", "Iteration: 2 \n", "|Total Norm: 7.1776e-03 |Residual: 1.7571e-11 |A: 7.1776e-03| Relative Norm : 3.3808e-06\n", "Iteration: 3 \n", "|Total Norm: 1.4405e-05 |Residual: 1.8844e-11 |A: -1.4405e-05| Relative Norm : 6.7852e-09\n", "Iteration: 4 \n", "|Total Norm: 2.8638e-08 |Residual: 1.7147e-11 |A: 2.8638e-08| Relative Norm : 1.3489e-11\n", "\n", "Arc-Length Step 8 :\n", "Iteration: 0 \n", "|Total Norm: 2.1229e+03 |Residual: 3.5643e-02 |A: 2.1229e+03| Relative Norm : 1.0000e+00\n", "Iteration: 1 \n", "|Total Norm: 3.5707e+00 |Residual: 7.8105e-08 |A: -3.5707e+00| Relative Norm : 1.6820e-03\n", "Iteration: 2 \n", "|Total Norm: 7.1691e-03 |Residual: 1.9816e-11 |A: 7.1691e-03| Relative Norm : 3.3770e-06\n", "Iteration: 3 \n", "|Total Norm: 1.4387e-05 |Residual: 2.0020e-11 |A: -1.4387e-05| Relative Norm : 6.7768e-09\n", "Iteration: 4 \n", "|Total Norm: 2.8405e-08 |Residual: 1.9399e-11 |A: 2.8405e-08| Relative Norm : 1.3380e-11\n", "\n", "Arc-Length Step 9 :\n", "Iteration: 0 \n", "|Total Norm: 2.1228e+03 |Residual: 3.5533e-02 |A: 2.1228e+03| Relative Norm : 1.0000e+00\n", "Iteration: 1 \n", "|Total Norm: 3.5670e+00 |Residual: 1.0585e-07 |A: -3.5670e+00| Relative Norm : 1.6803e-03\n", "Iteration: 2 \n", "|Total Norm: 7.1607e-03 |Residual: 2.0475e-11 |A: 7.1607e-03| Relative Norm : 3.3733e-06\n", "Iteration: 3 \n", "|Total Norm: 1.4369e-05 |Residual: 1.9841e-11 |A: -1.4369e-05| Relative Norm : 6.7689e-09\n", "Iteration: 4 \n", "|Total Norm: 2.7823e-08 |Residual: 2.0318e-11 |A: 2.7823e-08| Relative Norm : 1.3107e-11\n", "\n", "Arc-Length Step 10 :\n", "Iteration: 0 \n", "|Total Norm: 2.1226e+03 |Residual: 3.5422e-02 |A: 2.1226e+03| Relative Norm : 1.0000e+00\n", "Iteration: 1 \n", "|Total Norm: 3.5633e+00 |Residual: 1.5262e-07 |A: -3.5633e+00| Relative Norm : 1.6787e-03\n", "Iteration: 2 \n", "|Total Norm: 7.1522e-03 |Residual: 2.1801e-11 |A: 7.1522e-03| Relative Norm : 3.3695e-06\n", "Iteration: 3 \n", "|Total Norm: 1.4351e-05 |Residual: 2.2095e-11 |A: -1.4351e-05| Relative Norm : 6.7609e-09\n", "Iteration: 4 \n", "|Total Norm: 2.8173e-08 |Residual: 2.1516e-11 |A: 2.8173e-08| Relative Norm : 1.3272e-11\n", "\n", "Arc-Length Step 11 :\n", "Iteration: 0 \n", "|Total Norm: 2.1225e+03 |Residual: 3.5312e-02 |A: 2.1225e+03| Relative Norm : 1.0000e+00\n", "Iteration: 1 \n", "|Total Norm: 3.5599e+00 |Residual: 2.3238e-07 |A: -3.5599e+00| Relative Norm : 1.6772e-03\n", "Iteration: 2 \n", "|Total Norm: 7.1440e-03 |Residual: 2.2486e-11 |A: 7.1440e-03| Relative Norm : 3.3658e-06\n", "Iteration: 3 \n", "|Total Norm: 1.4334e-05 |Residual: 2.3483e-11 |A: -1.4334e-05| Relative Norm : 6.7534e-09\n", "Iteration: 4 \n", "|Total Norm: 2.7241e-08 |Residual: 2.1829e-11 |A: 2.7241e-08| Relative Norm : 1.2835e-11\n", "\n", "Arc-Length Step 12 :\n", "Iteration: 0 \n", "|Total Norm: 2.1223e+03 |Residual: 3.5200e-02 |A: 2.1223e+03| Relative Norm : 1.0000e+00\n", "Iteration: 1 \n", "|Total Norm: 3.5569e+00 |Residual: 3.7247e-07 |A: -3.5569e+00| Relative Norm : 1.6759e-03\n", "Iteration: 2 \n", "|Total Norm: 7.1361e-03 |Residual: 2.3503e-11 |A: 7.1361e-03| Relative Norm : 3.3624e-06\n", "Iteration: 3 \n", "|Total Norm: 1.4318e-05 |Residual: 2.3736e-11 |A: -1.4318e-05| Relative Norm : 6.7462e-09\n", "Iteration: 4 \n", "|Total Norm: 2.9570e-08 |Residual: 2.3117e-11 |A: 2.9569e-08| Relative Norm : 1.3932e-11\n", "\n", "Arc-Length Step 13 :\n", "Iteration: 0 \n", "|Total Norm: 2.1222e+03 |Residual: 3.5088e-02 |A: 2.1222e+03| Relative Norm : 1.0000e+00\n", "Iteration: 1 \n", "|Total Norm: 3.5548e+00 |Residual: 6.2993e-07 |A: -3.5548e+00| Relative Norm : 1.6751e-03\n", "Iteration: 2 \n", "|Total Norm: 7.1290e-03 |Residual: 2.7705e-11 |A: 7.1290e-03| Relative Norm : 3.3593e-06\n", "Iteration: 3 \n", "|Total Norm: 1.4301e-05 |Residual: 2.8306e-11 |A: -1.4301e-05| Relative Norm : 6.7388e-09\n", "Iteration: 4 \n", "|Total Norm: 2.7707e-08 |Residual: 2.9772e-11 |A: 2.7707e-08| Relative Norm : 1.3056e-11\n", "\n", "Arc-Length Step 14 :\n", "Iteration: 0 \n", "|Total Norm: 2.1220e+03 |Residual: 3.4973e-02 |A: 2.1220e+03| Relative Norm : 1.0000e+00\n", "Iteration: 1 \n", "|Total Norm: 3.5545e+00 |Residual: 1.1330e-06 |A: -3.5545e+00| Relative Norm : 1.6751e-03\n", "Iteration: 2 \n", "|Total Norm: 7.1236e-03 |Residual: 3.4956e-11 |A: 7.1236e-03| Relative Norm : 3.3570e-06\n", "Iteration: 3 \n", "|Total Norm: 1.4290e-05 |Residual: 3.6204e-11 |A: -1.4290e-05| Relative Norm : 6.7340e-09\n", "Iteration: 4 \n", "|Total Norm: 2.8289e-08 |Residual: 3.6479e-11 |A: 2.8289e-08| Relative Norm : 1.3331e-11\n", "\n", "Arc-Length Step 15 :\n", "Iteration: 0 \n", "|Total Norm: 2.1218e+03 |Residual: 3.4855e-02 |A: 2.1218e+03| Relative Norm : 1.0000e+00\n", "Iteration: 1 \n", "|Total Norm: 3.5579e+00 |Residual: 2.1973e-06 |A: -3.5579e+00| Relative Norm : 1.6768e-03\n", "Iteration: 2 \n", "|Total Norm: 7.1214e-03 |Residual: 3.7540e-11 |A: 7.1214e-03| Relative Norm : 3.3562e-06\n", "Iteration: 3 \n", "|Total Norm: 1.4286e-05 |Residual: 3.6748e-11 |A: -1.4286e-05| Relative Norm : 6.7329e-09\n", "Iteration: 4 \n", "|Total Norm: 2.9453e-08 |Residual: 3.8109e-11 |A: 2.9453e-08| Relative Norm : 1.3881e-11\n", "\n", "Arc-Length Step 16 :\n", "Iteration: 0 \n", "|Total Norm: 2.1216e+03 |Residual: 3.4728e-02 |A: 2.1216e+03| Relative Norm : 1.0000e+00\n", "Iteration: 1 \n", "|Total Norm: 3.5699e+00 |Residual: 4.6974e-06 |A: -3.5699e+00| Relative Norm : 1.6826e-03\n", "Iteration: 2 \n", "|Total Norm: 7.1233e-03 |Residual: 3.9741e-11 |A: 7.1233e-03| Relative Norm : 3.3575e-06\n", "Iteration: 3 \n", "|Total Norm: 1.4286e-05 |Residual: 3.8248e-11 |A: -1.4286e-05| Relative Norm : 6.7334e-09\n", "Iteration: 4 \n", "|Total Norm: 2.9337e-08 |Residual: 3.8661e-11 |A: 2.9337e-08| Relative Norm : 1.3827e-11\n", "\n", "Arc-Length Step 17 :\n", "Iteration: 0 \n", "|Total Norm: 2.1214e+03 |Residual: 3.4584e-02 |A: 2.1214e+03| Relative Norm : 1.0000e+00\n", "Iteration: 1 \n", "|Total Norm: 3.6030e+00 |Residual: 1.1468e-05 |A: -3.6030e+00| Relative Norm : 1.6984e-03\n", "Iteration: 2 \n", "|Total Norm: 7.1208e-03 |Residual: 5.4688e-11 |A: 7.1208e-03| Relative Norm : 3.3566e-06\n", "Iteration: 3 \n", "|Total Norm: 1.4281e-05 |Residual: 4.0893e-11 |A: -1.4281e-05| Relative Norm : 6.7319e-09\n", "Iteration: 4 \n", "|Total Norm: 2.9570e-08 |Residual: 4.1504e-11 |A: 2.9569e-08| Relative Norm : 1.3939e-11\n", "\n", "Arc-Length Step 18 :\n", "Iteration: 0 \n", "|Total Norm: 2.1211e+03 |Residual: 3.4398e-02 |A: 2.1211e+03| Relative Norm : 1.0000e+00\n", "Iteration: 1 \n", "|Total Norm: 3.6962e+00 |Residual: 3.4000e-05 |A: -3.6962e+00| Relative Norm : 1.7426e-03\n", "Iteration: 2 \n", "|Total Norm: 7.0135e-03 |Residual: 1.9105e-10 |A: 7.0135e-03| Relative Norm : 3.3065e-06\n", "Iteration: 3 \n", "|Total Norm: 1.4066e-05 |Residual: 3.8800e-11 |A: -1.4066e-05| Relative Norm : 6.6314e-09\n", "Iteration: 4 \n", "|Total Norm: 2.9220e-08 |Residual: 3.9831e-11 |A: 2.9220e-08| Relative Norm : 1.3776e-11\n", "\n", "Arc-Length Step 19 :\n", "Iteration: 0 \n", "|Total Norm: 2.1208e+03 |Residual: 3.4092e-02 |A: 2.1208e+03| Relative Norm : 1.0000e+00\n", "Iteration: 1 \n", "|Total Norm: 3.9966e+00 |Residual: 1.3823e-04 |A: -3.9966e+00| Relative Norm : 1.8845e-03\n", "Iteration: 2 \n", "|Total Norm: 5.7595e-03 |Residual: 1.5407e-09 |A: 5.7595e-03| Relative Norm : 2.7157e-06\n", "Iteration: 3 \n", "|Total Norm: 1.1572e-05 |Residual: 4.2656e-11 |A: -1.1572e-05| Relative Norm : 5.4567e-09\n", "Iteration: 4 \n", "|Total Norm: 2.2817e-08 |Residual: 4.1945e-11 |A: 2.2817e-08| Relative Norm : 1.0759e-11\n", "\n", "Arc-Length Step 20 :\n", "Iteration: 0 \n", "|Total Norm: 2.1201e+03 |Residual: 3.3338e-02 |A: 2.1201e+03| Relative Norm : 1.0000e+00\n", "Iteration: 1 \n", "|Total Norm: 5.3120e+00 |Residual: 1.0296e-03 |A: -5.3120e+00| Relative Norm : 2.5056e-03\n", "Iteration: 2 \n", "|Total Norm: 1.3499e-02 |Residual: 3.3193e-08 |A: -1.3499e-02| Relative Norm : 6.3673e-06\n", "Iteration: 3 \n", "|Total Norm: 2.7670e-05 |Residual: 4.3386e-11 |A: 2.7670e-05| Relative Norm : 1.3051e-08\n", "Iteration: 4 \n", "|Total Norm: 5.7160e-08 |Residual: 4.4566e-11 |A: -5.7160e-08| Relative Norm : 2.6961e-11\n", "\n", "Arc-Length Step 21 :\n", "Iteration: 0 \n", "|Total Norm: 2.1180e+03 |Residual: 2.9969e-02 |A: 2.1180e+03| Relative Norm : 1.0000e+00\n", "Iteration: 1 \n", "|Total Norm: 1.8493e+01 |Residual: 3.9738e-02 |A: -1.8493e+01| Relative Norm : 8.7311e-03\n", "Iteration: 2 \n", "|Total Norm: 1.1711e+00 |Residual: 1.3147e-05 |A: -1.1711e+00| Relative Norm : 5.5291e-04\n", "Iteration: 3 \n", "|Total Norm: 8.3386e-03 |Residual: 4.9781e-09 |A: 8.3386e-03| Relative Norm : 3.9369e-06\n", "Iteration: 4 \n", "|Total Norm: 1.6346e-05 |Residual: 4.2348e-11 |A: -1.6346e-05| Relative Norm : 7.7173e-09\n", "Iteration: 5 \n", "|Total Norm: 3.2480e-08 |Residual: 4.2963e-11 |A: 3.2480e-08| Relative Norm : 1.5335e-11\n", "\n", "Arc-Length Step 22 :\n", "Iteration: 0 \n", "|Total Norm: 2.1017e+03 |Residual: 1.0620e-01 |A: 2.1017e+03| Relative Norm : 1.0000e+00\n", "Iteration: 1 \n", "|Total Norm: 1.3920e+02 |Residual: 1.4753e+00 |A: 1.3920e+02| Relative Norm : 6.6234e-02\n", "Iteration: 2 \n", "|Total Norm: 8.2069e+01 |Residual: 2.1121e+00 |A: -8.2042e+01| Relative Norm : 3.9049e-02\n", "Iteration: 3 \n", "|Total Norm: 5.0584e+02 |Residual: 1.2935e+01 |A: -5.0567e+02| Relative Norm : 2.4068e-01\n", "Iteration: 4 \n", "|Total Norm: 5.7802e+02 |Residual: 2.0530e-02 |A: -5.7802e+02| Relative Norm : 2.7503e-01\n", "Iteration: 5 \n", "|Total Norm: 3.2218e+02 |Residual: 6.1237e-01 |A: -3.2218e+02| Relative Norm : 1.5329e-01\n", "Iteration: 6 \n", "|Total Norm: 3.3445e+01 |Residual: 1.4510e-02 |A: 3.3445e+01| Relative Norm : 1.5913e-02\n", "Iteration: 7 \n", "|Total Norm: 1.0291e+01 |Residual: 5.5474e-04 |A: 1.0291e+01| Relative Norm : 4.8964e-03\n", "Iteration: 8 \n", "|Total Norm: 9.2142e-02 |Residual: 8.4985e-08 |A: 9.2142e-02| Relative Norm : 4.3842e-05\n", "Iteration: 9 \n", "|Total Norm: 4.8233e-05 |Residual: 4.5119e-11 |A: 4.8233e-05| Relative Norm : 2.2949e-08\n", "Iteration: 10 \n", "|Total Norm: 1.0012e-08 |Residual: 4.6327e-11 |A: 1.0012e-08| Relative Norm : 4.7637e-12\n", "\n", "Arc-Length Step 23 :\n", "Iteration: 0 \n", "|Total Norm: 8.7006e+02 |Residual: 4.7428e+01 |A: 8.6876e+02| Relative Norm : 1.0000e+00\n", "Iteration: 1 \n", "|Total Norm: 1.7038e+03 |Residual: 1.3156e-01 |A: -1.7038e+03| Relative Norm : 1.9582e+00\n", "Iteration: 2 \n", "|Total Norm: 5.8139e+02 |Residual: 5.3843e-01 |A: 5.8139e+02| Relative Norm : 6.6823e-01\n", "Iteration: 3 \n", "|Total Norm: 3.9780e+01 |Residual: 6.6247e-03 |A: 3.9780e+01| Relative Norm : 4.5721e-02\n", "Iteration: 4 \n", "|Total Norm: 3.5177e+00 |Residual: 2.7393e-05 |A: 3.5177e+00| Relative Norm : 4.0430e-03\n", "Iteration: 5 \n", "|Total Norm: 5.1063e-03 |Residual: 3.1942e-10 |A: 5.1063e-03| Relative Norm : 5.8689e-06\n", "Iteration: 6 \n", "|Total Norm: 9.3877e-07 |Residual: 5.0740e-11 |A: 9.3877e-07| Relative Norm : 1.0790e-09\n", "\n", "Arc-Length Step 24 :\n", "Iteration: 0 \n", "|Total Norm: 1.5132e+02 |Residual: 2.9476e+01 |A: -1.4842e+02| Relative Norm : 1.0000e+00\n", "Iteration: 1 \n", "|Total Norm: 6.9015e+02 |Residual: 1.9051e-01 |A: -6.9015e+02| Relative Norm : 4.5610e+00\n", "Iteration: 2 \n", "|Total Norm: 6.3485e+02 |Residual: 4.2235e-01 |A: 6.3485e+02| Relative Norm : 4.1955e+00\n", "Iteration: 3 \n", "|Total Norm: 3.9017e+01 |Residual: 3.4629e-03 |A: 3.9017e+01| Relative Norm : 2.5785e-01\n", "Iteration: 4 \n", "|Total Norm: 1.5919e+00 |Residual: 3.6610e-06 |A: 1.5919e+00| Relative Norm : 1.0520e-02\n", "Iteration: 5 \n", "|Total Norm: 8.6827e-04 |Residual: 5.9728e-11 |A: 8.6827e-04| Relative Norm : 5.7380e-06\n", "Iteration: 6 \n", "|Total Norm: 1.2259e-07 |Residual: 5.3523e-11 |A: 1.2259e-07| Relative Norm : 8.1012e-10\n", "\n", "Arc-Length Step 25 :\n", "Iteration: 0 \n", "|Total Norm: 1.3318e+02 |Residual: 1.4316e+01 |A: -1.3241e+02| Relative Norm : 1.0000e+00\n", "Iteration: 1 \n", "|Total Norm: 2.0608e+02 |Residual: 9.3473e-02 |A: -2.0608e+02| Relative Norm : 1.5473e+00\n", "Iteration: 2 \n", "|Total Norm: 1.9715e+02 |Residual: 3.2933e-02 |A: 1.9715e+02| Relative Norm : 1.4803e+00\n", "Iteration: 3 \n", "|Total Norm: 3.2879e+00 |Residual: 1.9443e-05 |A: 3.2879e+00| Relative Norm : 2.4687e-02\n", "Iteration: 4 \n", "|Total Norm: 8.3677e-03 |Residual: 2.0951e-10 |A: 8.3677e-03| Relative Norm : 6.2828e-05\n", "Iteration: 5 \n", "|Total Norm: 1.0462e-06 |Residual: 6.0425e-11 |A: 1.0462e-06| Relative Norm : 7.8555e-09\n", "Iteration: 6 \n", "|Total Norm: 9.3324e-10 |Residual: 5.9786e-11 |A: 9.3132e-10| Relative Norm : 7.0072e-12\n", "\n", "Arc-Length Step 26 :\n", "Iteration: 0 \n", "|Total Norm: 1.1688e+02 |Residual: 9.4880e+00 |A: -1.1650e+02| Relative Norm : 1.0000e+00\n", "Iteration: 1 \n", "|Total Norm: 8.9529e+01 |Residual: 4.8316e-02 |A: -8.9529e+01| Relative Norm : 7.6598e-01\n", "Iteration: 2 \n", "|Total Norm: 8.4197e+01 |Residual: 4.8963e-03 |A: 8.4197e+01| Relative Norm : 7.2036e-01\n", "Iteration: 3 \n", "|Total Norm: 5.0529e-01 |Residual: 4.6408e-07 |A: 5.0529e-01| Relative Norm : 4.3230e-03\n", "Iteration: 4 \n", "|Total Norm: 2.1869e-04 |Residual: 6.2127e-11 |A: 2.1869e-04| Relative Norm : 1.8710e-06\n", "Iteration: 5 \n", "|Total Norm: 2.2468e-08 |Residual: 6.2099e-11 |A: 2.2468e-08| Relative Norm : 1.9223e-10\n" ] } ], "source": [ "disp = [u.vector().copy()]\n", "lmbda = [0]\n", "# Function space to compute reaction force at each iteration\n", "v_reac = Function(V)\n", "bcRx = DirichletBC(V.sub(0), Constant(1.0), Left) # take reaction force from the left boundary\n", "f_reac = [0.0]\n", "\n", "strain_crit = float((1/4)*((3*mu_s/mu_f))**(2/3))# critial strain\n", "while np.abs(apply_disp.t) < strain_crit*L*1.2 and solver.converged:\n", " solver.solve()\n", " if solver.converged:\n", " # Store whole displacement field\n", " disp.append(u.vector().copy())\n", " # Store displacement factor\n", " lmbda.append(apply_disp.t)\n", " # Compute and store reaction force\n", " bcRx.apply(v_reac.vector())\n", " f_reac.append(assemble(action(residual,v_reac)))" ] }, { "attachments": {}, "cell_type": "markdown", "id": "4f0c025f", "metadata": {}, "source": [ "## Optional: Stop at at specific criterion\n", "To strongly impose the stop condition, we add Newton solver at the end with a specific prescribed displacement and replace the final solution with the solution from the Newton Solver. In this case, we enforced the stop criterion with the applied displacement is slightly over the analytical critical strain." ] }, { "cell_type": "code", "execution_count": 10, "id": "818498ad", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Calling FFC just-in-time (JIT) compiler, this may take some time.\n", "Calling FFC just-in-time (JIT) compiler, this may take some time.\n", "Calling FFC just-in-time (JIT) compiler, this may take some time.\n", "Calling FFC just-in-time (JIT) compiler, this may take some time.\n", "Calling FFC just-in-time (JIT) compiler, this may take some time.\n", "Calling FFC just-in-time (JIT) compiler, this may take some time.\n", "Calling FFC just-in-time (JIT) compiler, this may take some time.\n", "Solving nonlinear variational problem.\n", " Newton iteration 0: r (abs) = 2.151e+02 (tol = 1.000e-10) r (rel) = 1.000e+00 (tol = 1.000e-09)\n", " Newton iteration 1: r (abs) = 2.765e-01 (tol = 1.000e-10) r (rel) = 1.285e-03 (tol = 1.000e-09)\n", " Newton iteration 2: r (abs) = 7.750e-05 (tol = 1.000e-10) r (rel) = 3.602e-07 (tol = 1.000e-09)\n", " Newton iteration 3: r (abs) = 8.076e-09 (tol = 1.000e-10) r (rel) = 3.754e-11 (tol = 1.000e-09)\n", " Newton solver finished in 3 iterations and 3 linear solver iterations.\n" ] } ], "source": [ "apply_disp.t = -strain_crit*L*1.2 # stop simulation after bifurcation\n", "problem = NonlinearVariationalProblem(residual, u, bcs, J)\n", "newton_solver = NonlinearVariationalSolver(problem)\n", "newton_solver.solve()\n", "\n", "disp.pop()\n", "lmbda.pop()\n", "f_reac.pop()\n", "disp.append(u.vector())\n", "lmbda.append(apply_disp.t)\n", "f_reac.append(assemble(action(residual,v_reac)))" ] }, { "attachments": {}, "cell_type": "markdown", "id": "f2df5fac", "metadata": {}, "source": [ "## Post Processing\n", "Here we plot the final deformed shape, equilibrium path, and the wavelength. We obtain the analytical solutions from: https://royalsocietypublishing.org/doi/epdf/10.1098/rsta.2016.0163 and https://groups.seas.harvard.edu/hutchinson/papers/WrinklingPhenonmena-JAMF.pdf" ] }, { "cell_type": "code", "execution_count": 11, "id": "6a2bb347", "metadata": { "scrolled": true }, "outputs": [ { "data": { "text/plain": [ "Text(0.5, 1.0, 'Final Deformation')" ] }, "execution_count": 11, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "plt.figure(figsize=(7,7))\n", "plot(u, mode = 'displacement', cmap='Reds', edgecolor = 'k', linewidth = 0.2)\n", "plt.title('Final Deformation')" ] }, { "cell_type": "code", "execution_count": 12, "id": "7e6082d7", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Percent Error between analytical critical strain and FEA critical strain: 1.5933169703227463 %\n" ] }, { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "test_y = np.diff(np.array(f_reac))\n", "\n", "test_x = np.diff(-np.array(lmbda)/L)\n", "\n", "fea_soln = np.nanargmax(np.abs((np.diff(np.diff(((np.array(f_reac[1:])/(Hs+Hf))/(-np.array(lmbda[1:]))/L)))))) # find the inflection point from FEA solution and use that as critical strain\n", "\n", "plt.figure(figsize=(7,5))\n", "plt.plot(-np.array(lmbda)/L, np.array(f_reac)/(Hs+Hf), c='k', marker = 'o', label = 'Equilibrium Path')\n", "plt.plot(-np.array(lmbda[fea_soln+2])/L, np.array(f_reac[fea_soln+2])/(Hs+Hf), marker = 'd', c =(0.4,0,0) , ls = 'None', markersize = 10, label='FEA critical strain')\n", "plt.axvline(strain_crit, ls = ':', c = (0.7,0,0), label = 'Analytical Critical Strain')\n", "plt.xlabel('Applied Strain')\n", "plt.ylabel('Stress per unit depth')\n", "plt.title('Equilibrium path')\n", "plt.legend()\n", "\n", "percent_diff_crit_strain = ((strain_crit-(-np.array(lmbda[fea_soln+2])/L))/strain_crit) * 100\n", "print('Percent Error between analytical critical strain and FEA critical strain:',percent_diff_crit_strain,'%')" ] }, { "attachments": {}, "cell_type": "markdown", "id": "5275080d", "metadata": {}, "source": [ "Here we extract and compare the post-bifurcation wrinkling wavelength from FEA and analytical solution." ] }, { "cell_type": "code", "execution_count": 13, "id": "ace016ed", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Percent Error between analytical wavelength and fitted FEM wavelength: 0.26494519096416136 %\n" ] }, { "data": { "image/png": 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "post_bif = np.argwhere(-np.array(lmbda)/L > strain_crit).reshape(-1) # get index after bifurcation\n", "# get solution after onset of bifurcation:\n", "disp_bif = disp[post_bif[0]]\n", "u_bif = Function(V) \n", "u_bif.vector()[:] = disp_bif[:]\n", "\n", "\n", "# Get dof coordinates:\n", "x_dofs = V.sub(0).dofmap().dofs()\n", "y_dofs = V.sub(1).dofmap().dofs()\n", "theta_dofs = V.sub(1).dofmap().dofs()\n", "dofs = V.tabulate_dof_coordinates()\n", "dof_coords = dofs.reshape((-1, 2))\n", "\n", "x_nodal_coord = dof_coords[x_dofs][:,0]\n", "y_nodal_coord = dof_coords[y_dofs][:,1]\n", "# Get nodal values \n", "\n", "top_layer = np.argwhere(np.abs(y_nodal_coord-(Hs+Hf)) < 1e-6)\n", "\n", "# Plot displacement field\n", "disp_x = x_nodal_coord[top_layer].reshape(-1)#(x_nodal_coord + u_bif.vector()[x_dofs])[top_layer].reshape(-1)\n", "disp_y = (y_nodal_coord + u_bif.vector()[y_dofs])[top_layer].reshape(-1)\n", "\n", "# Fit to cosine functions\n", "from scipy import optimize\n", "\n", "def fit_func(x, amp, wave, phi, offset):\n", " return amp * np.cos((2*np.pi)/wave * x + phi) + offset\n", "\n", "params, params_covariance = optimize.curve_fit(fit_func, disp_x, disp_y,\n", " p0=[1.0,ana_wavelength,0.0,Hf+Hs])\n", "\n", "plt.figure(figsize = (7,7))\n", "\n", "plt.title('FEA wavelength vs Analytical Wavelength')\n", "plt.scatter(disp_x,disp_y, marker = '.', c = 'r', s = 50, label='FEA data')\n", "plt.scatter(disp_x,fit_func(disp_x, params[0], params[1], params[2], params[3]), c = 'None', marker = 's',edgecolor = 'k', s = 50, linewidth = 2, label = 'Fitted FEA data')\n", "plt.scatter(disp_x,fit_func(disp_x, params[0], ana_wavelength, params[2], params[3]), c = 'None', marker = 'd', edgecolor = (0.5,0,0), s = 50, linewidth = 2, label = 'Analytical Wavelength')\n", "plt.xlabel('x displacement')\n", "plt.ylabel('y displacement')\n", "plt.legend(loc = (1.01,0.5))\n", "\n", "print('Percent Error between analytical wavelength and fitted FEM wavelength:',((params[1]-ana_wavelength)/ana_wavelength)*100, '%')\n" ] }, { "attachments": {}, "cell_type": "markdown", "id": "1ec7be81", "metadata": {}, "source": [ "## Optional: Creating an animation from solution snapshots\n", "\n", "For aesthethics reason, we only look at the thin fim part of the bilayer." ] }, { "cell_type": "code", "execution_count": 14, "id": "db1fefc3", "metadata": {}, "outputs": [ { "data": { "text/html": [ "\n", "\n", "\n", "\n", "\n", "\n", "
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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "from matplotlib import animation, rc\n", "\n", "plt.rcParams[\"animation.html\"] = \"jshtml\"\n", "\n", "u_plot = Function(V)\n", "\n", "fig = plt.figure(figsize=(12,5))\n", "ax = fig.gca()\n", "\n", "# Make sure to only look at surface\n", "ax.set_xlim([0,L])\n", "ax.set_ylim([Hs,Hs+Hf+3])\n", "\n", "def drawframe(n):\n", " fig.clf()\n", " ax = fig.gca()\n", " ax.set_xlim([0,L])\n", " ax.set_ylim([Hs,Hf+Hs+5])\n", " u_plot = Function(V)\n", " u_plot.vector()[:] = disp[n][:]\n", " return plot(u_plot, mode = 'displacement', cmap = 'Reds'),\n", "# blit=True re-draws only the parts that have changed.\n", "anim = animation.FuncAnimation(fig, drawframe, frames=len(lmbda), interval=40, blit=True)\n", "anim" ] }, { "cell_type": "code", "execution_count": null, "id": "bf019497", "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": "3.10.11" }, "vscode": { "interpreter": { "hash": "916dbcbb3f70747c44a77c7bcd40155683ae19c65e1c03b4aa3499c5328201f1" } } }, "nbformat": 4, "nbformat_minor": 5 }