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Last active February 17, 2024 01:17
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moderngl_volume_simplex_noise.ipynb
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{
"cells": [
{
"cell_type": "markdown",
"metadata": {
"id": "view-in-github",
"colab_type": "text"
},
"source": [
"<a href=\"https://colab.research.google.com/gist/stwind/f3bd6fc62e5a68f5cc7a83176918b89a/moderngl_volume_simplex_noise.ipynb\" target=\"_parent\"><img src=\"https://colab.research.google.com/assets/colab-badge.svg\" alt=\"Open In Colab\"/></a>"
]
},
{
"cell_type": "markdown",
"metadata": {
"id": "tCEFW8_gJUyk"
},
"source": [
"## Setup"
]
},
{
"cell_type": "markdown",
"metadata": {
"id": "IGF94iY0JVoe"
},
"source": [
"### Dependencies"
]
},
{
"cell_type": "code",
"execution_count": 1,
"metadata": {
"colab": {
"base_uri": "https://localhost:8080/"
},
"id": "J_9dH7uTJO45",
"outputId": "8f5dd03e-0767-499b-b778-76893e419171"
},
"outputs": [
{
"output_type": "stream",
"name": "stdout",
"text": [
"\u001b[2K \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m11.6/11.6 MB\u001b[0m \u001b[31m78.6 MB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m\n",
"\u001b[2K \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m4.5/4.5 MB\u001b[0m \u001b[31m139.3 MB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m\n",
"\u001b[2K \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m38.4/38.4 MB\u001b[0m \u001b[31m303.9 MB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m\n",
"\u001b[2K \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m44.6/44.6 kB\u001b[0m \u001b[31m183.8 MB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m\n",
"\u001b[2K \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m267.7/267.7 kB\u001b[0m \u001b[31m327.9 MB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m\n",
"\u001b[2K \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m51.5/51.5 kB\u001b[0m \u001b[31m186.4 MB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m\n",
"\u001b[?25h\u001b[31mERROR: pip's dependency resolver does not currently take into account all the packages that are installed. This behaviour is the source of the following dependency conflicts.\n",
"lida 0.0.10 requires fastapi, which is not installed.\n",
"lida 0.0.10 requires kaleido, which is not installed.\n",
"lida 0.0.10 requires python-multipart, which is not installed.\n",
"lida 0.0.10 requires uvicorn, which is not installed.\n",
"imageio 2.31.6 requires pillow<10.1.0,>=8.3.2, but you have pillow 10.2.0 which is incompatible.\u001b[0m\u001b[31m\n",
"\u001b[0m"
]
}
],
"source": [
"!pip install --no-cache-dir -Uq matplotlib pillow scipy einops ffmpeg-python moderngl"
]
},
{
"cell_type": "markdown",
"metadata": {
"id": "HScOs3E9JXTQ"
},
"source": [
"### Commons"
]
},
{
"cell_type": "code",
"execution_count": 1,
"metadata": {
"id": "bjwIPeh_JW2a"
},
"outputs": [],
"source": [
"%matplotlib inline\n",
"%config InlineBackend.figure_format = 'retina'\n",
"\n",
"import os\n",
"import math\n",
"import numpy as np\n",
"import matplotlib as mpl\n",
"import matplotlib.pyplot as plt\n",
"import seaborn as sns\n",
"import cv2\n",
"import PIL\n",
"import matplotlib.font_manager as fm\n",
"import locale\n",
"from fastprogress import progress_bar\n",
"from einops import rearrange, reduce, repeat, einsum\n",
"\n",
"locale.getpreferredencoding = lambda: \"UTF-8\"\n",
"\n",
"def mpl_theme(gray=\"969696\", stroke_width=0.3, fontsize=7, facecolor='1a1a1a'):\n",
" ## category20: https://github.com/d3/d3-3.x-api-reference/blob/master/Ordinal-Scales.md#category20\n",
" cat20 = mpl.cycler(color=[\"1f77b4\",\"ff7f0e\",\"2ca02c\",\"d62728\",\"9467bd\",\"8c564b\",\"e377c2\",\"7f7f7f\",\"bcbd22\",\"17becf\",\n",
" \"aec7e8\",\"ffbb78\",\"98df8a\",\"ff9896\",\"c5b0d5\",\"c49c94\",\"f7b6d2\",\"c7c7c7\", \"dbdb8d\", \"9edae5\"])\n",
" return {\n",
" \"font.size\": fontsize,\n",
" \"text.color\": gray,\n",
"\n",
" \"figure.dpi\": 100,\n",
" \"figure.facecolor\": facecolor,\n",
" \"figure.frameon\": False,\n",
" \"figure.figsize\": (5, 3),\n",
" \"figure.titlesize\": \"x-large\",\n",
" \"figure.titleweight\": \"bold\",\n",
" \"figure.constrained_layout.use\": True,\n",
" \"figure.constrained_layout.w_pad\": 0.05,\n",
" \"figure.constrained_layout.h_pad\": 0.05,\n",
" \"figure.constrained_layout.wspace\": 0.03,\n",
" \"figure.constrained_layout.hspace\": 0.03,\n",
"\n",
" \"axes.labelcolor\": gray,\n",
" \"axes.labelpad\": 8,\n",
" \"axes.labelsize\": \"large\",\n",
" \"axes.spines.left\": False,\n",
" \"axes.spines.bottom\": False,\n",
" \"axes.spines.top\": False,\n",
" \"axes.spines.right\": False,\n",
" \"axes.facecolor\": facecolor,\n",
" \"axes.edgecolor\": gray,\n",
" \"axes.linewidth\": stroke_width,\n",
" \"axes.axisbelow\": True,\n",
" \"axes.xmargin\": 0.02,\n",
" \"axes.ymargin\": 0.02,\n",
" \"axes.zmargin\": 0.02,\n",
" \"axes.prop_cycle\": cat20,\n",
" \"axes.titlepad\": 6,\n",
" \"axes.titlesize\": \"large\",\n",
" \"axes.titleweight\": \"semibold\",\n",
" \"axes.grid\": True,\n",
" \"axes.grid.axis\": \"both\",\n",
"\n",
" \"axes3d.grid\": False,\n",
"\n",
" \"ytick.right\": False,\n",
" \"ytick.color\": gray,\n",
" \"ytick.major.width\": stroke_width,\n",
" \"ytick.minor.left\": False,\n",
" \"xtick.minor.visible\": True,\n",
" \"xtick.minor.top\": False,\n",
" \"xtick.minor.bottom\": False,\n",
" \"xtick.color\": gray,\n",
" \"xtick.major.width\": stroke_width,\n",
"\n",
" \"grid.color\": gray,\n",
" \"grid.linewidth\": stroke_width,\n",
" \"grid.linestyle\": \"--\",\n",
" \"legend.fancybox\": False,\n",
" \"legend.edgecolor\": '0.3',\n",
" \"legend.framealpha\": 0.7,\n",
" \"legend.handletextpad\": 0.8,\n",
"\n",
" \"lines.linewidth\": 0.7\n",
" }\n",
"\n",
"def add_mpl_font(fname):\n",
" if fname not in [fe.fname for fe in fm.fontManager.ttflist]:\n",
" fm.fontManager.addfont(fname)\n",
"\n",
"def setup_overpass():\n",
" os.makedirs(\"fonts\", exist_ok=True)\n",
" for style in [\"Regular\", \"Italic\", \"SemiBold\", \"SemiBoldItalic\", \"Bold\", \"BoldItalic\"]:\n",
" ttf = f\"Overpass-{style}.ttf\"\n",
" !wget -qc \"https://github.com/RedHatOfficial/Overpass/raw/master/fonts/ttf/{ttf}\" -O \"fonts/{ttf}\"\n",
" add_mpl_font(f\"fonts/{ttf}\")\n",
" mpl.rcParams['font.sans-serif'].insert(0, \"Overpass\")\n",
"\n",
"setup_overpass()\n",
"\n",
"plt.style.use([\"dark_background\", mpl_theme()])"
]
},
{
"cell_type": "code",
"execution_count": 2,
"metadata": {
"id": "kAN4oDxIJblY"
},
"outputs": [],
"source": [
"import io\n",
"import ffmpeg\n",
"import requests\n",
"import subprocess\n",
"import IPython.display as ipd\n",
"from fastprogress import progress_bar\n",
"from einops import rearrange, reduce, repeat\n",
"from base64 import b64encode\n",
"\n",
"def to_single_rgb(img):\n",
" img = np.asarray(img)\n",
" if len(img.shape) == 4: # take first frame from animations\n",
" return img[0,:,:,:]\n",
" if len(img.shape) == 2: # convert gray to rgb\n",
" return img[:,:,np.newaxis].repeat(3, 2)\n",
" if img.shape[-1] == 4: # drop alpha\n",
" return img[:,:,:3]\n",
" else:\n",
" return img\n",
"\n",
"def imread(url, size=None, mode=None):\n",
" if url.startswith(('http:', 'https:')):\n",
" resp = requests.get(url)\n",
" if resp.status_code != 200:\n",
" return None\n",
"\n",
" f = io.BytesIO(resp.content)\n",
" else:\n",
" f = url\n",
" img = PIL.Image.open(f)\n",
" if size is not None:\n",
" img.thumbnail((size, size), PIL.Image.Resampling.LANCZOS)\n",
" if mode is not None:\n",
" img = img.convert(mode)\n",
" return img\n",
"\n",
"def imshow(img, fmt='png', retina=True, zoom=None):\n",
" if isinstance(img, str):\n",
" display(ipd.Image(filename=img, retina=retina))\n",
" return\n",
"\n",
" if len(img.shape) == 3 and img.shape[-1] == 1:\n",
" img = img.squeeze()\n",
" if img.dtype == np.float32:\n",
" img = img * 255.0\n",
" img = np.uint8(img.clip(0, 255))\n",
" if fmt in ('jpeg', 'jpg'):\n",
" img = to_single_rgb(img)\n",
"\n",
" image = PIL.Image.fromarray(img)\n",
" height, width = img.shape[:2]\n",
" if zoom is not None:\n",
" width *= zoom\n",
" height *= zoom\n",
" retina = zoom == 1\n",
" if zoom < 1:\n",
" image.resize((int(width), int(height)))\n",
"\n",
" data = io.BytesIO()\n",
" image.save(data, fmt)\n",
" display(ipd.Image(data=data.getvalue(),width=width, height=height,retina=retina))\n",
"\n",
"def ffprobe_video(path):\n",
" probe = ffmpeg.probe(path)\n",
" return next(s for s in probe['streams'] if s['codec_type'] == 'video')\n",
"\n",
"def read_frame(path, frame_no):\n",
" cap = cv2.VideoCapture(path)\n",
" cap.set(cv2.CAP_PROP_POS_FRAMES, frame_no)\n",
" ret, frame = cap.read()\n",
" if not ret:\n",
" raise RuntimeError(f\"Faild reading frame {frame_no} from {path}\")\n",
" return cv2.cvtColor(frame, cv2.COLOR_BGR2RGB)\n",
"\n",
"def read_frames(path, start=0, num=None):\n",
" cap = cv2.VideoCapture(path)\n",
" n_frames = num or int(cap.get(cv2.CAP_PROP_FRAME_COUNT))\n",
" cap.set(cv2.CAP_PROP_POS_FRAMES, start)\n",
" for i in range(n_frames):\n",
" ret, frame = cap.read()\n",
" if not ret:\n",
" raise RuntimeError(f\"Faild reading frame {i} from {path}\")\n",
" yield cv2.cvtColor(frame, cv2.COLOR_BGR2RGB)\n",
"\n",
"def read_video_frames(path):\n",
" info = ffprobe_video(path)\n",
" out, _ = ffmpeg.input(path).output('pipe:', format='rawvideo', pix_fmt='rgb24').run(capture_stdout=True)\n",
" return np.frombuffer(out, np.uint8).reshape([-1, info['height'], info['width'], 3])\n",
"\n",
"def show_video(path):\n",
" vcap = cv2.VideoCapture(path)\n",
" width = int(vcap.get(cv2.CAP_PROP_FRAME_WIDTH))\n",
" with open(path, \"r+b\") as f:\n",
" url = f\"data:video/mp4;base64,{b64encode(f.read()).decode()}\"\n",
" return ipd.HTML(f\"\"\"<video autoplay=\"autoplay\" width={width} controls loop><source src=\"{url}\"></video>\"\"\")\n",
"\n",
"def write_video(frames, size, path=\"__temp__.mp4\", fps=30, args=[]):\n",
" height, width = size\n",
" command = ['ffmpeg','-v','error','-f','rawvideo','-vcodec','rawvideo',\n",
" '-pix_fmt','rgb24','-s',f'{width}x{height}','-r', f'{fps}',\n",
" '-i', '-','-an', '-vcodec','h264','-pix_fmt','yuv420p', *args, '-y', path]\n",
" with subprocess.Popen(command, stdin=subprocess.PIPE, stderr=subprocess.PIPE) as proc:\n",
" with proc.stdin as stdin:\n",
" for image in frames:\n",
" data = image.tobytes()\n",
" if stdin.write(data) != len(data):\n",
" proc.wait()\n",
" stderr = proc.stderr\n",
" assert stderr is not None\n",
" s = stderr.read().decode()\n",
" raise RuntimeError(f\"Error writing '{path}': {s}\")\n",
" return path\n",
"\n",
"def read_video(path):\n",
" command = ['ffmpeg','-v','error','-nostdin','-i',path,'-vcodec','rawvideo',\n",
" '-f','image2pipe','-pix_fmt','rgb24','-vsync','vfr','-']\n",
"\n",
" info = ffprobe_video(path)\n",
" num_bytes = info['height'] * info['width'] * 3 * np.dtype(np.uint8).itemsize\n",
" with subprocess.Popen(command, stdout=subprocess.PIPE, stderr=subprocess.PIPE) as proc:\n",
" stdout = proc.stdout\n",
" assert stdout is not None\n",
" data = stdout.read(num_bytes)\n",
" while data is not None and len(data) == num_bytes:\n",
" image = np.frombuffer(data, dtype=np.uint8)\n",
" yield image.reshape(info['height'], info['width'], 3)\n",
" data = stdout.read(num_bytes)\n",
"\n",
"def norm(x, a, b):\n",
" return (x - a) / (b - a)\n",
"\n",
"def saturate(x):\n",
" return np.clip(x, 0, 1)\n",
"\n",
"def lerp(a, b, t):\n",
" return a * (1.0 - t) + b * t\n",
"\n",
"def step(v, x):\n",
" return np.where(x < v, 0, 1)\n",
"\n",
"def window(x, a, b):\n",
" return step(a, x) * step(x, b)\n",
"\n",
"def satnorm(x, a, b):\n",
" return saturate(norm(x, a, b))\n",
"\n",
"def smoothstep(x):\n",
" return x * x * (3 - 2 * x)\n",
"\n",
"def smootherstep(x):\n",
" return x * x * x * (x * (x * 6 - 15) + 10)\n",
"\n",
"def plt_show(pin=mpl.rcParams['savefig.pad_inches']):\n",
" with plt.rc_context({'savefig.pad_inches': pin}):\n",
" plt.show()\n",
"\n",
"def fig_image(fig=None):\n",
" fig = fig or plt.gcf()\n",
"\n",
" buf = io.BytesIO()\n",
" fig.savefig(buf, format=\"png\", pad_inches=0, facecolor=fig.get_facecolor())\n",
" buf.seek(0)\n",
" data = np.frombuffer(buf.getvalue(), dtype=np.uint8)\n",
" buf.close()\n",
" plt.close(fig)\n",
"\n",
" return cv2.cvtColor(cv2.imdecode(data, cv2.IMREAD_COLOR), cv2.COLOR_BGR2RGB)\n",
"\n",
"class Flex(object):\n",
" def __init__(self, ratios, gap, size=None):\n",
" n, s = len(ratios), sum(ratios)\n",
" self.ratios = ratios\n",
" self.gap = gap\n",
" space = gap * n / s if size is None else gap * n / (size - gap * (n - 1))\n",
" self.h = dict(nrows=1, ncols=n, width_ratios=ratios, wspace=space)\n",
" self.v = dict(nrows=n, ncols=1, height_ratios=ratios, hspace=space)\n",
" self.size = s + gap * (n - 1) if size is None else size\n",
"\n",
"def ax_frame(ax):\n",
" ax.spines[[\"left\",\"right\",\"bottom\",\"top\"]].set_visible(True)\n",
" ax.grid(False)\n",
" ax.set(xticks=[],yticks=[])\n",
"\n",
"def ax_frames(axs):\n",
" for ax in axs.flat: ax_frame(ax)"
]
},
{
"cell_type": "markdown",
"metadata": {
"id": "f10MXSOyJcC5"
},
"source": [
"## Simplex Noise"
]
},
{
"cell_type": "code",
"execution_count": 3,
"metadata": {
"id": "bmc8KH0hJfA_"
},
"outputs": [],
"source": [
"import jax\n",
"import jax.numpy as jnp\n",
"\n",
"P = jnp.tile(jnp.uint8([151,160,137,91,90,15,131,13,201,95,96,53,194,233,7,225,140,36,103,\n",
" 30,69,142,8,99,37,240,21,10,23,190, 6,148,247,120,234,75,0,26,197,\n",
" 62,94,252,219,203,117,35,11,32,57,177,33,88,237,149,56,87,174,20,\n",
" 125,136,171,168, 68,175,74,165,71,134,139,48,27,166,77,146,158,231,\n",
" 83,111,229,122,60,211,133,230,220,105,92,41,55,46,245,40,244,102,\n",
" 143,54, 65,25,63,161, 1,216,80,73,209,76,132,187,208, 89,18,169,200,\n",
" 196,135,130,116,188,159,86,164,100,109,198,173,186, 3,64,52,217,226,\n",
" 250,124,123,5,202,38,147,118,126,255,82,85,212,207,206,59,227,47,16,\n",
" 58,17,182,189,28,42,223,183,170,213,119,248,152, 2,44,154,163, 70,\n",
" 221,153,101,155,167, 43,172,9,129,22,39,253, 19,98,108,110,79,113,\n",
" 224,232,178,185, 112,104,218,246,97,228,251,34,242,193,238,210,144,\n",
" 12,191,179,162,241, 81,51,145,235,249,14,239,107,49,192,214, 31,181,\n",
" 199,106,157,184, 84,204,176,115,121,50,45,127, 4,150,254,138,236,205,\n",
" 93,222,114,67,29,24,72,243,141,128,195,78,66,215,61,156,180]), 2)\n",
"\n",
"def fbm(x, f, octaves=1, persistence=0.5):\n",
" res = f(x)\n",
" freq, amp = 2, 0.5\n",
" for _ in range(octaves - 1):\n",
" res += f(x * freq) * amp\n",
" freq *= 2\n",
" amp *= persistence\n",
" return res\n",
"\n",
"def grad3d(p, x, y, z):\n",
" h = p & 0xf\n",
" u = jnp.where(h < 8, x, y)\n",
" v = jnp.where(h < 4, y, jnp.where((h == 12) | (h == 14), x, z))\n",
" return jnp.where(h & 1, -u, u) + jnp.where(h & 2, -v, v)\n",
"\n",
"def snoise3d(xyz):\n",
" F3, G3 = 1 / 3, 1 / 6\n",
"\n",
" x, y, z = xyz[..., 0], xyz[..., 1], xyz[..., 2]\n",
" s = (x + y + z) * F3\n",
" i = jnp.floor(x + s).astype(jnp.int32)\n",
" j = jnp.floor(y + s).astype(jnp.int32)\n",
" k = jnp.floor(z + s).astype(jnp.int32)\n",
" t = (i + j + k) * G3\n",
"\n",
" X0, Y0, Z0 = i - t, j - t, k - t\n",
" x0, y0, z0 = x - X0, y - Y0, z - Z0\n",
"\n",
" i1 = jnp.where(x0 >= y0, jnp.where((y0 >= z0) | (x0 >= z0), 1, 0), 0)\n",
" j1 = jnp.where(x0 >= y0, 0, jnp.where(y0 < z0, 0, 1))\n",
" k1 = jnp.where(x0 >= y0, jnp.where((y0 >= z0) | (x0 >= z0), 0, 1), jnp.where(y0 < z0, 1, 0))\n",
" i2 = jnp.where(x0 >= y0, 1, jnp.where((y0 < z0) | (x0 < z0), 0, 1))\n",
" j2 = jnp.where(x0 >= y0, jnp.where(y0 >= z0, 1, 0), 1)\n",
" k2 = jnp.where(x0 >= y0, jnp.where(y0 >= z0, 0, 1), jnp.where((y0 < z0) | (x0 < z0), 1, 0))\n",
"\n",
" x1, y1, z1 = x0 - i1 + G3, y0 - j1 + G3, z0 - k1 + G3\n",
" x2, y2, z2 = x0 - i2 + 2 * G3, y0 - j2 + 2 * G3, z0 - k2 + 2 * G3\n",
" x3, y3, z3 = x0 - 1 + 3 * G3, y0 - 1 + 3 * G3, z0 - 1 + 3 * G3\n",
"\n",
" gi0 = P[i + P[j + P[k]]]\n",
" gi1 = P[i + i1 + P[j + j1 + P[k + k1]]]\n",
" gi2 = P[i + i2 + P[j + j2 + P[k + k2]]]\n",
" gi3 = P[i + 1 + P[j + 1 + P[k + 1]]]\n",
"\n",
" t0 = 0.6 - x0 ** 2 - y0 ** 2 - z0 ** 2\n",
" n0 = jnp.where(t0 < 0, 0, t0 ** 4 * grad3d(gi0, x0, y0, z0))\n",
" t1 = 0.6 - x1 ** 2 - y1 ** 2 - z1 ** 2\n",
" n1 = jnp.where(t1 < 0, 0, t1 ** 4 * grad3d(gi1, x1, y1, z1))\n",
" t2 = 0.6 - x2 ** 2 - y2 ** 2 - z2 ** 2\n",
" n2 = jnp.where(t2 < 0, 0, t2 ** 4 * grad3d(gi2, x2, y2, z2))\n",
" t3 = 0.6 - x3 ** 2 - y3 ** 2 - z3 ** 2\n",
" n3 = jnp.where(t3 < 0, 0, t3 ** 4 * grad3d(gi3, x3, y3, z3))\n",
"\n",
" return 32 * (n0 + n1 + n2 + n3)"
]
},
{
"cell_type": "code",
"execution_count": 4,
"metadata": {
"colab": {
"base_uri": "https://localhost:8080/"
},
"id": "SG_RM4GhJhsR",
"outputId": "98f6a2df-5689-4b67-d3a9-05b866ce46ae"
},
"outputs": [
{
"output_type": "execute_result",
"data": {
"text/plain": [
"(256, 256, 256)"
]
},
"metadata": {},
"execution_count": 4
}
],
"source": [
"n = 256\n",
"side = jnp.linspace(0, 5, n, dtype=jnp.float32)\n",
"grid = jnp.stack(jnp.meshgrid(side, side, side),-1)\n",
"\n",
"data = fbm(grid, snoise3d, 3).astype(jnp.float32)\n",
"data.shape"
]
},
{
"cell_type": "markdown",
"metadata": {
"id": "u_8BGZNqJmNb"
},
"source": [
"## OpenGL"
]
},
{
"cell_type": "code",
"execution_count": 5,
"metadata": {
"id": "_Ql8wJ1pJjgE"
},
"outputs": [],
"source": [
"import moderngl\n",
"\n",
"def sdiv(a, b, divide=\"ignore\", invalid=\"ignore\", nan=0, posinf=0, neginf=0, **kwargs):\n",
" with np.errstate(divide=divide, invalid=invalid, **kwargs):\n",
" return np.nan_to_num(a / b, nan=nan, posinf=posinf, neginf=neginf)\n",
"\n",
"def m44_perspective(fovy, aspect, near, far, dtype=\"f4\"):\n",
" f, nf = 1.0 / np.tan(fovy * .5), 1 / (near - far)\n",
"\n",
" return np.array([[f / aspect, 0, 0, 0],\n",
" [0, f, 0, 0],\n",
" [0, 0, (far + near) * nf, 2 * far * near * nf],\n",
" [0, 0, -1, 0]], dtype=dtype)\n",
"\n",
"def m44_orthogonal(l, r, b, t, n, f, dtype=\"f4\"):\n",
" lr, bt, nf = 1 / (l - r), 1 / (b - t), 1 / (n - f)\n",
" return np.array([[-2 * lr,0,0,0],[0,-2 * bt,0,0],[0,0,2 * nf,0],\n",
" [(l + r) * lr, (b + t) * bt, (n + f) * nf,1]], dtype=dtype)\n",
"\n",
"def normalize(x, **kwargs):\n",
" return sdiv(x, np.linalg.norm(x, **kwargs))\n",
"\n",
"def m44_look_at(eye, target, up, dtype=\"f4\"):\n",
" eye, target, up = np.asarray(eye), np.asarray(target), np.asarray(up)\n",
"\n",
" vd = normalize(target - eye)\n",
" side = normalize(np.cross(vd,up))\n",
" up = normalize(np.cross(side,vd))\n",
"\n",
" return np.array([[side[0], side[1], side[2], -side @ eye],\n",
" [up[0], up[1], up[2], -up @ eye],\n",
" [-vd[0], -vd[1], -vd[2], vd @ eye],\n",
" [0, 0, 0, 1]], dtype=dtype)\n",
"\n",
"def m44_scaling(scale):\n",
" return np.diagflat([scale[0], scale[1], scale[2], 1.0]).astype(\"f4\")\n",
"\n",
"def m44_rotation_x(theta, dtype=\"f4\"):\n",
" c, s = np.cos(theta), np.sin(theta)\n",
" return np.array([[1,0,0,0],[0,c,-s,0],[0,s,c,0],[0,0,0,1]],dtype=dtype)\n",
"\n",
"def m44_rotation_y(theta, dtype=\"f4\"):\n",
" c, s = np.cos(theta), np.sin(theta)\n",
" return np.array([[c,0,s,0],[0,1,0,0],[-s,0,c,0],[0,0,0,1]],dtype=dtype)\n",
"\n",
"def m44_rotation_z(theta, dtype=\"f4\"):\n",
" c, s = np.cos(theta), np.sin(theta)\n",
" return np.array([[c,-s,0,0],[s,c,0,0],[0,0,1,0],[0,0,0,1]],dtype=dtype)\n",
"\n",
"def m44_translation(vec, dtype=\"f4\"):\n",
" return np.array([[1,0,0,vec[0]],[0,1,0,vec[1]],[0,0,1,vec[2]],[0,0,0,1]], dtype=dtype)\n",
"\n",
"def gl_primitive(attribs):\n",
" dtype = [(k, f\"({v.shape[-1] if v.ndim > 1 else 1},){v.dtype.descr[0][1]}\")\n",
" for k, v in attribs.items()]\n",
" return np.column_stack(list(attribs.values())).ravel().view(dtype)\n",
"\n",
"def prim_gnomon(size=100):\n",
" position = np.array([[0,0,0],[size,0,0],\n",
" [0,0,0],[0,size,0],\n",
" [0,0,0],[0,0,size]],dtype=\"f4\")\n",
" color = np.array([[1,0,0],[1,0,0],[0,1,0],[0,1,0],[0,0,1],[0,0,1]],dtype=\"f4\")\n",
" return gl_primitive({\"position\": position, \"color\": color})\n",
"\n",
"def prim_triangle():\n",
" position = np.array([[-1,-1,0],[1,-1,0],[0,1,0]],dtype=\"f4\")\n",
" color = np.array([[1,0,0],[0,1,0],[0,0,1]],dtype=\"f4\")\n",
" return gl_primitive({\"position\": position, \"color\": color})\n",
"\n",
"def prim_quad(size=1):\n",
" position = np.array([[-size, size], [-size, -size], [size, size], [size, -size]], dtype=\"f4\")\n",
" texcoord = np.array([[0, 1], [0, 0], [1, 1], [1, 0]], dtype=\"f4\")\n",
" return gl_primitive({\"position\": position, \"texcoord\": texcoord})\n",
"\n",
"def prim_plane(size=1):\n",
" position = np.array([[-size, size, 0], [-size, -size, 0], [size, size, 0], [size, -size, 0]], dtype=\"f4\")\n",
" texcoord = np.array([[0, 1], [0, 0], [1, 1], [1, 0]], dtype=\"f4\")\n",
" return gl_primitive({\"position\": position, \"texcoord\": texcoord})\n",
"\n",
"def prim_tube(r=1, n=32):\n",
" t = np.linspace(0, 1, n, endpoint=False) * np.pi * 2.\n",
" disc = np.c_[np.cos(t) * r, np.ones(n), np.sin(t) * r]\n",
" verts = np.vstack((disc, disc * [1,-1,1])).astype(\"f4\")\n",
"\n",
" faces = []\n",
" for i in range(n):\n",
" i1 = (i + 1) % n\n",
" faces.append((i, i1, i + n))\n",
" faces.append((i + n, i1, n + i1))\n",
" faces = np.asarray(faces, dtype=\"i4\")\n",
" return verts, faces\n",
"\n",
"def uniform_mat(uniform, mat):\n",
" uniform.write(np.ascontiguousarray(mat.T))\n",
"\n",
"class GL(object):\n",
" def __init__(self, size, **kwargs):\n",
" self.size = size\n",
" ctx = self.ctx = moderngl.create_standalone_context(**kwargs)\n",
"\n",
" self.fbo_read = ctx.framebuffer(color_attachments=ctx.texture(size, 4))\n",
"\n",
" self.fbo = self.ctx.framebuffer(\n",
" color_attachments=ctx.texture(size, 4, samples=4),\n",
" depth_attachment=ctx.depth_renderbuffer(size, samples=4)\n",
" )\n",
" self.fbo.use()\n",
"\n",
" def use(self):\n",
" self.fbo.use()\n",
"\n",
" def read(self):\n",
" self.ctx.copy_framebuffer(self.fbo_read, self.fbo)\n",
" return np.flip(np.frombuffer(self.fbo_read.read(components=4),np.uint8).reshape((*self.size, -1)),0)"
]
},
{
"cell_type": "code",
"source": [
"class VolumeRenderer(object):\n",
" def __init__(self, size, dim, density=.03):\n",
" gl = self.gl = GL(size, backend=\"egl\")\n",
" program = self.program = gl.ctx.program('''#version 330\n",
" uniform vec2 u_aspect;\n",
" uniform vec3 u_rot;\n",
"\n",
" in vec3 position;\n",
"\n",
" out vec3 v_origin;\n",
" out vec3 v_dir;\n",
"\n",
" mat3 rotation(vec3 rot) {\n",
" vec3 c = cos(rot), s = sin(rot);\n",
"\n",
" return mat3(c.z * c.y, s.z * c.y, -s.y,\n",
" c.z * s.y * s.x - s.z * c.x, s.z * s.y * s.x + c.z * c.x, c.y * s.x,\n",
" c.z * s.y * c.x + s.z * s.x, s.z * s.y * c.x - c.z * s.x, c.y * c.x);\n",
" }\n",
"\n",
" void main() {\n",
" mat3 m = rotation(u_rot);\n",
" v_origin = m * vec3(0.0, 0.0, -1.8) + .5;\n",
" v_dir = m * vec3(position.xy * u_aspect, 1.0);\n",
" gl_Position = vec4(position * 2.0, 1.0);\n",
" }''', '''#version 330\n",
" uniform vec3 u_boxMin;\n",
" uniform vec3 u_boxMax;\n",
" uniform float u_density;\n",
" uniform sampler3D u_vol;\n",
"\n",
" in vec3 v_origin;\n",
" in vec3 v_dir;\n",
"\n",
" out vec4 fragColor;\n",
"\n",
" const float dt = 0.005;\n",
"\n",
" vec2 intersect_box(vec3 orig, vec3 dir) {\n",
" vec3 inv_dir = 1.0 / dir;\n",
" vec3 tmin_tmp = (u_boxMin - orig) * inv_dir;\n",
" vec3 tmax_tmp = (u_boxMax - orig) * inv_dir;\n",
" vec3 tmin = min(tmin_tmp, tmax_tmp);\n",
" vec3 tmax = max(tmin_tmp, tmax_tmp);\n",
" float t0 = max(tmin.x, max(tmin.y, tmin.z));\n",
" float t1 = min(tmax.x, min(tmax.y, tmax.z));\n",
" return vec2(t0, t1);\n",
" }\n",
"\n",
" void main() {\n",
" vec3 p = v_origin, d = normalize(v_dir);\n",
" vec2 t_hit = intersect_box(p, d);\n",
"\n",
" vec4 acc = vec4(0.0);\n",
" for (float t = max(t_hit.x, 0.0); t < t_hit.y && acc.a < .97; t += dt) {\n",
" float c = texture(u_vol, p + d * t).r;\n",
" float a = c;\n",
"\n",
" acc.rgb += (1.0 - acc.a) * a * c * u_density;\n",
" acc.a += (1.0 - acc.a) * a * u_density;\n",
" }\n",
"\n",
" fragColor = acc;\n",
" }\n",
" ''')\n",
" program['u_aspect'].write(np.array([1,1],dtype=\"f4\"))\n",
" program['u_rot'].write(np.array([.5,-.1,0],dtype=\"f4\"))\n",
" program['u_boxMin'].write(np.array([0,0,0],dtype=\"f4\"))\n",
" program['u_boxMax'].write(np.array([1,1,1],dtype=\"f4\"))\n",
" program['u_density'].value = density\n",
" program['u_vol'].value = 0\n",
"\n",
" self.quad = gl.ctx.simple_vertex_array(\n",
" program,\n",
" gl.ctx.buffer(np.array([[-.5,.5,0],[-.5,-.5,0],[.5,.5,0],[.5,-.5,0]], dtype='f4')),\n",
" 'position')\n",
" tex = self.tex = gl.ctx.texture3d(dim, components=1, dtype=\"f4\")\n",
" tex.filter = moderngl.LINEAR, moderngl.LINEAR\n",
" tex.repeat_x = tex.repeat_y = tex.repeat_z = True\n",
"\n",
" def write(self, data):\n",
" self.tex.write(data)\n",
"\n",
" def render(self):\n",
" gl, tex, quad = self.gl, self.tex, self.quad\n",
" gl.ctx.enable(moderngl.DEPTH_TEST)\n",
" gl.ctx.enable(moderngl.BLEND)\n",
" gl.ctx.blend_func = moderngl.SRC_ALPHA, moderngl.ONE_MINUS_SRC_ALPHA, moderngl.ZERO, moderngl.ONE\n",
" gl.ctx.blend_equation = moderngl.FUNC_ADD\n",
"\n",
" gl.ctx.clear(.1, .1, .1, 1)\n",
"\n",
" tex.use()\n",
" quad.render(mode=moderngl.TRIANGLE_STRIP)\n",
"\n",
" return gl.read()"
],
"metadata": {
"id": "kbNGzp-lX7Rs"
},
"execution_count": 6,
"outputs": []
},
{
"cell_type": "code",
"source": [
"renderer = VolumeRenderer((512, 512), data.shape[:3])\n",
"renderer.write((data - data.min()) / (data.max() - data.min()))\n",
"\n",
"PIL.Image.fromarray(renderer.render())"
],
"metadata": {
"id": "JF_gQOZaZITy",
"outputId": "5d9581bb-dedc-4276-f7d4-5c35066b51b6",
"colab": {
"base_uri": "https://localhost:8080/",
"height": 529
}
},
"execution_count": 7,
"outputs": [
{
"output_type": "execute_result",
"data": {
"text/plain": [
"<PIL.Image.Image image mode=RGBA size=512x512>"
],
"image/png": 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\n"
},
"metadata": {},
"execution_count": 7
}
]
},
{
"cell_type": "code",
"source": [
"#@title {vertical-output: true}\n",
"\n",
"def make_frame():\n",
" rot = np.array([.5, -.1, 0], dtype=\"f4\")\n",
"\n",
" for t in progress_bar(np.linspace(0.0, 1, 300)):\n",
" rot[1] = 2.0 * np.pi * t + 0.3\n",
" renderer.program['u_rot'].write(rot)\n",
"\n",
" yield renderer.render()[...,:3]\n",
"\n",
"show_video(write_video(make_frame(), renderer.gl.size))"
],
"metadata": {
"id": "EbFaFBVqZgrB",
"outputId": "6c5e1e5f-da62-4390-de52-fd14672236d0",
"colab": {
"base_uri": "https://localhost:8080/",
"height": 553
}
},
"execution_count": 8,
"outputs": [
{
"output_type": "display_data",
"data": {
"text/plain": [
"<IPython.core.display.HTML object>"
],
"text/html": [
"\n",
"<style>\n",
" /* Turns off some styling */\n",
" progress {\n",
" /* gets rid of default border in Firefox and Opera. */\n",
" border: none;\n",
" /* Needs to be in here for Safari polyfill so background images work as expected. */\n",
" background-size: auto;\n",
" }\n",
" progress:not([value]), progress:not([value])::-webkit-progress-bar {\n",
" background: repeating-linear-gradient(45deg, #7e7e7e, #7e7e7e 10px, #5c5c5c 10px, #5c5c5c 20px);\n",
" }\n",
" .progress-bar-interrupted, .progress-bar-interrupted::-webkit-progress-bar {\n",
" background: #F44336;\n",
" }\n",
"</style>\n"
]
},
"metadata": {}
},
{
"output_type": "display_data",
"data": {
"text/plain": [
"<IPython.core.display.HTML object>"
],
"text/html": [
"\n",
" <div>\n",
" <progress value='300' class='' max='300' style='width:300px; height:20px; vertical-align: middle;'></progress>\n",
" 100.00% [300/300 00:18&lt;00:00]\n",
" </div>\n",
" "
]
},
"metadata": {}
},
{
"output_type": "execute_result",
"data": {
"text/plain": [
"<IPython.core.display.HTML object>"
],
"text/html": [
"<video autoplay=\"autoplay\" width=512 controls loop><source 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]
},
"metadata": {},
"execution_count": 8
}
]
},
{
"cell_type": "code",
"execution_count": null,
"metadata": {
"id": "_CVl9ROPWRYl"
},
"outputs": [],
"source": []
}
],
"metadata": {
"colab": {
"machine_shape": "hm",
"provenance": [],
"collapsed_sections": [
"IGF94iY0JVoe",
"HScOs3E9JXTQ",
"f10MXSOyJcC5"
],
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}
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