{ "cells": [ { "cell_type": "markdown", "id": "37d01f2d-e9d2-43e3-8050-694f5131a114", "metadata": {}, "source": [ "Tutorial: topology optimization using pyfe3d\n", "===\n", "\n", "Date: 14 of October 2024\n", "\n", "Author: Saullo G. P. Castro\n", "\n", "Cite this tutorial as:\n", "\n", "Castro, SGP (2024). General-purpose finite element solver based on Python and Cython (Version 0.5.0). Zenodo. DOI: https://doi.org/10.5281/zenodo.6573489.\n" ] }, { "cell_type": "markdown", "id": "03a307cc-d878-4977-8fc8-3bbba863e756", "metadata": {}, "source": [ "Importing Python modules\n", "---" ] }, { "cell_type": "code", "execution_count": 1, "id": "45874bf5-62b9-4ab9-959e-f32f24ba459d", "metadata": {}, "outputs": [], "source": [ "import numpy as np\n", "from numpy import isclose\n", "from scipy.sparse.linalg import cg\n", "from scipy.sparse import coo_matrix\n", "from scipy.optimize import minimize\n", "\n", "from pyfe3d.shellprop_utils import isotropic_plate\n", "from pyfe3d import Quad4R, Quad4RData, Quad4RProbe, INT, DOUBLE, DOF" ] }, { "cell_type": "markdown", "id": "ae6147f3-6f23-4c82-bdb4-c15b8023c9a6", "metadata": {}, "source": [ "Creating mesh\n", "---" ] }, { "cell_type": "code", "execution_count": 2, "id": "edacfc8c-a722-4105-852f-125fde337a38", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "# number of elements 1444\n" ] } ], "source": [ "data = Quad4RData()\n", "probe = Quad4RProbe()\n", "nx = 39\n", "ny = 39\n", "N = DOF*nx*ny\n", "\n", "a = 3.0\n", "b = 3.0\n", "\n", "c = 3\n", "E0 = 203.e9 # Pa\n", "nu = 0.33\n", "\n", "h = 0.003 # m\n", "\n", "xtmp = np.linspace(0, a, nx)\n", "ytmp = np.linspace(0, b, ny)\n", "xmesh, ymesh = np.meshgrid(xtmp, ytmp)\n", "ncoords = np.vstack((xmesh.T.flatten(), ymesh.T.flatten(), np.zeros_like(ymesh.T.flatten()))).T\n", "\n", "x = ncoords[:, 0]\n", "y = ncoords[:, 1]\n", "z = ncoords[:, 2]\n", "ncoords_flatten = ncoords.flatten()\n", "\n", "nids = 1 + np.arange(ncoords.shape[0])\n", "nid_pos = dict(zip(nids, np.arange(len(nids))))\n", "nids_mesh = nids.reshape(nx, ny)\n", "n1s = nids_mesh[:-1, :-1].flatten()\n", "n2s = nids_mesh[1:, :-1].flatten()\n", "n3s = nids_mesh[1:, 1:].flatten()\n", "n4s = nids_mesh[:-1, 1:].flatten()\n", "\n", "num_elements = len(n1s)\n", "print('# number of elements', num_elements)\n", "\n", "nodes = list(zip(n1s, n2s, n3s, n4s))\n" ] }, { "cell_type": "markdown", "id": "9dea2959-427b-4672-872d-5d477bcc1ed5", "metadata": {}, "source": [ "Calculate the stiffness matrix for a vector of design variables \"rho\"\n", "---\n", "\n", "The Young moduli of every element is calculated using the power law: $E=\\rho^c E_0$, where $E_0$ is the original Young modulus." ] }, { "cell_type": "code", "execution_count": 3, "id": "3360ef4a-1b0b-4dca-baa8-8259663520d2", "metadata": {}, "outputs": [], "source": [ "def calc_K(rho):\n", " E = rho**c*E0\n", "\n", " KC0r = np.zeros(data.KC0_SPARSE_SIZE*num_elements, dtype=INT)\n", " KC0c = np.zeros(data.KC0_SPARSE_SIZE*num_elements, dtype=INT)\n", " KC0v = np.zeros(data.KC0_SPARSE_SIZE*num_elements, dtype=DOUBLE)\n", "\n", " quads = []\n", " init_k_KC0 = 0\n", " i = 0\n", " for n1, n2, n3, n4 in zip(n1s, n2s, n3s, n4s):\n", " prop = isotropic_plate(thickness=h, E=E[i], nu=nu, calc_scf=True)\n", " i += 1\n", " pos1 = nid_pos[n1]\n", " pos2 = nid_pos[n2]\n", " pos3 = nid_pos[n3]\n", " pos4 = nid_pos[n4]\n", " r1 = ncoords[pos1]\n", " r2 = ncoords[pos2]\n", " r3 = ncoords[pos3]\n", " normal = np.cross(r2 - r1, r3 - r2)[2]\n", " assert normal > 0\n", " quad = Quad4R(probe)\n", " quad.n1 = n1\n", " quad.n2 = n2\n", " quad.n3 = n3\n", " quad.n4 = n4\n", " quad.c1 = DOF*nid_pos[n1]\n", " quad.c2 = DOF*nid_pos[n2]\n", " quad.c3 = DOF*nid_pos[n3]\n", " quad.c4 = DOF*nid_pos[n4]\n", " quad.init_k_KC0 = init_k_KC0\n", " quad.update_rotation_matrix(ncoords_flatten)\n", " quad.update_probe_xe(ncoords_flatten)\n", " quad.update_KC0(KC0r, KC0c, KC0v, prop)\n", " quads.append(quad)\n", " init_k_KC0 += data.KC0_SPARSE_SIZE\n", "\n", " KC0 = coo_matrix((KC0v, (KC0r, KC0c)), shape=(N, N)).tocsc()\n", "\n", " return KC0\n" ] }, { "cell_type": "markdown", "id": "f1a7a042-2a4a-445d-9836-07dbc5e7905d", "metadata": {}, "source": [ "Sensitivity of the stiffness matrix with respect to the vector \"rho\"\n", "---\n", "\n", "The local support of $\\rho_i$ in vector $\\vec{\\rho} = \\{\\rho_1, \\rho_2, \\dots, \\rho_i, \\dots, \\rho_N\\}$ makes it easy to calculate the sensitivity.\n", "\n", "$$\\frac{\\partial E}{\\partial \\rho}\\big\\rvert_i = c \\rho_i^{c-1} E_0$$" ] }, { "cell_type": "code", "execution_count": 4, "id": "ba644a89-9e08-4546-97b6-511ce6cd386c", "metadata": {}, "outputs": [], "source": [ "def dKdrho(rho, i):\n", " dEdrho = c*rho[i]**(c-1)*E0\n", " prop = isotropic_plate(thickness=h, E=dEdrho, nu=nu, calc_scf=True)\n", "\n", " KC0r = np.zeros(1*data.KC0_SPARSE_SIZE, dtype=INT)\n", " KC0c = np.zeros(1*data.KC0_SPARSE_SIZE, dtype=INT)\n", " KC0v = np.zeros(1*data.KC0_SPARSE_SIZE, dtype=DOUBLE)\n", "\n", " n1, n2, n3, n4 = nodes[i]\n", " pos1 = nid_pos[n1]\n", " pos2 = nid_pos[n2]\n", " pos3 = nid_pos[n3]\n", " pos4 = nid_pos[n4]\n", " r1 = ncoords[pos1]\n", " r2 = ncoords[pos2]\n", " r3 = ncoords[pos3]\n", " normal = np.cross(r2 - r1, r3 - r2)[2]\n", " assert normal > 0\n", " quad = Quad4R(probe)\n", " quad.n1 = n1\n", " quad.n2 = n2\n", " quad.n3 = n3\n", " quad.n4 = n4\n", " quad.c1 = DOF*nid_pos[n1]\n", " quad.c2 = DOF*nid_pos[n2]\n", " quad.c3 = DOF*nid_pos[n3]\n", " quad.c4 = DOF*nid_pos[n4]\n", " quad.init_k_KC0 = 0\n", " quad.update_rotation_matrix(ncoords_flatten)\n", " quad.update_probe_xe(ncoords_flatten)\n", " quad.update_KC0(KC0r, KC0c, KC0v, prop)\n", "\n", " KC0 = coo_matrix((KC0v, (KC0r, KC0c)), shape=(N, N)).tocsc()\n", "\n", " return KC0\n", "\n" ] }, { "cell_type": "markdown", "id": "01ad4c23-d163-448a-a93b-c0483d5d7c57", "metadata": {}, "source": [ "Applying boundary conditions and forces\n", "---" ] }, { "cell_type": "code", "execution_count": 5, "id": "9fce4045-2ea5-42d1-9b60-6b7a7755b444", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "ftotal -1000.0\n" ] } ], "source": [ "bk = np.zeros(N, dtype=bool)\n", "check = isclose(x, 0) & (isclose(y, 0.) | isclose(y, b))\n", "bk[0::DOF] = check\n", "bk[1::DOF] = check\n", "# making it a 2D membrane problem\n", "bk[2::DOF] = True\n", "bk[3::DOF] = True\n", "bk[4::DOF] = True\n", "\n", "bu = ~bk\n", "\n", "# applying load along u at x=a\n", "# nodes at vertices get 1/2 of the force\n", "fext = np.zeros(N)\n", "ftotal = -1000.\n", "print('ftotal', ftotal)\n", "# at x=0\n", "check = isclose(x, a) & isclose(y, 0)\n", "fext[1::DOF][check] = ftotal\n" ] }, { "cell_type": "markdown", "id": "04bb6e93-88d4-451e-a6a8-5782dbb5bb9f", "metadata": {}, "source": [ "Performing topology optimization\n", "---" ] }, { "cell_type": "code", "execution_count": 6, "id": "222773ba-9f52-4844-9f32-cf6691017f6c", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "# obj 0.03656858898675277\n", "# obj 0.5547638094651913\n", "# obj 0.35106069976731524\n", "# obj 0.3215979475255099\n", "# obj 0.26155065221967616\n", "# obj 0.2447341311076434\n", "# obj 0.22158155519550016\n", "# obj 0.2110542607798679\n", "# obj 0.20017326095359275\n", "# obj 0.1899385104265735\n", "# obj 0.18559066078665587\n", "# obj 0.17579991247268809\n", "# obj 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"/Users/saullogiovanip/miniconda3/lib/python3.12/site-packages/scipy/optimize/_slsqp_py.py:438: RuntimeWarning: Values in x were outside bounds during a minimize step, clipping to bounds\n", " g = append(wrapped_grad(x), 0.0)\n", "/Users/saullogiovanip/miniconda3/lib/python3.12/site-packages/scipy/optimize/_slsqp_py.py:498: RuntimeWarning: Values in x were outside bounds during a minimize step, clipping to bounds\n", " a_ieq = vstack([con['jac'](x, *con['args'])\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ "# obj 0.1093976103320863\n", "# obj 0.10641891141655721\n", "# obj 0.10528727474306264\n", "# obj 0.10298874900519467\n", "# obj 0.1007075298824823\n", "# obj 0.09893335389752553\n", "# obj 0.09774328677980391\n", "# obj 0.09603914335961679\n", "# obj 0.09477669903683783\n", "# obj 0.0933967618079123\n", "# obj 0.09213737826774447\n", "# obj 0.09103602206543925\n", "# obj 0.08992870637624946\n", "# obj 0.08876037150415103\n", "# obj 0.08761904956984673\n", "# obj 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np.max(1/Kuu.diagonal())\n", " # uu, info = cg(PREC*Kuu, PREC*fext[bu], atol=1e-3)\n", " u[bu] = uu\n", " dCdrho = np.zeros(num_elements)\n", " for i in range(num_elements):\n", " dCdrho[i] = - u.T @ dKdrho(rho, i) @ u\n", " return dCdrho\n", "\n", "\n", "def rel_volume(rho):\n", " target_rel_volume = 0.4\n", " constr = target_rel_volume - np.sum(rho)/num_elements\n", " return constr\n", "\n", "\n", "def objective(rho):\n", " global uu, K\n", " K = calc_K(rho)\n", " Kuu = K[bu, :][:, bu]\n", " PREC = np.max(1/Kuu.diagonal())\n", " uu, info = cg(PREC*Kuu, PREC*fext[bu], atol=1e-3)\n", " compl = uu.T @ Kuu @ uu\n", " print('# obj', compl)\n", " return compl\n", "\n", "\n", "constraints = [\n", " {'type': 'ineq', 'fun': rel_volume},\n", "]\n", "bounds = [[1.e-6, 1.] for _ in range(num_elements)]\n", "\n", "rho = np.ones(num_elements)\n", "topopt = minimize(objective, rho, jac=jac, method='SLSQP',\n", " constraints=constraints, bounds=bounds)" ] }, { "cell_type": "markdown", "id": "e68a894a-5108-4d94-a463-94c9b62d8f12", "metadata": {}, "source": [ "Checking the result of the topology optimization\n", "---" ] }, { "cell_type": "code", "execution_count": 7, "id": "d8e6933f-eabb-4ea0-a8f5-d750d3658302", "metadata": {}, "outputs": [ { "data": { "image/png": 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", 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "import matplotlib\n", "import matplotlib.pyplot as plt\n", "import matplotlib.cm as cm\n", "\n", "xcg = np.zeros((num_elements, 3))\n", "i = 0\n", "for n1, n2, n3, n4 in zip(n1s, n2s, n3s, n4s):\n", " pos1 = nid_pos[n1]\n", " pos2 = nid_pos[n2]\n", " pos3 = nid_pos[n3]\n", " pos4 = nid_pos[n4]\n", " r1 = ncoords[pos1]\n", " r2 = ncoords[pos2]\n", " r3 = ncoords[pos3]\n", " r4 = ncoords[pos4]\n", "\n", " xcg[i] = (r1 + r2 + r3 + r4)/4\n", " i += 1\n", "\n", "plt.clf()\n", "plt.scatter(xcg[:, 0], xcg[:, 1], c=topopt.x, vmin=0, vmax=1)\n", "plt.colorbar()\n", "plt.show()" ] }, { "cell_type": "code", "execution_count": null, "id": "c8283f1d-7b0b-439c-98f8-0ff11f13d35c", "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": "3.12.4" } }, "nbformat": 4, "nbformat_minor": 5 }