0026_sim_pyelmer_03.ipynb

{
 "cells": [
  {
   "cell_type": "markdown",
   "id": "7098795b-389a-4115-b35e-244abd316e44",
   "metadata": {},
   "source": [
    "# <font color='navy'> <b> Riadenie simulácie pomocou *pyelmer* </b></font>\n",
    "\n",
    "## <font color='teal'> <b> Priklad 3. </b></font>\n",
    "\n",
    "Dve gule čiastočne ponorené v oleji. V oleji sa nachádza kvapka vody. Upravené a doplnené súbory **\\*.yml** pre generovanie parametrov simulácie.\n",
    "\n",
    "### <font color='purple'> <b> Vytvorenie simulačného modelu </b></font>"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "id": "a0199742-9e78-487e-925c-bf8260fd0222",
   "metadata": {},
   "outputs": [],
   "source": [
    "# reset prostredia, pri opakovanom spusteni generuje zle vysledky\n",
    "%reset -sf \n",
    "\n",
    "import gmsh\n",
    "from utils.lib2d import *\n",
    "\n",
    "gmsh.initialize()           # inicializacia a zrusenie vypisov\n",
    "gmsh.option.setNumber(\"General.Terminal\", 0) \n",
    "gmsh.clear()                # reset gmsh\n",
    "Model.items = {}            # inicializacia slovnika komponentov prostredia\n",
    "\n",
    "pp = [                     \n",
    "    Point(0,0,   'P1'),     # defincia prostredia pre ulohu - body obrysu\n",
    "    Point(0,5,   'P2'),\n",
    "    Point(0,10,  'P3'),\n",
    "    Point(10,10, 'P4'),\n",
    "    Point(10,5,  'P5'),\n",
    "    Point(10,0,  'P6'),\n",
    "]\n",
    "                             # vyvorenie krivky obrysu\n",
    "P = PolyLine(pp, closed=True, name = 'PL') \n",
    "\n",
    "E1 = Circle(2.5, 5, 1, 'E1')       # vytvorenie kriviek elektrod\n",
    "E2 = Circle(7.5, 5, 1, 'E2') \n",
    "\n",
    "W1 = Circle(6, 3, 0.5, 'W1')  \n",
    "                           \n",
    "L1 = Line(NM('P2'), E1.w,    'L1') # spojovacie usecky medzi oblastami\n",
    "L2 = Line(E1.e,     E2.w,    'L2')\n",
    "L3 = Line(E2.e,    NM('P5'), 'L3')\n",
    "\n",
    "# vytvorenie hranic prostredia - olej\n",
    "LP1 = Loop([NM('PL-0'),  L1,   E1.sw,\n",
    "            E1.se,       L2,   E2.sw,\n",
    "            E2.se,       L3,   NM('PL-4'),\n",
    "            NM('PL-5')   ])\n",
    "# vzduch\n",
    "LP2 = Loop([NM('PL-1'),  NM('PL-2'),  NM('PL-3'),\n",
    "            L3,          E2.ne,       E2.nw,\n",
    "            L2,          E1.ne,       E1.nw,\n",
    "            L1           ])\n",
    "\n",
    "# vytvorenie fyzickych oblasti simulacneho modelu\n",
    "pw1   = PlaneSurface([W1])\n",
    "ps_w  = PhysicalSurface(pw1, \"Voda\")\n",
    "\n",
    "ps1    = PlaneSurface([LP1, W1])\n",
    "ps_oil = PhysicalSurface(ps1, \"Olej\")\n",
    "\n",
    "ps2    = PlaneSurface([LP2])\n",
    "ps_air = PhysicalSurface(ps2, \"Vzduch\")\n",
    "\n",
    "pl_e1  = PhysicalLine(E1, \"Lava elektroda\") \n",
    "pl_e2  = PhysicalLine(E2, \"Prava elektroda\") \n",
    "\n",
    "pl_bound = PhysicalLine(P, \"Okraj\") \n",
    "\n",
    "gmsh.model.geo.synchronize()\n",
    "gmsh.model.mesh.generate(2)                   # vygenerovanie 2D mriezky \n",
    "\n",
    "gmsh.write(\"./sim_03/lib2d_03.vtk\")           # zapis do suborov\n",
    "gmsh.write(\"./sim_03/lib2d_03.msh\")\n",
    "gmsh.write(\"./sim_03/lib2d_03.geo_unrolled\")\n",
    "\n",
    "gmsh.fltk.run()                              # kontrolne zobrazenie v gmsh\n",
    "gmsh.finalize()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "id": "50e9d560-0ca8-48eb-be81-d5b5a92dac7e",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<img src=\"./sim_03/obr_0030.png\" width=500>"
      ],
      "text/plain": [
       "<IPython.core.display.HTML object>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# vygenerovanie popisu oblasti\n",
    "from cm.utils import *\n",
    "\n",
    "s = Plot(P) + Plot(E1) + Plot(E2) + Plot(L1) +  Plot(L2)  +  Plot(L3) + Plot(W1)\n",
    "cm_compile('./sim_03/obr_0030', s, grid=False, dpi=600, dx=10, dy=10)   \n",
    "cm_show('./sim_03/obr_0030.png', width=500)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "4cb7d45f-5cec-497b-b31a-a83954a12dfb",
   "metadata": {},
   "source": [
    "### <font color='purple'> <b> Skript pre riadenie simulacie </b></font>\n",
    "\n",
    "Doplnené konštanty, materiály a upravené generovanie rovníc"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "id": "21273254-fee9-4497-a452-95745562801f",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Wrote sif-file.\n"
     ]
    }
   ],
   "source": [
    "import os\n",
    "import gmsh\n",
    "from pyelmer import elmer, post\n",
    "from pyelmer import execute\n",
    "\n",
    "sim = elmer.load_simulation(\"2D_steady\", \"./sim_03/my_simulations.yml\")\n",
    "sim.constants.update({\"Permittivity of Vacuum\": \"8.8542e-12\"})\n",
    "sim.constants.update({\"Gravity(4)\": \"0 -1 0 9.82\"})\n",
    "sim.constants.update({\"Boltzmann Constant\": \"1.3807e-23\"})\n",
    "sim.constants.update({\"Unit Charge\": \"1.602e-19\"})\n",
    "sim.constants.update({\"Stefan Boltzmann\": \"5.67e-08\"})\n",
    "\n",
    "# materials\n",
    "air = elmer.load_material(\"air\", sim, \"./sim_03/my_materials.yml\")\n",
    "oil = elmer.load_material(\"oil\", sim, \"./sim_03/my_materials.yml\")\n",
    "water = elmer.load_material(\"water\", sim, \"./sim_03/my_materials.yml\")\n",
    "\n",
    "# solver\n",
    "solver_electrostatic = elmer.load_solver(\"Electrostatics\", sim, r\"./sim_03/my_solvers.yml\")\n",
    "solver_electrostatic.data.update({\"Potential Difference\": \"1.0\"})\n",
    "\n",
    "# equation\n",
    "eqn = elmer.Equation(sim, \"main\", [solver_electrostatic])\n",
    "\n",
    "# bodies - physical surface\n",
    "bdy_air = elmer.Body(sim, \"Vzduch\", [ps_air])   # \n",
    "bdy_air.material = air\n",
    "bdy_air.equation = eqn\n",
    "\n",
    "bdy_oil = elmer.Body(sim, \"Olej\", [ps_oil])      \n",
    "bdy_oil.material = oil\n",
    "bdy_oil.equation = eqn\n",
    "\n",
    "bdy_wat = elmer.Body(sim, \"Voda\", [ps_w])      \n",
    "bdy_wat.material = water\n",
    "bdy_wat.equation = eqn\n",
    "\n",
    "# boundaries - physical lines\n",
    "bndry_m1 = elmer.Boundary(sim, \"Elektroda 1\", [pl_e1])\n",
    "bndry_m1.data.update({\"Potential\": \"100.0\"})\n",
    "\n",
    "bndry_m2 = elmer.Boundary(sim, \"Elektroda 2\", [pl_e2])\n",
    "bndry_m2.data.update({\"Potential\": \"-100.0\"})\n",
    "\n",
    "bndry_airbox = elmer.Boundary(sim, \"FarField\", [pl_bound])\n",
    "bndry_airbox.data.update({\"Electric Infinity BC\": \"True\"})\n",
    "\n",
    "sim.write_startinfo('./sim_03/')\n",
    "sim.write_sif('./sim_03/')"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "7d6198df-b7a4-4aec-b2b9-aedef3603983",
   "metadata": {},
   "source": [
    "### <font color='purple'> <b> Spustenie simulácie a zobrazenie vysledkov </b></font>"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "id": "121d01fa-9f9d-4e7b-904b-90f100268de9",
   "metadata": {},
   "outputs": [],
   "source": [
    "execute.run_elmer_grid('./sim_03/', \"lib2d_03.msh\")\n",
    "execute.run_elmer_solver('./sim_03/')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "id": "4fc75a16-ac51-411d-b43f-2f38feec2b9e",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/jpeg": "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",
      "image/png": "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",
      "text/plain": [
       "<PIL.Image.Image image mode=RGB size=1024x768>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<table style='width: 100%;'><tr><th>Header</th><th>Data Arrays</th></tr><tr><td>\n",
       "<table style='width: 100%;'>\n",
       "<tr><th>UnstructuredGrid</th><th>Information</th></tr>\n",
       "<tr><td>N Cells</td><td>22792</td></tr>\n",
       "<tr><td>N Points</td><td>11395</td></tr>\n",
       "<tr><td>X Bounds</td><td>0.000e+00, 1.000e+01</td></tr>\n",
       "<tr><td>Y Bounds</td><td>0.000e+00, 1.000e+01</td></tr>\n",
       "<tr><td>Z Bounds</td><td>0.000e+00, 0.000e+00</td></tr>\n",
       "<tr><td>N Arrays</td><td>5</td></tr>\n",
       "</table>\n",
       "\n",
       "</td><td>\n",
       "<table style='width: 100%;'>\n",
       "<tr><th>Name</th><th>Field</th><th>Type</th><th>N Comp</th><th>Min</th><th>Max</th></tr>\n",
       "<tr><td>potential</td><td>Points</td><td>float64</td><td>1</td><td>-1.000e+02</td><td>1.000e+02</td></tr>\n",
       "<tr><td><b>electric energy density</b></td><td>Points</td><td>float64</td><td>1</td><td>1.312e-12</td><td>1.083e-07</td></tr>\n",
       "<tr><td>electric field</td><td>Points</td><td>float64</td><td>3</td><td>-5.818e+01</td><td>9.365e+01</td></tr>\n",
       "<tr><td>electric flux</td><td>Points</td><td>float64</td><td>3</td><td>-1.425e-09</td><td>2.304e-09</td></tr>\n",
       "<tr><td>GeometryIds</td><td>Cells</td><td>int32</td><td>1</td><td>1.000e+00</td><td>1.030e+02</td></tr>\n",
       "</table>\n",
       "\n",
       "</td></tr> </table>"
      ],
      "text/plain": [
       "UnstructuredGrid (0x7f4ba2a061a0)\n",
       "  N Cells:    22792\n",
       "  N Points:   11395\n",
       "  X Bounds:   0.000e+00, 1.000e+01\n",
       "  Y Bounds:   0.000e+00, 1.000e+01\n",
       "  Z Bounds:   0.000e+00, 0.000e+00\n",
       "  N Arrays:   5"
      ]
     },
     "execution_count": 6,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "import pyvista as pv\n",
    "pv.set_jupyter_backend('static')\n",
    "data = pv.read('./sim_03/case_t0002.vtu')\n",
    "data.plot(scalars=\"electric energy density\", cmap='jet')\n",
    "data"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "dbc0997a-0780-4840-89dc-6d5f7d49efa3",
   "metadata": {},
   "source": [
    "Vizualizácia výsledkov simulácie pomocou programu **Paraview**\n",
    "\n",
    "<img src=\"./sim_03/obr_03.png\" width=\"600\">\n",
    "\n",
    "------------------------"
   ]
  }
 ],
 "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
}