{ "cells": [ { "cell_type": "markdown", "id": "829788be-130d-4990-a1fa-807513448089", "metadata": {}, "source": [ "Tutorial: Ply tailoring using GA for a simply-supported plate under normal load\n", "==\n", "Date: 4 February 2026\n", "\n", "Author: Saullo G. P. Castro\n", "\n", "Cite this tutorial as:\n", "\n", "Saullo G. P. Castro. (2026). General-purpose finite element solver based on Python and Cython (Version 0.7.0). Zenodo. DOI: https://doi.org/10.5281/zenodo.6573489." ] }, { "cell_type": "markdown", "id": "a3ede411-be73-4ab6-9c74-ca7d9dbe6222", "metadata": {}, "source": [ "Installing required modules\n", "--" ] }, { "cell_type": "code", "execution_count": 1, "id": "5e2b8e23-2720-40c3-9387-dff685a9725f", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "\u001b[33mDEPRECATION: Loading egg at /Users/saullogiovanip/miniconda3/lib/python3.13/site-packages/panels-0.5.0-py3.13-macosx-11.1-arm64.egg is deprecated. pip 25.1 will enforce this behaviour change. A possible replacement is to use pip for package installation. Discussion can be found at https://github.com/pypa/pip/issues/12330\u001b[0m\u001b[33m\n", "\u001b[0m\u001b[33mDEPRECATION: Loading egg at /Users/saullogiovanip/miniconda3/lib/python3.13/site-packages/tuduam-2026.3-py3.13.egg is deprecated. pip 25.1 will enforce this behaviour change. A possible replacement is to use pip for package installation. Discussion can be found at https://github.com/pypa/pip/issues/12330\u001b[0m\u001b[33m\n", "\u001b[0m" ] } ], "source": [ "!python -m pip install numpy pyvista pymoo scipy pyfe3d > tmp.txt" ] }, { "cell_type": "code", "execution_count": 2, "id": "e6fa13d4-a163-4282-9dbc-3f8c1a07fc80", "metadata": {}, "outputs": [], "source": [ "import numpy as np\n", "import pyvista as pv\n", "from pymoo.core.problem import ElementwiseProblem\n", "from pymoo.core.callback import Callback\n", "from pymoo.algorithms.soo.nonconvex.ga import GA\n", "from pymoo.optimize import minimize\n", "from pymoo.operators.crossover.sbx import SBX\n", "from pymoo.operators.mutation.pm import PM\n", "from pymoo.operators.sampling.rnd import IntegerRandomSampling\n", "from pymoo.operators.repair.rounding import RoundingRepair\n", "from pymoo.termination import get_termination\n", "from scipy.sparse.linalg import spsolve\n", "from scipy.sparse import coo_matrix\n", "from pyfe3d.shellprop import ShellProp\n", "from pyfe3d import Quad4, Quad4Data, Quad4Probe, INT, DOUBLE, DOF\n", "\n", "\n", "def get_Q_matrix(E1, E2, nu12, G12, G13, G23, theta_deg):\n", " \"\"\"\n", " Calculate the transformed reduced stiffness matrix Q_bar for a given angle.\n", " \"\"\"\n", " nu21 = nu12 * E2 / E1\n", " denom = 1 - nu12 * nu21\n", " Q11 = E1 / denom\n", " Q22 = E2 / denom\n", " Q12 = nu12 * E2 / denom\n", " Q66 = G12\n", "\n", " c = np.cos(np.radians(theta_deg))\n", " s = np.sin(np.radians(theta_deg))\n", "\n", " c2 = c**2; s2 = s**2; c4 = c**4; s4 = s**4\n", "\n", " Q_bar_11 = Q11*c4 + 2*(Q12 + 2*Q66)*s2*c2 + Q22*s4\n", " Q_bar_22 = Q11*s4 + 2*(Q12 + 2*Q66)*s2*c2 + Q22*c4\n", " Q_bar_12 = (Q11 + Q22 - 4*Q66)*s2*c2 + Q12*(s4 + c4)\n", " Q_bar_66 = (Q11 + Q22 - 2*Q12 - 2*Q66)*s2*c2 + Q66*(s4 + c4)\n", "\n", " Q_bar_44 = G23 * c2 + G13 * s2\n", " Q_bar_55 = G13 * c2 + G23 * s2\n", " Q_bar_45 = (G13 - G23) * c * s\n", "\n", " Q_bar = np.array([\n", " [Q_bar_11, Q_bar_12, 0, 0, 0, 0],\n", " [Q_bar_12, Q_bar_22, 0, 0, 0, 0],\n", " [0, 0, 0, 0, 0, 0],\n", " [0, 0, 0, Q_bar_44, Q_bar_45, 0],\n", " [0, 0, 0, Q_bar_45, Q_bar_55, 0],\n", " [0, 0, 0, 0, 0, Q_bar_66]\n", " ])\n", " return Q_bar\n", "\n", "\n", "class SmearedPlateOptimization(ElementwiseProblem):\n", " def __init__(self, nx, ny, a, b, load_val, max_deflection, thicknesses, mat_data):\n", " self.nx = nx\n", " self.ny = ny\n", " self.n_elems = (self.nx - 1)*(self.ny - 1)\n", " self.a = a\n", " self.b = b\n", " self.load_val = load_val\n", " self.max_deflection = max_deflection\n", " self.rho = mat_data['rho']\n", "\n", " # Pre-calculate Base Q matrices\n", " E1, E2 = mat_data['E1'], mat_data['E2']\n", " nu12, G12 = mat_data['nu12'], mat_data['G12']\n", " G13, G23 = mat_data['G13'], mat_data['G23']\n", "\n", " num_orientations = 3\n", "\n", " self.Q0 = get_Q_matrix(E1, E2, nu12, G12, G13, G23, 0)\n", " self.Q90 = get_Q_matrix(E1, E2, nu12, G12, G13, G23, 90)\n", " self.Q45p = get_Q_matrix(E1, E2, nu12, G12, G13, G23, 45)\n", " self.Q45m = get_Q_matrix(E1, E2, nu12, G12, G13, G23, -45)\n", " self.Q45_sum = self.Q45p + self.Q45m\n", "\n", " self.thicknesses = thicknesses\n", " self.eid_prop = {}\n", "\n", " n_var = num_orientations*self.n_elems\n", "\n", " self._init_fe_model()\n", "\n", " super().__init__(n_var=n_var,\n", " n_obj=1,\n", " n_ieq_constr=1,\n", " xl=0,\n", " xu=len(thicknesses) - 1,\n", " vtype=int)\n", "\n", "\n", " def _init_fe_model(self):\n", " data = Quad4Data()\n", " probe = Quad4Probe()\n", "\n", " xtmp = np.linspace(0, self.a/2, self.nx)\n", " ytmp = np.linspace(0, self.b/2, self.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", " self.ncoords = ncoords\n", " x = ncoords[:, 0]\n", " y = ncoords[:, 1]\n", " z = ncoords[:, 2]\n", " ncoords_flatten = ncoords.flatten()\n", " self.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(self.nx, self.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", "\n", " self.KC0r = np.zeros(data.KC0_SPARSE_SIZE*num_elements, dtype=INT)\n", " self.KC0c = np.zeros(data.KC0_SPARSE_SIZE*num_elements, dtype=INT)\n", " self.KC0v = np.zeros(data.KC0_SPARSE_SIZE*num_elements, dtype=DOUBLE)\n", " self.N = DOF*self.nx*self.ny\n", "\n", " self.quads = []\n", " init_k_KC0 = 0\n", " eid = -1\n", " for n1, n2, n3, n4 in zip(n1s, n2s, n3s, n4s):\n", " #NOTE dummy property\n", " prop = ShellProp()\n", " prop.scf_k13 = 5/6.\n", " prop.scf_k23 = 5/6.\n", " eid += 1\n", " self.eid_prop[eid] = prop\n", "\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 = Quad4(probe)\n", " quad.eid = eid\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(self.KC0r, self.KC0c, self.KC0v, prop)\n", " self.quads.append(quad)\n", " init_k_KC0 += data.KC0_SPARSE_SIZE\n", "\n", " def _evaluate(self, var, out, *args, **kwargs):\n", " total_volume = 0.0\n", "\n", " #NOTE important line below to zero the sparse matrix container\n", " self.KC0v *= 0\n", "\n", " for i, quad in enumerate(self.quads):\n", " prop = self.eid_prop[quad.eid]\n", "\n", " h0 = self.thicknesses[var[3*i]]\n", " h45 = self.thicknesses[var[3*i + 1]]\n", " h90 = self.thicknesses[var[3*i + 2]]\n", " h_total = h0 + 2*h45 + h90\n", "\n", " # Smeared Stiffness Calculation\n", " A = (h0 * self.Q0) + (h90 * self.Q90) + (h45 * self.Q45_sum)\n", " D = (h_total**2 / 12.0) * A\n", "\n", " # NOTE using the full Voigt notation indices\n", " # membrane stiffness\n", " prop.A11 = A[0, 0]\n", " prop.A12 = A[0, 1]\n", " prop.A22 = A[1, 1]\n", " prop.A66 = A[5, 5]\n", "\n", " # transverse shear stiffness, the SCF is applied in pyfe3d\n", " prop.E44 = A[3, 3]\n", " prop.E45 = A[3, 4]\n", " prop.E55 = A[4, 4]\n", "\n", " # bending stiffness\n", " prop.D11 = D[0, 0]\n", " prop.D12 = D[0, 1]\n", " prop.D22 = D[1, 1]\n", " prop.D66 = D[5, 5]\n", "\n", " prop.h = h_total\n", "\n", " quad.update_probe_xe(self.ncoords_flatten)\n", " quad.update_KC0(self.KC0r, self.KC0c, self.KC0v, prop, update_KC0v_only=1)\n", "\n", " total_volume += quad.area * h_total\n", "\n", " KC0 = coo_matrix((self.KC0v, (self.KC0r, self.KC0c)), shape=(self.N, self.N)).tocsc()\n", "\n", " bk = np.zeros(self.N, dtype=bool)\n", "\n", " x = self.ncoords[:, 0]\n", " y = self.ncoords[:, 1]\n", " z = self.ncoords[:, 2]\n", "\n", " # removing in-plane motion\n", " bk[0::DOF] = True #NOTE u displacements\n", " bk[1::DOF] = True #NOTE v displacements\n", "\n", " at_edges = np.isclose(x, 0.) | np.isclose(y, 0.)\n", " bk[2::DOF][at_edges] = True #NOTE w displacements\n", "\n", " at_sym_along_x = np.isclose(x, self.a/2)\n", " bk[5::DOF][at_sym_along_x] = True\n", "\n", " at_sym_along_y = np.isclose(y, self.b/2)\n", " bk[4::DOF][at_sym_along_y] = True\n", "\n", " bu = ~bk\n", "\n", " # point load at center node\n", " fext = np.zeros(self.N)\n", " fmid = self.load_val\n", " check = np.isclose(x, self.a/2) & np.isclose(y, self.b/2)\n", " fext[2::DOF][check] = fmid\n", "\n", " KC0uu = KC0[bu, :][:, bu]\n", "\n", " # checking load balance\n", " assert fext[bu].sum() == fmid\n", "\n", " # solving the static system\n", " uu = spsolve(KC0uu, fext[bu])\n", "\n", " u = np.zeros(self.N)\n", " u[bu] = uu\n", "\n", " # reading the deflections in the z direction\n", " w = u[2::DOF].reshape(self.nx, self.ny).T\n", "\n", " self.result_w = u[2::DOF]\n", "\n", " # reading the maximum absolute deflection\n", " w_max = np.max(np.abs(w))\n", "\n", " out[\"F\"] = total_volume\n", " out[\"G\"] = [w_max/self.max_deflection - 1]\n", "\n", "\n", "class HistorySaver(Callback):\n", " def __init__(self):\n", " super().__init__()\n", " self.n_evals = []\n", " self.F = [] # Objective History\n", " self.G = [] # Constraint History\n", " self.best_X = None # Store the best design variables here\n", " self.best_F = None # Store best mass\n", " self.best_G = None # Store best constraint\n", "\n", " def notify(self, algorithm):\n", " # Access the \"optimum\" (best individuals found so far)\n", " if len(algorithm.opt) > 0:\n", " best_ind = algorithm.opt[0]\n", "\n", " # Save history for plotting\n", " self.n_evals.append(algorithm.evaluator.n_eval)\n", " self.F.append(best_ind.F[0])\n", "\n", " g_val = best_ind.G[0] if best_ind.G is not None else 0.0\n", " self.G.append(g_val)\n", "\n", " # Save the specific values for the final result\n", " # We use .copy() because X is a numpy array and we want the snapshot\n", " self.best_X = best_ind.X.copy()\n", " self.best_F = best_ind.F[0]\n", " self.best_G = g_val\n" ] }, { "cell_type": "code", "execution_count": 3, "id": "52415491-eeeb-434b-affd-ce95eeb00e8d", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "=================================================================================\n", "n_gen | n_eval | cv_min | cv_avg | f_avg | f_min \n", "=================================================================================\n", " 1 | 200 | 0.3074207616 | 0.9498645000 | - | -\n", " 2 | 400 | 0.3074207616 | 0.6819816624 | - | -\n", " 3 | 600 | 0.2718360156 | 0.5820539527 | - | -\n", " 4 | 800 | 0.2524409595 | 0.5028083060 | - | -\n", " 5 | 1000 | 0.2423526994 | 0.4302689021 | - | -\n", " 6 | 1200 | 0.1309755566 | 0.3666742314 | - | -\n", " 7 | 1400 | 0.1079086246 | 0.3164371509 | - | -\n", " 8 | 1600 | 0.1051699700 | 0.2683484572 | - | -\n", " 9 | 1800 | 0.0858380415 | 0.2314240666 | - | -\n", " 10 | 2000 | 0.0546235208 | 0.1976557083 | - | -\n", " 11 | 2200 | 0.000000E+00 | 0.1674253846 | 0.0030475000 | 0.0030475000\n", " 12 | 2400 | 0.000000E+00 | 0.1362575453 | 0.0030187500 | 0.0029900000\n", " 13 | 2600 | 0.000000E+00 | 0.1117937157 | 0.0030787500 | 0.0029900000\n", " 14 | 2800 | 0.000000E+00 | 0.0918143173 | 0.0030900000 | 0.0029900000\n", " 15 | 3000 | 0.000000E+00 | 0.0735079364 | 0.0030925000 | 0.0029725000\n", " 16 | 3200 | 0.000000E+00 | 0.0557056066 | 0.0030882353 | 0.0029725000\n", " 17 | 3400 | 0.000000E+00 | 0.0393841119 | 0.0030803241 | 0.0029725000\n", " 18 | 3600 | 0.000000E+00 | 0.0232537506 | 0.0030798370 | 0.0029637500\n", " 19 | 3800 | 0.000000E+00 | 0.0120233624 | 0.0030811932 | 0.0029637500\n", " 20 | 4000 | 0.000000E+00 | 0.0040504034 | 0.0030804915 | 0.0029637500\n", " 21 | 4200 | 0.000000E+00 | 0.0001728106 | 0.0030758092 | 0.0029637500\n", " 22 | 4400 | 0.000000E+00 | 0.000000E+00 | 0.0030573000 | 0.0029637500\n", " 23 | 4600 | 0.000000E+00 | 0.000000E+00 | 0.0030375750 | 0.0029500000\n", " 24 | 4800 | 0.000000E+00 | 0.000000E+00 | 0.0030198125 | 0.0029262500\n", " 25 | 5000 | 0.000000E+00 | 0.000000E+00 | 0.0030030125 | 0.0028912500\n", " 26 | 5200 | 0.000000E+00 | 0.000000E+00 | 0.0029871687 | 0.0028775000\n", " 27 | 5400 | 0.000000E+00 | 0.000000E+00 | 0.0029701125 | 0.0028100000\n", " 28 | 5600 | 0.000000E+00 | 0.000000E+00 | 0.0029558812 | 0.0028100000\n", " 29 | 5800 | 0.000000E+00 | 0.000000E+00 | 0.0029397875 | 0.0027762500\n", " 30 | 6000 | 0.000000E+00 | 0.000000E+00 | 0.0029244812 | 0.0027762500\n", " 31 | 6200 | 0.000000E+00 | 0.000000E+00 | 0.0029112625 | 0.0027762500\n", " 32 | 6400 | 0.000000E+00 | 0.000000E+00 | 0.0028969312 | 0.0027762500\n", " 33 | 6600 | 0.000000E+00 | 0.000000E+00 | 0.0028832187 | 0.0027762500\n", " 34 | 6800 | 0.000000E+00 | 0.000000E+00 | 0.0028691562 | 0.0027237500\n", " 35 | 7000 | 0.000000E+00 | 0.000000E+00 | 0.0028550062 | 0.0027237500\n", " 36 | 7200 | 0.000000E+00 | 0.000000E+00 | 0.0028420937 | 0.0027237500\n", " 37 | 7400 | 0.000000E+00 | 0.000000E+00 | 0.0028307062 | 0.0027175000\n", " 38 | 7600 | 0.000000E+00 | 0.000000E+00 | 0.0028184062 | 0.0027162500\n", " 39 | 7800 | 0.000000E+00 | 0.000000E+00 | 0.0028072375 | 0.0027037500\n", " 40 | 8000 | 0.000000E+00 | 0.000000E+00 | 0.0027960812 | 0.0026975000\n", " 41 | 8200 | 0.000000E+00 | 0.000000E+00 | 0.0027867062 | 0.0026975000\n", " 42 | 8400 | 0.000000E+00 | 0.000000E+00 | 0.0027750312 | 0.0026975000\n", " 43 | 8600 | 0.000000E+00 | 0.000000E+00 | 0.0027632375 | 0.0026762500\n", " 44 | 8800 | 0.000000E+00 | 0.000000E+00 | 0.0027497937 | 0.0026762500\n", " 45 | 9000 | 0.000000E+00 | 0.000000E+00 | 0.0027382687 | 0.0026725000\n", " 46 | 9200 | 0.000000E+00 | 0.000000E+00 | 0.0027269562 | 0.0026487500\n", " 47 | 9400 | 0.000000E+00 | 0.000000E+00 | 0.0027147000 | 0.0026487500\n", " 48 | 9600 | 0.000000E+00 | 0.000000E+00 | 0.0027045687 | 0.0026375000\n", " 49 | 9800 | 0.000000E+00 | 0.000000E+00 | 0.0026956875 | 0.0025937500\n", " 50 | 10000 | 0.000000E+00 | 0.000000E+00 | 0.0026867187 | 0.0025937500\n", " 51 | 10200 | 0.000000E+00 | 0.000000E+00 | 0.0026776437 | 0.0025937500\n", " 52 | 10400 | 0.000000E+00 | 0.000000E+00 | 0.0026684687 | 0.0025937500\n", " 53 | 10600 | 0.000000E+00 | 0.000000E+00 | 0.0026595312 | 0.0025912500\n", " 54 | 10800 | 0.000000E+00 | 0.000000E+00 | 0.0026476375 | 0.0025812500\n", " 55 | 11000 | 0.000000E+00 | 0.000000E+00 | 0.0026412875 | 0.0025812500\n", " 56 | 11200 | 0.000000E+00 | 0.000000E+00 | 0.0026334562 | 0.0025625000\n", " 57 | 11400 | 0.000000E+00 | 0.000000E+00 | 0.0026245625 | 0.0025462500\n", " 58 | 11600 | 0.000000E+00 | 0.000000E+00 | 0.0026172875 | 0.0025462500\n", " 59 | 11800 | 0.000000E+00 | 0.000000E+00 | 0.0026108312 | 0.0025075000\n", " 60 | 12000 | 0.000000E+00 | 0.000000E+00 | 0.0026028187 | 0.0025075000\n", " 61 | 12200 | 0.000000E+00 | 0.000000E+00 | 0.0025956812 | 0.0025075000\n", " 62 | 12400 | 0.000000E+00 | 0.000000E+00 | 0.0025893375 | 0.0025075000\n", " 63 | 12600 | 0.000000E+00 | 0.000000E+00 | 0.0025811625 | 0.0024875000\n", " 64 | 12800 | 0.000000E+00 | 0.000000E+00 | 0.0025728625 | 0.0024800000\n", " 65 | 13000 | 0.000000E+00 | 0.000000E+00 | 0.0025627500 | 0.0024725000\n", " 66 | 13200 | 0.000000E+00 | 0.000000E+00 | 0.0025540500 | 0.0024725000\n", " 67 | 13400 | 0.000000E+00 | 0.000000E+00 | 0.0025460625 | 0.0024700000\n", " 68 | 13600 | 0.000000E+00 | 0.000000E+00 | 0.0025380312 | 0.0024675000\n", " 69 | 13800 | 0.000000E+00 | 0.000000E+00 | 0.0025295250 | 0.0024675000\n", " 70 | 14000 | 0.000000E+00 | 0.000000E+00 | 0.0025168750 | 0.0024462500\n", " 71 | 14200 | 0.000000E+00 | 0.000000E+00 | 0.0025042750 | 0.0024275000\n", " 72 | 14400 | 0.000000E+00 | 0.000000E+00 | 0.0024955437 | 0.0024275000\n", " 73 | 14600 | 0.000000E+00 | 0.000000E+00 | 0.0024878062 | 0.0024275000\n", " 74 | 14800 | 0.000000E+00 | 0.000000E+00 | 0.0024790375 | 0.0024275000\n", " 75 | 15000 | 0.000000E+00 | 0.000000E+00 | 0.0024738562 | 0.0024275000\n", " 76 | 15200 | 0.000000E+00 | 0.000000E+00 | 0.0024692750 | 0.0024275000\n", " 77 | 15400 | 0.000000E+00 | 0.000000E+00 | 0.0024647875 | 0.0024275000\n", " 78 | 15600 | 0.000000E+00 | 0.000000E+00 | 0.0024611687 | 0.0024087500\n", " 79 | 15800 | 0.000000E+00 | 0.000000E+00 | 0.0024564750 | 0.0024087500\n", " 80 | 16000 | 0.000000E+00 | 0.000000E+00 | 0.0024537000 | 0.0024087500\n", " 81 | 16200 | 0.000000E+00 | 0.000000E+00 | 0.0024493062 | 0.0024025000\n", " 82 | 16400 | 0.000000E+00 | 0.000000E+00 | 0.0024456125 | 0.0023962500\n", " 83 | 16600 | 0.000000E+00 | 0.000000E+00 | 0.0024418687 | 0.0023962500\n", " 84 | 16800 | 0.000000E+00 | 0.000000E+00 | 0.0024387750 | 0.0023962500\n", " 85 | 17000 | 0.000000E+00 | 0.000000E+00 | 0.0024342500 | 0.0023750000\n", " 86 | 17200 | 0.000000E+00 | 0.000000E+00 | 0.0024301187 | 0.0023750000\n", " 87 | 17400 | 0.000000E+00 | 0.000000E+00 | 0.0024283750 | 0.0023750000\n", " 88 | 17600 | 0.000000E+00 | 0.000000E+00 | 0.0024252625 | 0.0023750000\n", " 89 | 17800 | 0.000000E+00 | 0.000000E+00 | 0.0024231375 | 0.0023750000\n", " 90 | 18000 | 0.000000E+00 | 0.000000E+00 | 0.0024193500 | 0.0023750000\n", " 91 | 18200 | 0.000000E+00 | 0.000000E+00 | 0.0024158750 | 0.0023650000\n", " 92 | 18400 | 0.000000E+00 | 0.000000E+00 | 0.0024123875 | 0.0023650000\n", " 93 | 18600 | 0.000000E+00 | 0.000000E+00 | 0.0024090062 | 0.0023650000\n", " 94 | 18800 | 0.000000E+00 | 0.000000E+00 | 0.0024063375 | 0.0023650000\n", " 95 | 19000 | 0.000000E+00 | 0.000000E+00 | 0.0024029125 | 0.0023487500\n", " 96 | 19200 | 0.000000E+00 | 0.000000E+00 | 0.0024002187 | 0.0023487500\n", " 97 | 19400 | 0.000000E+00 | 0.000000E+00 | 0.0023969250 | 0.0023437500\n", " 98 | 19600 | 0.000000E+00 | 0.000000E+00 | 0.0023940500 | 0.0023437500\n", " 99 | 19800 | 0.000000E+00 | 0.000000E+00 | 0.0023911250 | 0.0023437500\n", " 100 | 20000 | 0.000000E+00 | 0.000000E+00 | 0.0023888687 | 0.0023437500\n", "Optimization Complete.\n", "Best Mass: 0.0023 kg\n", "Max Deflection: 9.9921e-04\n", "Max Deflection constraint violation: -7.9037e-04\n" ] } ], "source": [ "if __name__ == \"__main__\":\n", " # Material Data (Carbon/Epoxy approx)\n", " mat_data = {\n", " 'E1': 140e9,\n", " 'E2': 10e9,\n", " 'nu12': 0.3,\n", " 'G12': 5e9,\n", " 'G13': 5e9,\n", " 'G23': 5e9,\n", " 'rho': 1600.0\n", " }\n", "\n", " # Problem definition\n", "\n", " # allowed discrete thickness values\n", " thicknesses = 0.125*1e-3*np.arange(1, 21)\n", "\n", " problem = SmearedPlateOptimization(\n", " nx=11, ny=6,\n", " a=2.0, b=1.0,\n", " load_val=80.0,\n", " max_deflection=0.001,\n", " thicknesses=thicknesses,\n", " mat_data=mat_data\n", " )\n", "\n", " # Genetic Algorithm Setup\n", " # NOTE about the eta parameter\n", " # a low value (e.g., 2–5) creates a more flat and wide distribution, favours exploration: Offspring can be very far from parents.\n", " # a high value (e.g., 20–30) creates a taller and narrower distribution, favours exploitation: Offspring stay very close to parents.\n", " algorithm = GA(\n", " pop_size=200,\n", " sampling=IntegerRandomSampling(),\n", " crossover=SBX(prob=1.0, eta=2, repair=RoundingRepair()),\n", " mutation=PM(prob=0.1, eta=10, repair=RoundingRepair()),\n", " eliminate_duplicates=True\n", " )\n", "\n", " # Termination criteria\n", " termination = get_termination(\"n_gen\", 100)\n", "\n", " history = HistorySaver()\n", "\n", " # Execute\n", " res = minimize(problem,\n", " algorithm,\n", " termination,\n", " seed=7,\n", " verbose=True,\n", " save_history=False,\n", " callback=history)\n", "\n", " print(\"Optimization Complete.\")\n", " print(f\"Best Mass: {history.best_F:.4f} kg\")\n", " print(f\"Max Deflection: {(history.best_G + 1)*problem.max_deflection:.4e}\")\n", " print(f\"Max Deflection constraint violation: {history.best_G:.4e}\")" ] }, { "cell_type": "code", "execution_count": 4, "id": "ed34d6ae-f5de-4343-b4b5-e535d3f7aa42", "metadata": {}, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "/Users/saullogiovanip/miniconda3/lib/python3.13/site-packages/pyvista/jupyter/notebook.py:56: UserWarning: Failed to use notebook backend: \n", "\n", "cannot import name 'vtk' from 'trame.widgets' (/Users/saullogiovanip/miniconda3/lib/python3.13/site-packages/trame/widgets/__init__.py)\n", "\n", "Falling back to a static output.\n", " warnings.warn(\n" ] }, { "data": { "image/jpeg": 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", "text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "def plot_stacked_results(problem, history):\n", " \"\"\"\n", " Plot the optimised thickness distributions for h0, h45, and h90\n", " as three stacked layers using PyVista.\n", " \"\"\"\n", " # 1. Retrieve Geometry from the Problem Object\n", " ncoords = problem.ncoords\n", "\n", " # 2. Build Connectivity for PyVista\n", " # Determine the actual number of elements (quads) in the FE model\n", " n_elems = len(problem.quads)\n", "\n", " faces_quad = []\n", " for quad in problem.quads:\n", " # converting nid to index in the points array\n", " faces_quad.append([4, quad.n1 - 1, quad.n2 - 1, quad.n3 - 1, quad.n4 - 1])\n", " faces_quad = np.array(faces_quad)\n", "\n", " base_grid = pv.PolyData(ncoords, faces_quad)\n", "\n", " # 3. Extract Optimization Results\n", " x_best = history.best_X\n", " problem._evaluate(x_best, out={})\n", "\n", " # Slice the variables with stride 3, then TRUNCATE to match the number of elements\n", " # This discards the \"ghost\" variables created for the extra nodes\n", " h0_vals = x_best[0::3]\n", " h45_vals = x_best[1::3]\n", " h90_vals = x_best[2::3]\n", "\n", " # 4. Create Stacked Grids\n", " z_offset = min(problem.a, problem.b) * 0.5\n", "\n", " # --- Layer 0: deflection ---\n", " grid_w = base_grid.copy()\n", " grid_w.points[:, 2] -= z_offset\n", " grid_w.point_data[\"Deflection [m]\"] = problem.result_w\n", " grid_w = grid_w.warp_by_scalar(\"Deflection [m]\", factor=100.0)\n", "\n", " # --- Layer 1: 0 degrees ---\n", " grid_h0 = base_grid.copy()\n", " grid_h0.cell_data[\"Thickness [m]\"] = h0_vals\n", "\n", " # --- Layer 2: +/- 45 degrees ---\n", " grid_h45 = base_grid.copy()\n", " grid_h45.points[:, 2] += z_offset\n", " grid_h45.cell_data[\"Thickness [m]\"] = h45_vals\n", "\n", " # --- Layer 3: 90 degrees ---\n", " grid_h90 = base_grid.copy()\n", " grid_h90.points[:, 2] += 2 * z_offset\n", " grid_h90.cell_data[\"Thickness [m]\"] = h90_vals\n", "\n", " plotter = pv.Plotter()\n", " cmap = \"viridis\"\n", "\n", " plotter.add_mesh(grid_w, scalars=\"Deflection [m]\", cmap=cmap, show_edges=True)\n", " plotter.add_mesh(grid_h0, scalars=\"Thickness [m]\", cmap=cmap, show_edges=True)\n", " plotter.add_mesh(grid_h45, scalars=\"Thickness [m]\", cmap=cmap, show_edges=True)\n", " plotter.add_mesh(grid_h90, scalars=\"Thickness [m]\", cmap=cmap, show_edges=True)\n", "\n", " label_x = -problem.a * 0.1\n", " label_y = problem.b / 2\n", "\n", " labels = [\"deflection\", \"h_0\", \"h_45\", \"h_90\"]\n", " label_coords = [\n", " [label_x, label_y, -z_offset],\n", " [label_x, label_y, 0],\n", " [label_x, label_y, z_offset],\n", " [label_x, label_y, 2 * z_offset]\n", " ]\n", "\n", " plotter.add_point_labels(\n", " label_coords,\n", " labels,\n", " font_size=20,\n", " point_size=0,\n", " text_color=\"black\",\n", " always_visible=True\n", " )\n", "\n", " plotter.add_axes()\n", " plotter.show_grid()\n", " plotter.view_isometric()\n", " plotter.show(title=\"Optimized Thickness Distribution per Orientation\")\n", "\n", "\n", "plot_stacked_results(problem, history)" ] } ], "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": "3.13.2" } }, "nbformat": 4, "nbformat_minor": 5 }