hollow_cylinder.ipynb 115 KB
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{
 "cells": [
  {
   "cell_type": "code",
   "execution_count": 1,
   "id": "b1713537-7e5f-439a-8ccc-12caad52aa73",
   "metadata": {},
   "outputs": [],
   "source": [
    "import numpy as np\n",
    "import akantu as aka"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "id": "c0e25004-dfae-4d59-8ca1-a8f9c534e095",
   "metadata": {},
   "outputs": [],
   "source": [
    "material_file = \"\"\"\n",
    "material elastic [\n",
    "    name = steel\n",
    "    rho = 7800     # density\n",
    "    E   = 1e3   # young's modulus\n",
    "    nu  = 0.3      # poisson's ratio\n",
    "]\"\"\"\n",
    "\n",
    "# writing the material file\n",
    "open('material.dat', 'w').write(material_file)\n",
    "\n",
    "#reading the material file\n",
    "material_file = 'material.dat'"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "id": "fc455f36-5986-457a-bc0e-69045baf0cdb",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "CompletedProcess(args='gmsh hollow_cylinder.geo -', returncode=0)"
      ]
     },
     "execution_count": 3,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# Geo file\n",
    "ra = 0.5; ri = 0.45;\n",
    "h = 1;\n",
    "\n",
    "geo_file = \"\"\"\n",
    "SetFactory(\"OpenCASCADE\");\n",
    "\n",
    "ra = {}; ri = {}; h = {};\"\"\".format(ra, ri, h)\n",
    "\n",
    "geo_file += \"\"\"\n",
    "Cylinder(1) = {0, 0, 0, 0, 0, h, ra, 2*Pi};\n",
    "Cylinder(2) = {0, 0, 0, 0, 0, h, ri, 2*Pi};\n",
    "\n",
    "vol[] = BooleanDifference{ Volume{1}; Delete; }{ Volume{2}; Delete; };\n",
    "\n",
    "Physical Volume(\"body\") = {vol[0]};\n",
    "Physical Surface(\"inside\") = {4};\n",
    "Physical Surface(\"bottom\") = {7};\n",
    "Physical Point(\"fixpoint\") = {6};\n",
    "\n",
    "Mesh.MeshSizeMin = 0.05;\n",
    "Mesh.MeshSizeMax = 0.1;\n",
    "Mesh.SaveAll = 1;\n",
    "Mesh.ElementOrder = 2;\n",
    "\n",
    "Mesh 3;\n",
    "\n",
    "Save \"hollow_cylinder.msh\";\n",
    "\"\"\"\n",
    "open('hollow_cylinder.geo', 'w').write(geo_file)\n",
    "\n",
    "import subprocess\n",
    "subprocess.run('gmsh hollow_cylinder.geo -', shell=True)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "id": "04a1f973-3cf0-4efb-bbf6-47d909df48b6",
   "metadata": {},
   "outputs": [],
   "source": [
    "aka.parseInput(material_file)\n",
    "\n",
    "mesh = aka.Mesh(3)\n",
    "mesh.read('hollow_cylinder.msh')\n",
    "\n",
    "model = aka.SolidMechanicsModel(mesh)\n",
    "model.initFull(_analysis_method=aka._static)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "id": "983f183c-2a7d-45f7-9406-6d7b96a24a7a",
   "metadata": {},
   "outputs": [],
   "source": [
    "class hydrostatic_stress(aka.NeumannFunctor):\n",
    "    def __init__(self, stress):\n",
    "        super().__init__()\n",
    "        self.stress = stress\n",
    "\n",
    "    def __call__(self, quad_point, dual, coord, normals):\n",
    "        z_coordinate = coord[aka._z]\n",
    "        dual[:] = np.dot(self.stress, normals)*(h - z_coordinate)\n",
    "\n",
    "\n",
    "\n",
    "\n",
    "for dir in [aka._x, aka._y, aka._z]:\n",
    "    model.applyBC(aka.FixedValue(0, dir), \"fixpoint\")\n",
    "model.applyBC(aka.FixedValue(0, aka._z), \"bottom\")\n",
    "    \n",
    "stress = np.eye(3)\n",
    "model.applyBC(hydrostatic_stress(stress), \"inside\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "id": "93f1e264-e5d6-4bfc-ac1a-4bc424b425a6",
   "metadata": {},
   "outputs": [],
   "source": [
    "solver = model.getNonLinearSolver()\n",
    "solver.set(\"max_iterations\", 10)\n",
    "solver.set(\"threshold\", 1e-4)\n",
    "solver.set(\"convergence_type\", aka.SolveConvergenceCriteria.residual)\n",
    "\n",
    "\n",
    "model.solveStep()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "id": "dd6cd143-8e3b-4d5c-aeed-a4617a7db115",
   "metadata": {},
   "outputs": [],
   "source": [
    "model.setBaseName(\"hollow_cylinder\")\n",
    "model.addDumpFieldVector(\"displacement\")\n",
    "model.addDumpFieldVector(\"external_force\")\n",
    "model.addDumpField(\"strain\")\n",
    "model.addDumpField(\"stress\")\n",
    "model.addDumpField(\"blocked_dofs\")\n",
    "\n",
    "model.dump()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "id": "87e4f79a-777e-4c4c-9485-d82d8fefc01e",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<PIL.Image.Image image mode=RGB size=1024x768 at 0x7F85F041B5B0>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/plain": [
       "[(1.9318516525781368, 1.9318516525781368, 2.431851652578137),\n",
       " (0.0, 0.0, 0.5),\n",
       " (0.0, 0.0, 1.0)]"
      ]
     },
     "execution_count": 2,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "import pyvista as pv\n",
    "\n",
    "p = pv.Plotter()\n",
    "\n",
    "hollow_msh = pv.read(f'paraview/hollow_cylinder_{0:04d}.pvtu')\n",
    "hollow_msh.set_active_scalars('stress')\n",
    "hollow_warped = hollow_msh.warp_by_vector('displacement')\n",
    "hollow_warped.set_active_scalars('stress')\n",
    "\n",
    "hollow_msh.plot()"
   ]
  }
 ],
 "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": "3.8.10"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 5
}