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{
 "cells": [
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {
    "nbsphinx": "hidden"
   },
   "outputs": [],
   "source": [
    "from pystencils.session import *"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# Demo: Finite differences - 2D wave equation\n",
    "\n",
    "In this tutorial we show how to use the finite difference module of *pystencils* to solve a 2D wave equations. The time derivative is discretized by a simple forward Euler method."
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "$$ \\frac{\\partial^2 u}{\\partial t^2} = \\mbox{div} \\left( q(x,y) \\nabla u \\right)$$"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "We begin by creating three *numpy* arrays for the current, the previous and the next timestep. Actually we will see later that two fields are enough, but let's keep it simple. From these *numpy* arrays we create *pystencils* fields to formulate our update rule."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {},
   "outputs": [],
   "source": [
    "size = (60, 70) #  domain size\n",
    "u_arrays = [np.zeros(size), np.zeros(size), np.zeros(size)]\n",
    "\n",
    "u_fields = [ps.Field.create_from_numpy_array(\"u%s\" % (name,), arr)\n",
    "            for name, arr in zip([\"0\", \"1\", \"2\"], u_arrays)]\n",
    "\n",
    "# Nicer display for fields\n",
    "for i, field in enumerate(u_fields):\n",
    "    field.latex_name = \"u^{(%d)}\" % (i,)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "*pystencils* contains already simple rules to discretize the a diffusion term. The time discretization is done manually."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
       "$\\displaystyle \\frac{{{u^{(0)}}_{(0,0)}} - 2 {{u^{(1)}}_{(0,0)}} + {{u^{(2)}}_{(0,0)}}}{dt^{2}} = \\frac{{{u^{(1)}}_{(-1,0)}} + {{u^{(1)}}_{(0,-1)}} - 4 {{u^{(1)}}_{(0,0)}} + {{u^{(1)}}_{(0,1)}} + {{u^{(1)}}_{(1,0)}}}{dx^{2}}$"
      ],
      "text/plain": [
       "u_0_C - 2⋅u_1_C + u_2_C   u_1_W + u_1_S - 4⋅u_1_C + u_1_N + u_1_E\n",
       "─────────────────────── = ───────────────────────────────────────\n",
       "            2                                 2                  \n",
       "          dt                                dx                   "
      ]
     },
     "execution_count": 3,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "discretize = ps.fd.Discretization2ndOrder()\n",
    "\n",
    "def central2nd_time_derivative(fields):\n",
    "    f_next, f_current, f_last = fields\n",
    "    return (f_next[0, 0] - 2 * f_current[0, 0] + f_last[0, 0]) / discretize.dt**2\n",
    "\n",
    "rhs = ps.fd.diffusion(u_fields[1], 1)\n",
    "\n",
    "wave_eq = sp.Eq(central2nd_time_derivative(u_fields), discretize(rhs))\n",
    "\n",
    "wave_eq = sp.simplify(wave_eq)\n",
    "wave_eq"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "The explicit Euler scheme is now obtained by solving above equation with respect to $u_C^{next}$."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
       "$\\displaystyle {{u^{(2)}}_{(0,0)}} \\leftarrow \\frac{{{u^{(1)}}_{(-1,0)}} dt^{2} + {{u^{(1)}}_{(0,-1)}} dt^{2} - 4 {{u^{(1)}}_{(0,0)}} dt^{2} + {{u^{(1)}}_{(0,1)}} dt^{2} + {{u^{(1)}}_{(1,0)}} dt^{2} + dx^{2} \\left(- {{u^{(0)}}_{(0,0)}} + 2 {{u^{(1)}}_{(0,0)}}\\right)}{dx^{2}}$"
      ],
      "text/plain": [
       "                 2           2             2           2           2     2    \n",
       "         u_1_W⋅dt  + u_1_S⋅dt  - 4⋅u_1_C⋅dt  + u_1_N⋅dt  + u_1_E⋅dt  + dx ⋅(-u\n",
       "u_2_C := ─────────────────────────────────────────────────────────────────────\n",
       "                                                   2                          \n",
       "                                                 dx                           \n",
       "\n",
       "               \n",
       "_0_C + 2⋅u_1_C)\n",
       "───────────────\n",
       "               \n",
       "               "
      ]
     },
     "execution_count": 4,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "u_next_C = u_fields[-1][0, 0]\n",
    "update_rule = ps.Assignment(u_next_C, sp.solve(wave_eq, u_next_C)[0])\n",
    "update_rule"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Before creating the kernel, we substitute numeric values for $dx$ and $dt$. \n",
    "Then a kernel is created just like in the last tutorial."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "metadata": {},
   "outputs": [
    {
     "data": {
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       "<div class=\"highlight\"><pre><span></span><span class=\"n\">FUNC_PREFIX</span> <span class=\"kt\">void</span> <span class=\"nf\">kernel</span><span class=\"p\">(</span><span class=\"kt\">double</span> <span class=\"o\">*</span> <span class=\"n\">RESTRICT</span> <span class=\"k\">const</span> <span class=\"n\">_data_u0</span><span class=\"p\">,</span> <span class=\"kt\">double</span> <span class=\"o\">*</span> <span class=\"n\">RESTRICT</span> <span class=\"k\">const</span> <span class=\"n\">_data_u1</span><span class=\"p\">,</span> <span class=\"kt\">double</span> <span class=\"o\">*</span> <span class=\"n\">RESTRICT</span> <span class=\"n\">_data_u2</span><span class=\"p\">)</span>\n",
       "<span class=\"p\">{</span>\n",
       "   <span class=\"k\">for</span> <span class=\"p\">(</span><span class=\"kt\">int</span> <span class=\"n\">ctr_0</span> <span class=\"o\">=</span> <span class=\"mi\">1</span><span class=\"p\">;</span> <span class=\"n\">ctr_0</span> <span class=\"o\">&lt;</span> <span class=\"mi\">59</span><span class=\"p\">;</span> <span class=\"n\">ctr_0</span> <span class=\"o\">+=</span> <span class=\"mi\">1</span><span class=\"p\">)</span>\n",
       "   <span class=\"p\">{</span>\n",
       "      <span class=\"kt\">double</span> <span class=\"o\">*</span> <span class=\"n\">RESTRICT</span> <span class=\"n\">_data_u2_00</span> <span class=\"o\">=</span> <span class=\"n\">_data_u2</span> <span class=\"o\">+</span> <span class=\"mi\">70</span><span class=\"o\">*</span><span class=\"n\">ctr_0</span><span class=\"p\">;</span>\n",
       "      <span class=\"kt\">double</span> <span class=\"o\">*</span> <span class=\"n\">RESTRICT</span> <span class=\"k\">const</span> <span class=\"n\">_data_u1_00</span> <span class=\"o\">=</span> <span class=\"n\">_data_u1</span> <span class=\"o\">+</span> <span class=\"mi\">70</span><span class=\"o\">*</span><span class=\"n\">ctr_0</span><span class=\"p\">;</span>\n",
       "      <span class=\"kt\">double</span> <span class=\"o\">*</span> <span class=\"n\">RESTRICT</span> <span class=\"k\">const</span> <span class=\"n\">_data_u0_00</span> <span class=\"o\">=</span> <span class=\"n\">_data_u0</span> <span class=\"o\">+</span> <span class=\"mi\">70</span><span class=\"o\">*</span><span class=\"n\">ctr_0</span><span class=\"p\">;</span>\n",
       "      <span class=\"kt\">double</span> <span class=\"o\">*</span> <span class=\"n\">RESTRICT</span> <span class=\"k\">const</span> <span class=\"n\">_data_u1_01</span> <span class=\"o\">=</span> <span class=\"n\">_data_u1</span> <span class=\"o\">+</span> <span class=\"mi\">70</span><span class=\"o\">*</span><span class=\"n\">ctr_0</span> <span class=\"o\">+</span> <span class=\"mi\">70</span><span class=\"p\">;</span>\n",
       "      <span class=\"kt\">double</span> <span class=\"o\">*</span> <span class=\"n\">RESTRICT</span> <span class=\"k\">const</span> <span class=\"n\">_data_u1_0m1</span> <span class=\"o\">=</span> <span class=\"n\">_data_u1</span> <span class=\"o\">+</span> <span class=\"mi\">70</span><span class=\"o\">*</span><span class=\"n\">ctr_0</span> <span class=\"o\">-</span> <span class=\"mi\">70</span><span class=\"p\">;</span>\n",
       "      <span class=\"k\">for</span> <span class=\"p\">(</span><span class=\"kt\">int</span> <span class=\"n\">ctr_1</span> <span class=\"o\">=</span> <span class=\"mi\">1</span><span class=\"p\">;</span> <span class=\"n\">ctr_1</span> <span class=\"o\">&lt;</span> <span class=\"mi\">69</span><span class=\"p\">;</span> <span class=\"n\">ctr_1</span> <span class=\"o\">+=</span> <span class=\"mi\">1</span><span class=\"p\">)</span>\n",
       "      <span class=\"p\">{</span>\n",
       "         <span class=\"n\">_data_u2_00</span><span class=\"p\">[</span><span class=\"n\">ctr_1</span><span class=\"p\">]</span> <span class=\"o\">=</span> <span class=\"mf\">0.25</span><span class=\"o\">*</span><span class=\"n\">_data_u1_00</span><span class=\"p\">[</span><span class=\"n\">ctr_1</span> <span class=\"o\">+</span> <span class=\"mi\">1</span><span class=\"p\">]</span> <span class=\"o\">+</span> <span class=\"mf\">0.25</span><span class=\"o\">*</span><span class=\"n\">_data_u1_00</span><span class=\"p\">[</span><span class=\"n\">ctr_1</span> <span class=\"o\">-</span> <span class=\"mi\">1</span><span class=\"p\">]</span> <span class=\"o\">+</span> <span class=\"mf\">0.25</span><span class=\"o\">*</span><span class=\"n\">_data_u1_01</span><span class=\"p\">[</span><span class=\"n\">ctr_1</span><span class=\"p\">]</span> <span class=\"o\">+</span> <span class=\"mf\">0.25</span><span class=\"o\">*</span><span class=\"n\">_data_u1_0m1</span><span class=\"p\">[</span><span class=\"n\">ctr_1</span><span class=\"p\">]</span> <span class=\"o\">-</span> <span class=\"mf\">1.0</span><span class=\"o\">*</span><span class=\"n\">_data_u0_00</span><span class=\"p\">[</span><span class=\"n\">ctr_1</span><span class=\"p\">]</span> <span class=\"o\">+</span> <span class=\"mf\">1.0</span><span class=\"o\">*</span><span class=\"n\">_data_u1_00</span><span class=\"p\">[</span><span class=\"n\">ctr_1</span><span class=\"p\">];</span>\n",
       "      <span class=\"p\">}</span>\n",
       "   <span class=\"p\">}</span>\n",
       "<span class=\"p\">}</span>\n",
       "</pre></div>\n"
      ],
      "text/plain": [
       "FUNC_PREFIX void kernel(double * RESTRICT const _data_u0, double * RESTRICT const _data_u1, double * RESTRICT _data_u2)\n",
       "{\n",
       "   for (int ctr_0 = 1; ctr_0 < 59; ctr_0 += 1)\n",
       "   {\n",
       "      double * RESTRICT _data_u2_00 = _data_u2 + 70*ctr_0;\n",
       "      double * RESTRICT const _data_u1_00 = _data_u1 + 70*ctr_0;\n",
       "      double * RESTRICT const _data_u0_00 = _data_u0 + 70*ctr_0;\n",
       "      double * RESTRICT const _data_u1_01 = _data_u1 + 70*ctr_0 + 70;\n",
       "      double * RESTRICT const _data_u1_0m1 = _data_u1 + 70*ctr_0 - 70;\n",
       "      for (int ctr_1 = 1; ctr_1 < 69; ctr_1 += 1)\n",
       "      {\n",
       "         _data_u2_00[ctr_1] = 0.25*_data_u1_00[ctr_1 + 1] + 0.25*_data_u1_00[ctr_1 - 1] + 0.25*_data_u1_01[ctr_1] + 0.25*_data_u1_0m1[ctr_1] - 1.0*_data_u0_00[ctr_1] + 1.0*_data_u1_00[ctr_1];\n",
       "      }\n",
       "   }\n",
       "}"
      ]
     },
     "execution_count": 5,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "update_rule = update_rule.subs({discretize.dx: 0.1, discretize.dt: 0.05})\n",
    "ast = ps.create_kernel(update_rule)\n",
    "kernel = ast.compile()\n",
    "\n",
    "ps.show_code(ast)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "[_data_u0, _data_u1, _data_u2]"
      ]
     },
     "execution_count": 6,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "ast.get_parameters()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "{u0, u1, u2}"
      ]
     },
     "execution_count": 7,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "ast.fields_accessed"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "To run simulation a suitable initial condition and boundary treatment is required. We chose an initial condition which is zero at the borders of the domain. The outermost layer is not changed by the update kernel, so we have an implicit homogenous Dirichlet boundary condition."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "metadata": {},
   "outputs": [],
   "source": [
    "X,Y = np.meshgrid( np.linspace(0, 1, size[1]), np.linspace(0,1, size[0]))\n",
    "Z = np.sin(2*X*np.pi) * np.sin(2*Y*np.pi)\n",
    "\n",
    "# Initialize the previous and current values with the initial function\n",
    "np.copyto(u_arrays[0], Z)\n",
    "np.copyto(u_arrays[1], Z)\n",
    "# The values for the next timesteps do not matter, since they are overwritten\n",
    "u_arrays[2][:, :] = 0"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "One timestep now consists of applying the kernel once, then shifting the arrays."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "metadata": {},
   "outputs": [],
   "source": [
    "def run(timesteps=1):\n",
    "    for t in range(timesteps):\n",
    "        kernel(u0=u_arrays[0], u1=u_arrays[1], u2=u_arrays[2])\n",
    "        u_arrays[0], u_arrays[1], u_arrays[2] = u_arrays[1], u_arrays[2], u_arrays[0]\n",
    "    return u_arrays[2]"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Lets create an animation of the solution:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<video controls width=\"80%\">\n",
       " <source 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\" type=\"video/mp4\">\n",
       " Your browser does not support the video tag.\n",
       "</video>"
      ],
      "text/plain": [
       "<IPython.core.display.HTML object>"
      ]
     },
     "execution_count": 10,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "ani = plt.surface_plot_animation(run)\n",
    "ps.jupyter.display_as_html_video(ani)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "metadata": {},
   "outputs": [],
   "source": [
    "assert np.isfinite(np.max(u_arrays[2]))"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "__LLVM backend__\n",
    "\n",
    "The next cell demonstrates how to run the same simulation with the LLVM backend. The only difference is that in the `create_kernel` function the `target` is set to llvm."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<video controls width=\"80%\">\n",
       " <source 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type=\"video/mp4\">\n",
       " Your browser does not support the video tag.\n",
       "</video>"
      ],
      "text/plain": [
       "<IPython.core.display.HTML object>"
      ]
     },
     "execution_count": 12,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "try:\n",
    "    import llvmlite\n",
    "except ImportError:\n",
    "    llvmlite=None\n",
    "    print('No llvmlite installed')\n",
    "\n",
    "if llvmlite:\n",
    "    kernel = ps.create_kernel(update_rule, target='llvm').compile()\n",
    "    \n",
    "    X,Y = np.meshgrid( np.linspace(0, 1, size[1]), np.linspace(0,1, size[0]))\n",
    "    Z = np.sin(2*X*np.pi) * np.sin(2*Y*np.pi)\n",
    "\n",
    "    # Initialize the previous and current values with the initial function\n",
    "    np.copyto(u_arrays[0], Z)\n",
    "    np.copyto(u_arrays[1], Z)\n",
    "    # The values for the next timesteps do not matter, since they are overwritten\n",
    "    u_arrays[2][:, :] = 0\n",
    "    \n",
    "    def run_LLVM(timesteps=1):\n",
    "        for t in range(timesteps):\n",
    "            kernel(u0=u_arrays[0], u1=u_arrays[1], u2=u_arrays[2])\n",
    "            u_arrays[0], u_arrays[1], u_arrays[2] = u_arrays[1], u_arrays[2], u_arrays[0]\n",
    "        return u_arrays[2]\n",
    "    \n",
    "    ani = plt.surface_plot_animation(run_LLVM)\n",
    "    assert np.isfinite(np.max(u_arrays[2]))\n",
    "ps.jupyter.display_as_html_video(ani)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "__Runing on GPU__\n",
    "\n",
    "We can also run the same kernel on the GPU, by using the ``pycuda`` package."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "metadata": {},
   "outputs": [
    {
     "data": {
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       "<div class=\"highlight\"><pre><span></span><span class=\"n\">FUNC_PREFIX</span> <span class=\"nf\">__launch_bounds__</span><span class=\"p\">(</span><span class=\"mi\">256</span><span class=\"p\">)</span> <span class=\"kt\">void</span> <span class=\"n\">kernel</span><span class=\"p\">(</span><span class=\"kt\">double</span> <span class=\"o\">*</span> <span class=\"n\">RESTRICT</span> <span class=\"k\">const</span> <span class=\"n\">_data_u0</span><span class=\"p\">,</span> <span class=\"kt\">double</span> <span class=\"o\">*</span> <span class=\"n\">RESTRICT</span> <span class=\"k\">const</span> <span class=\"n\">_data_u1</span><span class=\"p\">,</span> <span class=\"kt\">double</span> <span class=\"o\">*</span> <span class=\"n\">RESTRICT</span> <span class=\"n\">_data_u2</span><span class=\"p\">)</span>\n",
       "<span class=\"p\">{</span>\n",
       "   <span class=\"k\">if</span> <span class=\"p\">(</span><span class=\"n\">blockDim</span><span class=\"p\">.</span><span class=\"n\">x</span><span class=\"o\">*</span><span class=\"n\">blockIdx</span><span class=\"p\">.</span><span class=\"n\">x</span> <span class=\"o\">+</span> <span class=\"n\">threadIdx</span><span class=\"p\">.</span><span class=\"n\">x</span> <span class=\"o\">+</span> <span class=\"mi\">1</span> <span class=\"o\">&lt;</span> <span class=\"mi\">59</span> <span class=\"o\">&amp;&amp;</span> <span class=\"n\">blockDim</span><span class=\"p\">.</span><span class=\"n\">y</span><span class=\"o\">*</span><span class=\"n\">blockIdx</span><span class=\"p\">.</span><span class=\"n\">y</span> <span class=\"o\">+</span> <span class=\"n\">threadIdx</span><span class=\"p\">.</span><span class=\"n\">y</span> <span class=\"o\">+</span> <span class=\"mi\">1</span> <span class=\"o\">&lt;</span> <span class=\"mi\">69</span><span class=\"p\">)</span>\n",
       "   <span class=\"p\">{</span>\n",
       "      <span class=\"k\">const</span> <span class=\"kt\">int64_t</span> <span class=\"n\">ctr_0</span> <span class=\"o\">=</span> <span class=\"n\">blockDim</span><span class=\"p\">.</span><span class=\"n\">x</span><span class=\"o\">*</span><span class=\"n\">blockIdx</span><span class=\"p\">.</span><span class=\"n\">x</span> <span class=\"o\">+</span> <span class=\"n\">threadIdx</span><span class=\"p\">.</span><span class=\"n\">x</span> <span class=\"o\">+</span> <span class=\"mi\">1</span><span class=\"p\">;</span>\n",
       "      <span class=\"k\">const</span> <span class=\"kt\">int64_t</span> <span class=\"n\">ctr_1</span> <span class=\"o\">=</span> <span class=\"n\">blockDim</span><span class=\"p\">.</span><span class=\"n\">y</span><span class=\"o\">*</span><span class=\"n\">blockIdx</span><span class=\"p\">.</span><span class=\"n\">y</span> <span class=\"o\">+</span> <span class=\"n\">threadIdx</span><span class=\"p\">.</span><span class=\"n\">y</span> <span class=\"o\">+</span> <span class=\"mi\">1</span><span class=\"p\">;</span>\n",
       "      <span class=\"kt\">double</span> <span class=\"o\">*</span> <span class=\"n\">RESTRICT</span> <span class=\"n\">_data_u2_10</span> <span class=\"o\">=</span> <span class=\"n\">_data_u2</span> <span class=\"o\">+</span> <span class=\"n\">ctr_1</span><span class=\"p\">;</span>\n",
       "      <span class=\"kt\">double</span> <span class=\"o\">*</span> <span class=\"n\">RESTRICT</span> <span class=\"k\">const</span> <span class=\"n\">_data_u1_10</span> <span class=\"o\">=</span> <span class=\"n\">_data_u1</span> <span class=\"o\">+</span> <span class=\"n\">ctr_1</span><span class=\"p\">;</span>\n",
       "      <span class=\"kt\">double</span> <span class=\"o\">*</span> <span class=\"n\">RESTRICT</span> <span class=\"k\">const</span> <span class=\"n\">_data_u0_10</span> <span class=\"o\">=</span> <span class=\"n\">_data_u0</span> <span class=\"o\">+</span> <span class=\"n\">ctr_1</span><span class=\"p\">;</span>\n",
       "      <span class=\"kt\">double</span> <span class=\"o\">*</span> <span class=\"n\">RESTRICT</span> <span class=\"k\">const</span> <span class=\"n\">_data_u1_11</span> <span class=\"o\">=</span> <span class=\"n\">_data_u1</span> <span class=\"o\">+</span> <span class=\"n\">ctr_1</span> <span class=\"o\">+</span> <span class=\"mi\">1</span><span class=\"p\">;</span>\n",
       "      <span class=\"kt\">double</span> <span class=\"o\">*</span> <span class=\"n\">RESTRICT</span> <span class=\"k\">const</span> <span class=\"n\">_data_u1_1m1</span> <span class=\"o\">=</span> <span class=\"n\">_data_u1</span> <span class=\"o\">+</span> <span class=\"n\">ctr_1</span> <span class=\"o\">-</span> <span class=\"mi\">1</span><span class=\"p\">;</span>\n",
       "      <span class=\"n\">_data_u2_10</span><span class=\"p\">[</span><span class=\"mi\">70</span><span class=\"o\">*</span><span class=\"n\">ctr_0</span><span class=\"p\">]</span> <span class=\"o\">=</span> <span class=\"mf\">0.25</span><span class=\"o\">*</span><span class=\"n\">_data_u1_10</span><span class=\"p\">[</span><span class=\"mi\">70</span><span class=\"o\">*</span><span class=\"n\">ctr_0</span> <span class=\"o\">+</span> <span class=\"mi\">70</span><span class=\"p\">]</span> <span class=\"o\">+</span> <span class=\"mf\">0.25</span><span class=\"o\">*</span><span class=\"n\">_data_u1_10</span><span class=\"p\">[</span><span class=\"mi\">70</span><span class=\"o\">*</span><span class=\"n\">ctr_0</span> <span class=\"o\">-</span> <span class=\"mi\">70</span><span class=\"p\">]</span> <span class=\"o\">+</span> <span class=\"mf\">0.25</span><span class=\"o\">*</span><span class=\"n\">_data_u1_11</span><span class=\"p\">[</span><span class=\"mi\">70</span><span class=\"o\">*</span><span class=\"n\">ctr_0</span><span class=\"p\">]</span> <span class=\"o\">+</span> <span class=\"mf\">0.25</span><span class=\"o\">*</span><span class=\"n\">_data_u1_1m1</span><span class=\"p\">[</span><span class=\"mi\">70</span><span class=\"o\">*</span><span class=\"n\">ctr_0</span><span class=\"p\">]</span> <span class=\"o\">-</span> <span class=\"mf\">1.0</span><span class=\"o\">*</span><span class=\"n\">_data_u0_10</span><span class=\"p\">[</span><span class=\"mi\">70</span><span class=\"o\">*</span><span class=\"n\">ctr_0</span><span class=\"p\">]</span> <span class=\"o\">+</span> <span class=\"mf\">1.0</span><span class=\"o\">*</span><span class=\"n\">_data_u1_10</span><span class=\"p\">[</span><span class=\"mi\">70</span><span class=\"o\">*</span><span class=\"n\">ctr_0</span><span class=\"p\">];</span>\n",
       "   <span class=\"p\">}</span> \n",
       "<span class=\"p\">}</span>\n",
       "</pre></div>\n"
      ],
      "text/plain": [
       "FUNC_PREFIX __launch_bounds__(256) void kernel(double * RESTRICT const _data_u0, double * RESTRICT const _data_u1, double * RESTRICT _data_u2)\n",
       "{\n",
       "   if (blockDim.x*blockIdx.x + threadIdx.x + 1 < 59 && blockDim.y*blockIdx.y + threadIdx.y + 1 < 69)\n",
       "   {\n",
       "      const int64_t ctr_0 = blockDim.x*blockIdx.x + threadIdx.x + 1;\n",
       "      const int64_t ctr_1 = blockDim.y*blockIdx.y + threadIdx.y + 1;\n",
       "      double * RESTRICT _data_u2_10 = _data_u2 + ctr_1;\n",
       "      double * RESTRICT const _data_u1_10 = _data_u1 + ctr_1;\n",
       "      double * RESTRICT const _data_u0_10 = _data_u0 + ctr_1;\n",
       "      double * RESTRICT const _data_u1_11 = _data_u1 + ctr_1 + 1;\n",
       "      double * RESTRICT const _data_u1_1m1 = _data_u1 + ctr_1 - 1;\n",
       "      _data_u2_10[70*ctr_0] = 0.25*_data_u1_10[70*ctr_0 + 70] + 0.25*_data_u1_10[70*ctr_0 - 70] + 0.25*_data_u1_11[70*ctr_0] + 0.25*_data_u1_1m1[70*ctr_0] - 1.0*_data_u0_10[70*ctr_0] + 1.0*_data_u1_10[70*ctr_0];\n",
       "   } \n",
       "}"
      ]
     },
     "execution_count": 13,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "try:\n",
    "    import pycuda\n",
    "except ImportError:\n",
    "    pycuda=None\n",
    "    print('No pycuda installed')\n",
    "\n",
    "\n",
    "res = None\n",
    "if pycuda:\n",
    "    gpu_ast = ps.create_kernel(update_rule, target='gpu')\n",
    "    gpu_kernel = gpu_ast.compile()\n",
    "    res = ps.show_code(gpu_ast)\n",
    "res"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "The run function has to be changed now slightly, since the data has to be transfered to the GPU first, then the kernel can be executed, and in the end the data has to be transfered back"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "metadata": {},
   "outputs": [],
   "source": [
    "if pycuda:\n",
    "    import pycuda.gpuarray as gpuarray\n",
    "\n",
    "    def run_on_gpu(timesteps=1):\n",
    "        # Transfer arrays to GPU\n",
    "        gpuArrs = [gpuarray.to_gpu(a) for a in u_arrays]\n",
    "\n",
    "        for t in range(timesteps):\n",
    "            gpu_kernel(u0=gpuArrs[0], u1=gpuArrs[1], u2=gpuArrs[2])\n",
    "            gpuArrs[0], gpuArrs[1], gpuArrs[2] = gpuArrs[1], gpuArrs[2], gpuArrs[0]\n",
    "\n",
    "        # Transfer arrays to CPU\n",
    "        for gpuArr, cpuArr in zip(gpuArrs, u_arrays):\n",
    "            gpuArr.get(cpuArr)\n",
    "assert np.isfinite(np.max(u_arrays[2]))            "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "metadata": {},
   "outputs": [],
   "source": [
    "if pycuda:\n",
    "    run_on_gpu(400)"
   ]
  }
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