{
 "cells": [
  {
   "cell_type": "markdown",
   "id": "1760690c",
   "metadata": {
    "lines_to_next_cell": 0
   },
   "source": [
    ".. index:: Equations; Advection-Diffusion-Reaction\n",
    "\n",
    "# An Advection-Diffusion-Reaction System: Chemical Reaction Problem"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "id": "cd6ca193",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2024-02-29T12:30:54.044840Z",
     "iopub.status.busy": "2024-02-29T12:30:54.044510Z",
     "iopub.status.idle": "2024-02-29T12:42:53.785712Z",
     "shell.execute_reply": "2024-02-29T12:42:53.778819Z"
    },
    "lines_to_next_cell": 1
   },
   "outputs": [],
   "source": [
    "try:\n",
    "    import dune.femdg\n",
    "except ImportError:\n",
    "    print(\"This example needs 'dune.femdg' - skipping\")\n",
    "    import sys\n",
    "    sys.exit(0)\n",
    "\n",
    "import numpy\n",
    "from matplotlib import pyplot\n",
    "from ufl import *\n",
    "from dune.ufl import DirichletBC\n",
    "from dune.grid import structuredGrid\n",
    "from dune.fem.plotting import plotPointData as plot\n",
    "from dune.fem.space import lagrange, dgonb\n",
    "from dune.fem.scheme import galerkin\n",
    "from dune.femdg import femDGOperator\n",
    "from dune.femdg.rk import femdgStepper\n",
    "\n",
    "from dune.fem import threading\n",
    "threading.use = max(4,threading.max) # use at most 4 threads\n",
    "\n",
    "gridView = structuredGrid([0,0],[2*numpy.pi,2*numpy.pi],[20,20])"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "22079902",
   "metadata": {
    "lines_to_next_cell": 0
   },
   "source": [
    "Method to compute the velocity based on a scalar elliptic equation"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "id": "80ca4932",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2024-02-29T12:42:53.791418Z",
     "iopub.status.busy": "2024-02-29T12:42:53.790757Z",
     "iopub.status.idle": "2024-02-29T12:42:53.800706Z",
     "shell.execute_reply": "2024-02-29T12:42:53.799657Z"
    },
    "lines_to_next_cell": 1
   },
   "outputs": [],
   "source": [
    "def computeVelocity():\n",
    "    streamSpace = lagrange(gridView, order=1, dimRange=1)\n",
    "    Psi  = streamSpace.interpolate(0,name=\"streamFunction\")\n",
    "    u,v  = TrialFunction(streamSpace), TestFunction(streamSpace)\n",
    "    x    = SpatialCoordinate(streamSpace)\n",
    "    form = ( inner(grad(u),grad(v)) - 5*sin(x[0])*sin(x[1]) * v[0] ) * dx\n",
    "    streamScheme = galerkin([form == 0, DirichletBC(streamSpace,[0]) ])\n",
    "    streamScheme.solve(target=Psi)\n",
    "    return as_vector([-Psi[0].dx(1),Psi[0].dx(0)])"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "024a43c6",
   "metadata": {
    "lines_to_next_cell": 0
   },
   "source": [
    "Chemical reaction model"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "id": "27862897",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2024-02-29T12:42:53.805032Z",
     "iopub.status.busy": "2024-02-29T12:42:53.804430Z",
     "iopub.status.idle": "2024-02-29T12:44:20.823764Z",
     "shell.execute_reply": "2024-02-29T12:44:20.822810Z"
    }
   },
   "outputs": [
    {
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      "text/plain": [
       "<Figure size 1000x1000 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "class Model:\n",
    "    transportVelocity = computeVelocity()\n",
    "    def S_e(t,x,U,DU):\n",
    "        P1 = as_vector([0.2*pi,0.2*pi]) # midpoint of first source\n",
    "        P2 = as_vector([1.8*pi,1.8*pi]) # midpoint of second source\n",
    "        f1 = conditional(dot(x-P1,x-P1) < 0.2, 1, 0)\n",
    "        f2 = conditional(dot(x-P2,x-P2) < 0.2, 1, 0)\n",
    "        f  = conditional(t<5, as_vector([f1,f2,0]), as_vector([0,0,0]))\n",
    "        r = 10*as_vector([U[0]*U[1], U[0]*U[1], -2*U[0]*U[1]])\n",
    "        return f - r\n",
    "    def F_c(t,x,U):\n",
    "        return as_matrix([ [*(Model.velocity(t,x,U)*u)] for u in U ])\n",
    "    def maxWaveSpeed(t,x,U,n):\n",
    "        return abs(dot(Model.velocity(t,x,U),n))\n",
    "    def velocity(t,x,U):\n",
    "        return Model.transportVelocity\n",
    "    def F_v(t,x,U,DU):\n",
    "        return 0.02*DU\n",
    "    def physical(t,x,U):\n",
    "        return conditional(U[0]>=0,1,0)*conditional(U[1]>=0,1,0)*\\\n",
    "               conditional(U[2]>=0,1,0)\n",
    "    boundary = {range(1,5): as_vector([0,0,0])}\n",
    "\n",
    "fig = pyplot.figure(figsize=(20,20))\n",
    "plot(Model.transportVelocity, gridView=gridView, gridLines=None, vectors=[0,1],figure=fig)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "66b2cdcc",
   "metadata": {
    "lines_to_next_cell": 0
   },
   "source": [
    "Time evolution scheme"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "id": "25fc0f37",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2024-02-29T12:44:20.834434Z",
     "iopub.status.busy": "2024-02-29T12:44:20.834056Z",
     "iopub.status.idle": "2024-02-29T12:48:40.125638Z",
     "shell.execute_reply": "2024-02-29T12:48:40.124324Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "femDGOperator: Limiter = scaling\n"
     ]
    },
    {
     "data": {
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",
      "text/plain": [
       "<Figure size 1500x1000 with 6 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "space    = dgonb( gridView, order=3, dimRange=3)\n",
    "u_h      = space.interpolate([0,0,0], name='u_h')\n",
    "operator = femDGOperator(Model, space, limiter=\"scaling\")\n",
    "stepper  = femdgStepper(order=3, operator=operator)\n",
    "operator.applyLimiter(u_h)\n",
    "\n",
    "t        = 0\n",
    "saveTime = 1.5\n",
    "\n",
    "fig = pyplot.figure(figsize=(30,20))\n",
    "c = 0\n",
    "while t < 9:\n",
    "    operator.setTime(t)\n",
    "    t += stepper(u_h)\n",
    "    if t > saveTime:\n",
    "        saveTime += 1.5\n",
    "        u_h.plot(gridLines=None, figure=(fig, 231+c), colorbar=False)\n",
    "        c += 1"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "6b9838ed",
   "metadata": {
    "lines_to_next_cell": 0
   },
   "source": [
    "All three components"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "id": "711f021f",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2024-02-29T12:48:40.133107Z",
     "iopub.status.busy": "2024-02-29T12:48:40.132864Z",
     "iopub.status.idle": "2024-02-29T12:48:41.008149Z",
     "shell.execute_reply": "2024-02-29T12:48:41.007056Z"
    }
   },
   "outputs": [
    {
     "data": {
      "image/jpeg": 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",
      "text/plain": [
       "<Figure size 320x240 with 6 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "from dune.fem.plotting import plotComponents\n",
    "from matplotlib import ticker\n",
    "plotComponents(u_h, gridLines=None, level=1,\n",
    "               colorbar={\"orientation\":\"horizontal\", \"ticks\":ticker.MaxNLocator(nbins=4)})"
   ]
  }
 ],
 "metadata": {
  "jupytext": {
   "cell_metadata_filter": "-all"
  },
  "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": "3.10.12"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 5
}