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{
"cells": [
{
"cell_type": "code",
"execution_count": 1,
"metadata": {
"nbsphinx": "hidden"
},
"outputs": [],
"source": [
"from pystencils.session import *\n",
"sp.init_printing()"
]
},
{
"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",
"text/latex": [
"$$\\frac{{{u^{(0)}}_{(0,0)}} - 2 {{u^{(1)}}_{(0,0)}} + {{u^{(2)}}_{(0,0)}}}{dt^{2}} = \\frac{{{u^{(1)}}_{(-1,0)}} + {{u^{(1)}}_{(0,-1)}} - 4 {{u^{(1)}}_{(0,0)}} + {{u^{(1)}}_{(0,1)}} + {{u^{(1)}}_{(1,0)}}}{dx^{2}}$$"
],
"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": {
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"text/latex": [
"$${{u^{(2)}}_{(0,0)}} \\leftarrow \\frac{{{u^{(1)}}_{(-1,0)}} dt^{2} + {{u^{(1)}}_{(0,-1)}} dt^{2} - 4 {{u^{(1)}}_{(0,0)}} dt^{2} + {{u^{(1)}}_{(0,1)}} dt^{2} + {{u^{(1)}}_{(1,0)}} dt^{2} + dx^{2} \\left(- {{u^{(0)}}_{(0,0)}} + 2 {{u^{(1)}}_{(0,0)}}\\right)}{dx^{2}}$$"
],
"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": [
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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=\"k\">const</span> <span class=\"n\">_data_u0</span><span class=\"p\">,</span> <span class=\"kt\">double</span> <span class=\"o\">*</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\">_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\"><</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\">_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=\"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=\"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=\"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=\"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\"><</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 * const _data_u0, double * const _data_u1, double * _data_u2)\n",
"{\n",
" for (int ctr_0 = 1; ctr_0 < 59; ctr_0 += 1)\n",
" {\n",
" double * _data_u2_00 = _data_u2 + 70*ctr_0;\n",
" double * const _data_u1_00 = _data_u1 + 70*ctr_0;\n",
" double * const _data_u0_00 = _data_u0 + 70*ctr_0;\n",
" double * const _data_u1_01 = _data_u1 + 70*ctr_0 + 70;\n",
" double * 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",
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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": [
"ps_notebook.set_display_mode('video')\n",
"ani = plt.surface_plot_animation(run)\n",
"ps_notebook.display_animation(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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"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_notebook.display_animation(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": [
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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=\"k\">const</span> <span class=\"n\">_data_u0</span><span class=\"p\">,</span> <span class=\"kt\">double</span> <span class=\"o\">*</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\">_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\"><</span> <span class=\"mi\">59</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=\"o\"><</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\">_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=\"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=\"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=\"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=\"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 void kernel(double * const _data_u0, double * const _data_u1, double * _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 * _data_u2_10 = _data_u2 + ctr_1;\n",
" double * const _data_u1_10 = _data_u1 + ctr_1;\n",
" double * const _data_u0_10 = _data_u0 + ctr_1;\n",
" double * const _data_u1_11 = _data_u1 + ctr_1 + 1;\n",
" double * 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)"
]
}
],
"metadata": {
"anaconda-cloud": {},
"kernelspec": {
"display_name": "Python 3",
"language": "python",
"name": "python3"
},
"language_info": {
"codemirror_mode": {
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