{ "cells": [ { "cell_type": "markdown", "metadata": {}, "source": [ "# Инфраструктура Python. 3D графика" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Описывается библиотека `PyOpenGL` (обертка над отраслевым стандартом OpenGL, в том числе стандартизированным для веба в WebGL). Взаимодействие с оконной подсистемой обеспечивает `PyQt5.QtOpenGL`. В примерах используется OpenGL 3.3 Core 5-летней давности." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "```\n", "pip install PyOpenGL\n", "```" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Программирование 3D графики заключается в следующих шагах:\n", " \n", "* Программа создает окно и сообщает системе о том, что хочет воспользоваться 3D;\n", "* настраивает игровой цикл (синхронный или организованный событиями таймера), в котором происходит все остальное;\n", "* читает события мыши и клавиатуры, возможно, сети;\n", "* обновляет согласно действиям пользователя состояние мира: положение и свойства объектов, камеры, размер окна;\n", "\n", "на каждом кадре (обычно 30 или 60 раз в секунду) выполняет графическую часть,\n", "\n", "* генерирует несколько буферов для передачи видеокарте, которые описывают вершины, индексы вершин полигонов (как правило треугольников), текстурные координаты вершин, нормали;\n", "* настраивает шейдеры (программы, исполняющиеся на видеокарте), мировую матрицу и другие параметры рендеринга;\n", "* передает данные на рендеринг (draw call, эти шаги могут выполняться за один кадр несколько раз);\n", "\n", "затем работает видеокарта\n", "\n", "* видеокарта рисует полигоны, сперва транслируя их 3D-координаты в экранные с помощью мировой, видовой, проекционной матриц (этот шаг настраивается вершинным шейдером);\n", "* видеокарта отрисовывает полигоны (обычно) в пиксельный буфер и буфер глубины так, чтобы рисовался только ближайший к камере пиксель полигона (этот шаг настраивается пиксельным шейдером);\n", "* видеокарта передает сформированный кадр монитору, в идеале непосредственно перед тем, как монитор начнет очередную отрисовку (обычно это происходит с частотой 60 Hz) — тогда задержка между действиями пользователя и изменением картинки минимальна и причиняет ему меньше душевных терзаний.\n", "\n", "" ] }, { "cell_type": "code", "execution_count": 1, "metadata": { "collapsed": false }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Populating the interactive namespace from numpy and matplotlib\n" ] } ], "source": [ "%pylab inline\n", "from PyQt5.QtGui import *\n", "from PyQt5.QtCore import *\n", "from PyQt5.QtWidgets import *\n", "from PyQt5.QtWebKit import *\n", "\n", "from PyQt5.QtOpenGL import *\n", "from OpenGL.GL import *\n", "from OpenGL.GL.shaders import *\n", "from OpenGL.GLU import *\n", "\n", "import math, sys, time" ] }, { "cell_type": "code", "execution_count": 2, "metadata": { "collapsed": true }, "outputs": [], "source": [ "import PIL.Image\n", "from io import BytesIO\n", "\n", "pixmap = None\n", "def run_qt_and_screenshot(WindowClass, method='pyqt5', fullscreen=False):\n", " app = QCoreApplication.instance()\n", " if app is None:\n", " app = QApplication([])\n", "\n", " def closeEvent(self, event):\n", " global pixmap\n", " rect = self.frameGeometry()\n", " dw = QDesktopWidget()\n", " desktop_id = dw.screen(dw.screenNumber(self)).winId()\n", " if method == 'pyside':\n", " pixmap = QPixmap.grabWindow(desktop_id, rect.x(), rect.y(), rect.width(), rect.height())\n", " elif method == 'pyqt5':\n", " pixmap = QApplication.primaryScreen().grabWindow(desktop_id, rect.x(), rect.y(), rect.width(), rect.height())\n", " event.accept()\n", " \n", " WindowClass.closeEvent = closeEvent\n", " window = WindowClass()\n", " if fullscreen:\n", " window.showFullScreen() # .showNormal для переключения\n", " else:\n", " window.show()\n", "\n", " if method == 'pyside':\n", " try:\n", " from IPython.lib.guisupport import start_event_loop_qt4\n", " start_event_loop_qt4(app)\n", " except ImportError:\n", " app.exec_()\n", " elif method == 'pyqt5':\n", " app.exec_()\n", "\n", " io = QBuffer()\n", " pixmap.save(io, 'PNG')\n", " return PIL.Image.open(BytesIO(io.data().data()))" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Отрисовка из вершинного буфера" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Этот вершинный буфер описывает квадрат из двух треугольников. Координаты по z подобраны так, чтобы местами вылазить за z-границы кубической области видимости. С простейшими шейдерами примера куб 3D координат `x=[-1,1], y=[-1,1], z=[-1,1]` (y снизу вверх, z от глаз вглубь) ортогонально (без перспективного искажения) отображается в экранные координаты `x=[-1,1], y=[-1,1]`, которые отрисовываются в область окна, установленную `glViewport`." ] }, { "cell_type": "code", "execution_count": 8, "metadata": { "collapsed": true }, "outputs": [], "source": [ "vertex_buffer = array([\n", " (-1.0, -1.0, -1.1),\n", " (1.0, -1.0, 1.1),\n", " (-1.0, 1.0, 1.1),\n", " (-1.0, 1.0, 1.1),\n", " (1.0, -1.0, 1.1),\n", " (1.0, 1.0, 0.0),\n", "], dtype=float32) * 0.99" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "**VAO** это способ объединить несколько буферов (обязательно — координаты вершин, необязательно — остальное, текстурные координаты, вектора нормалей, цвета). Функции\n", "* `glGen*` создают объект (VAO или VBO),\n", "* `glBind*` устанавливают текущим,\n", "* `glBufferData` указывает данные для VBO,\n", "* `glVertexAttribPointer` указывает VAO текущий VBO в качестве источника для переменной `layout (location = #) in ...`" ] }, { "cell_type": "code", "execution_count": 9, "metadata": { "collapsed": false }, "outputs": [], "source": [ "def make_vao(*attribs, **kwargs):\n", " VAO = glGenVertexArrays(1)\n", " glBindVertexArray(VAO)\n", "\n", " for i, attrib in enumerate(attribs):\n", " VBO = glGenBuffers(1)\n", " glBindBuffer(GL_ARRAY_BUFFER, VBO)\n", " glBufferData(GL_ARRAY_BUFFER, attrib.nbytes, attrib, GL_STATIC_DRAW)\n", " typ = {'float32': GL_FLOAT}[attrib.dtype.name]\n", " glVertexAttribPointer(i, attrib.shape[1], typ, GL_FALSE, attrib.shape[1] * attrib.itemsize, None)\n", " glEnableVertexAttribArray(i)\n", " glBindBuffer(GL_ARRAY_BUFFER, 0)\n", " \n", " if 'index_buffer' in kwargs and not kwargs['index_buffer'] is None:\n", " IBO = glGenBuffers(1)\n", " glBindBuffer(GL_ELEMENT_ARRAY_BUFFER, IBO)\n", " glBufferData(GL_ELEMENT_ARRAY_BUFFER, index_buffer.nbytes, index_buffer, GL_STATIC_DRAW)\n", " #typ = {'uint32': GL_UNSIGNED_INT}[index_buffer.dtype.name]\n", "\n", " glBindVertexArray(0)\n", " return VAO" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "**Шейдеры** это программы, которые в OpenGL пишутся на си-подобном языке GLSL (OpenGL Shading Language) и исполняются для каждой вершины и каждого пикселя, прошедшего depth test.\n", "\n", "На вход шейдер принимает атрибуты вершины (например, положение в 3D, `aPos`) и переменные, установленные OpenGL (например, оконные координаты `gl_FragCoord` для пиксельного шейдера) или пользователем (например, `uniform float time;` в шейдере, `glUniform1f((glGetUniformLocation(program, 'time'), current_time)` в коде).\n", "\n", "На выход шейдер отдает переменные, которые интересуют следующий шаг в графическом конвейере: например, `gl_Position` (основное возвращаемое значение вершинным шейдером) или то, что раньше называлось `gl_FragColor` (основное возвращаемое значение пиксельным шейдером), а теперь берется из первой `out`-переменной пиксельного шейдера.\n", "\n", "Передаваемые между вершинным и пиксельным шейдером пользовательские переменные сопровождаются атрибутом `out` в вершинном и интерполируются между вершинами полигона для каждого пикселя прежде, чем попасть в `in`-переменную с тем же именем в пиксельном. Интерполяцию можно отключить явным указанием атрибута `flat`, тогда для каждого полигона используется значение у provoking vertex (по умолчанию последнего).\n", "\n", "Пиксельный шейдер может (например, для прозрачности) вообще отказаться рисовать пиксель инструкцией `discard;`." ] }, { "cell_type": "code", "execution_count": 10, "metadata": { "collapsed": true }, "outputs": [], "source": [ "vertex_shader_code = '''\n", "#version 330 core\n", "layout (location = 0) in vec3 aPosition;\n", "\n", "void main(void) {\n", " gl_Position = vec4(aPosition, 1.0);\n", "}\n", "'''" ] }, { "cell_type": "code", "execution_count": 11, "metadata": { "collapsed": true }, "outputs": [], "source": [ "fragment_shader_code = '''\n", "#version 330 core\n", "\n", "out vec4 FragColor;\n", "\n", "void main(void) {\n", " FragColor = vec4(1.0, 0.0, 0.0, 1.0);\n", "}\n", "'''" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Грязную работу инициализации OpenGL (`initializeGL`), обработки ресайза окна (`resizeGL`) и подготовки к отрисовке (`paintGL`) берет на себя `PyQt5.QtOpenGL.QGLWidget`." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Компиляция и использование шейдеров достаточно многословны, вместо набора `glCreateShader+glShaderSource+glCompileShader` и `glCreateProgram+glAttachShader+glLinkProgram+glUseProgram` с проверкой ошибок `glGetShaderInfoLog` можно использовать хелперы `OpenGL.GL.shaders.compileShader` и `OpenGL.GL.shaders.compileProgram`." ] }, { "cell_type": "code", "execution_count": 12, "metadata": { "collapsed": false }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "3.3.0 - Build 21.20.16.4565\n" ] }, { "data": { "image/png": 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DRzUXW+PAUS4iDBzVH5er1AUDR8MiwsYxc4PGwNEQia1x4Cg3YAwcDRcuV6mC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\nAAAAAElFTkSuQmCC\n", "text/plain": [ "" ] }, "execution_count": 12, "metadata": {}, "output_type": "execute_result" } ], "source": [ "class GLWidget(QGLWidget):\n", " def __init__(self, parent=None):\n", " fmt = QGLFormat()\n", " fmt.setVersion(3, 3)\n", " fmt.setProfile(QGLFormat.CoreProfile)\n", " super(GLWidget, self).__init__(fmt, parent)\n", "\n", " self.setWindowTitle('Dive into OpenGL')\n", " self.resize(400, 300)\n", "\n", " def initializeGL(self):\n", " # Для полноты картины, используемая версия OpenGL и графического драйвера\n", " print glGetString(GL_VERSION); sys.stdout.flush()\n", " \n", " self.program = compileProgram(\n", " compileShader(vertex_shader_code, GL_VERTEX_SHADER),\n", " compileShader(fragment_shader_code, GL_FRAGMENT_SHADER),\n", " )\n", " glUseProgram(self.program)\n", " \n", " self.vao = make_vao(vertex_buffer)\n", "\n", " def resizeGL(self, width, height):\n", " # Область окна, куда происходит отрисовка\n", " glViewport(0, 0, width, height)\n", "\n", " def paintGL(self):\n", " # Экран очищается белым цветом\n", " glClearColor(1.0, 1.0, 1.0, 1.0)\n", " glClear(GL_COLOR_BUFFER_BIT)\n", "\n", " # Устанавливаем текущий VAO и отрисовываем треугольники из него\n", " glBindVertexArray(self.vao)\n", " glDrawArrays(GL_TRIANGLES, 0, len(vertex_buffer))\n", " glBindVertexArray(0)\n", "\n", "run_qt_and_screenshot(GLWidget)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Координаты и камера" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Координаты вершин транслируются такой цепочкой:\n", "\n", "1. Из координат вершин в модели в мировые координаты мировой матрицей $M_{world}$;\n", "2. Из мировых координат в координаты камеры (в которых камера в (0,0,0), смотрит вдоль (0,0,1), вверх направлен вектор (0,1,0)) видовой матрицей $M_{view}$;\n", "3. Из координат камеры в экранные координаты (координаты пикселя на экране x=[-1,1], y=[-1,1] плюс глубина z) матрицей проекции $M_{proj}$.\n", "\n", "Итого, $v' = M_{proj} \\cdot M_{view} \\cdot M_{world} \\cdot v$.\n", "\n", "Ранние версии OpenGL предоставляли функции типа `glMatrixMode`, `glLoadIdentity`, `glOrtho`, `gluPerspective`, `gluLookAt`, `glTranslated`, `glRotated` для оперирования со стеком матриц в стейт-машине OpenGL, но сейчас рекомендуется создавать матрицы и передавать их в шейдеры самостоятельно. Это упрощает библиотека `PyGLM`." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "```\n", "pip install PyGLM\n", "```" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Матрицы строятся из таких примитивов:\n", "\n", "* Перенос\n", "$$\n", "\\begin{bmatrix}\n", "1 & 0 & 0 & X \\\\\n", "0 & 1 & 0 & Y \\\\\n", "0 & 0 & 1 & Z \\\\\n", "0 & 0 & 0 & 1\n", "\\end{bmatrix}\n", "\\cdot\n", "\\begin{bmatrix}\n", "x \\\\\n", "y \\\\\n", "z \\\\\n", "1\n", "\\end{bmatrix}\n", "=\n", "\\begin{bmatrix}\n", "x + X \\\\\n", "y + Y \\\\\n", "z + Z \\\\\n", "1\n", "\\end{bmatrix}\n", "$$\n", "* Масштабирование\n", "$$\n", "\\begin{bmatrix}\n", "S_x & 0 & 0 & 0 \\\\\n", "0 & S_y & 0 & 0 \\\\\n", "0 & 0 & S_z & 0 \\\\\n", "0 & 0 & 0 & 1\n", "\\end{bmatrix}\n", "\\cdot\n", "\\begin{bmatrix}\n", "x \\\\\n", "y \\\\\n", "z \\\\\n", "1\n", "\\end{bmatrix}\n", "=\n", "\\begin{bmatrix}\n", "S_x x \\\\\n", "S_y y \\\\\n", "S_z z \\\\\n", "1\n", "\\end{bmatrix}\n", "$$\n", "* Вращение (например, вокруг оси Ox)\n", "$$\n", "\\begin{bmatrix}\n", "1 & 0 & 0 & 0 \\\\\n", "0 & \\cos \\theta & -\\sin \\theta & 0 \\\\\n", "0 & \\sin \\theta & \\cos \\theta & 0 \\\\\n", "0 & 0 & 0 & 1\n", "\\end{bmatrix}\n", "\\cdot\n", "\\begin{bmatrix}\n", "x \\\\\n", "y \\\\\n", "z \\\\\n", "1\n", "\\end{bmatrix}\n", "=\n", "\\begin{bmatrix}\n", "x \\\\\n", "y \\cos \\theta - z \\sin \\theta \\\\\n", "y \\sin \\theta + z \\cos \\theta \\\\\n", "1\n", "\\end{bmatrix}\n", "$$" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "todo gl_NormalMatrix = transpose(inverse(gl_ModelViewMatrix))" ] }, { "cell_type": "code", "execution_count": 13, "metadata": { "collapsed": true }, "outputs": [], "source": [ "import glm" ] }, { "cell_type": "code", "execution_count": 6, "metadata": { "collapsed": false }, "outputs": [ { "data": { "text/plain": [ "tmat4x4\n", "[ 1 | 0 | 0 | 0 ]\n", "[ 0 | 1 | 0 | 0 ]\n", "[ 0 | 0 | 1 | 0 ]\n", "[ 0 | 0 | 0 | 1 ]" ] }, "execution_count": 6, "metadata": {}, "output_type": "execute_result" } ], "source": [ "glm.mat4(1.0)" ] }, { "cell_type": "code", "execution_count": 7, "metadata": { "collapsed": false }, "outputs": [ { "data": { "text/plain": [ "tmat4x4\n", "[ 1 | 0 | 0 | 0 ]\n", "[ 0 | 1 | 0 | 0 ]\n", "[ 0 | 0 | 1 | 0 ]\n", "[ 10 | 0 | 0 | 1 ]" ] }, "execution_count": 7, "metadata": {}, "output_type": "execute_result" } ], "source": [ "glm.translate(glm.mat4(1.0), glm.vec3(10.0, 0.0, 0.0))" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Сюрприз, `glm.radians(90.0)` это не 90 радианов, а 90 градусов перевести в радианы." ] }, { "cell_type": "code", "execution_count": 8, "metadata": { "collapsed": false }, "outputs": [ { "data": { "text/plain": [ "tmat4x4\n", "[ 6.12303e-017 | 1 | 0 | 0 ]\n", "[ -1 | 6.12303e-017 | 0 | 0 ]\n", "[ 0 | 0 | 1 | 0 ]\n", "[ 0 | 0 | 0 | 1 ]" ] }, "execution_count": 8, "metadata": {}, "output_type": "execute_result" } ], "source": [ "M = glm.mat4(1.0)\n", "glm.rotate(M, glm.radians(90.0), glm.vec3(0.0, 0.0, 1.0))" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Вращение удобнее задавать (и интерполировать) кватернионами, например, поворот на $\\theta$ вокруг оси $(v_x, v_y, v_z)$:\n", "\n", "$[w, x, y, z] = [\\cos{\\frac{\\theta}{2}}, v_x \\sin{\\frac{\\theta}{2}}, v_y \\sin{\\frac{\\theta}{2}}, v_z \\sin{\\frac{\\theta}{2}}]$\n", "действие на вектор $v$ равно $q v q^{-1}$, где $v$ — кватернион с нулевой действительной частью.\n", "$[w,x,y,z]^{-1} = \\frac{ [w,-x,-y,-z] }{ w^2+x^2+y^2+z^2 }$" ] }, { "cell_type": "code", "execution_count": 36, "metadata": { "collapsed": false }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "tquat( 0, 0, 0.707107, 0.707107 )\n", "0.707106781187\n", "0.0 0.0 0.707106781187\n" ] } ], "source": [ "q_id = glm.quat(1.0, 0.0, 0.0, 0.0)\n", "q = glm.rotate(q_id, glm.radians(90.0), glm.vec3(0.0, 0.0, 1.0))\n", "print q\n", "print q.w\n", "print q.x, q.y, q.z" ] }, { "cell_type": "code", "execution_count": 38, "metadata": { "collapsed": false }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "1.0 0.0 0.0 0.0\n", "tquat( 0, 0, 0, 1 )\n" ] } ], "source": [ "print q_id.w, q_id.x, q_id.y, q_id.z\n", "print q_id" ] }, { "cell_type": "code", "execution_count": 42, "metadata": { "collapsed": false }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "2.22044604925e-16 0.0 0.0 1.0\n" ] } ], "source": [ "u = q * q\n", "print u.w, u.x, u.y, u.z" ] }, { "cell_type": "code", "execution_count": 43, "metadata": { "collapsed": false }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "-0.707106781187 0.0 0.0 0.707106781187\n" ] } ], "source": [ "u = q * q * q\n", "print u.w, u.x, u.y, u.z" ] }, { "cell_type": "code", "execution_count": 44, "metadata": { "collapsed": false }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "-1.0 0.0 0.0 2.77555756156e-16\n" ] } ], "source": [ "u = q * q * q * q\n", "print u.w, u.x, u.y, u.z" ] }, { "cell_type": "code", "execution_count": 45, "metadata": { "collapsed": false }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "-0.707106781187 0.0 0.0 -0.707106781187\n" ] } ], "source": [ "u = q * q * q * q * q\n", "print u.w, u.x, u.y, u.z" ] }, { "cell_type": "code", "execution_count": 46, "metadata": { "collapsed": false }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "-4.4408920985e-16 0.0 0.0 -1.0\n" ] } ], "source": [ "u = q * q * q * q * q * q\n", "print u.w, u.x, u.y, u.z" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "collapsed": true }, "outputs": [], "source": [] }, { "cell_type": "code", "execution_count": 33, "metadata": { "collapsed": false }, "outputs": [ { "data": { "text/plain": [ "tquat( 0, 0, 0.794975, 0.494975 )" ] }, "execution_count": 33, "metadata": {}, "output_type": "execute_result" } ], "source": [ "glm.lerp(q, q*q, 0.3)" ] }, { "cell_type": "code", "execution_count": 34, "metadata": { "collapsed": false }, "outputs": [ { "data": { "text/plain": [ "tquat( 0, 0, 0.233445, -0.97237 )" ] }, "execution_count": 34, "metadata": {}, "output_type": "execute_result" } ], "source": [ "glm.rotate(glm.quat(0.0, 0.0, 0.0, 1.0), glm.radians(90.0 * 0.3 + 180.0 * 0.7), glm.vec3(0.0, 0.0, 1.0))" ] }, { "cell_type": "code", "execution_count": 60, "metadata": { "collapsed": false }, "outputs": [ { "data": { "text/plain": [ "tmat4x4\n", "[ 0.577126 | -0.815268 | 0.0475764 | 0 ]\n", "[ 0.494016 | 0.302136 | -0.815268 | 0 ]\n", "[ 0.650288 | 0.494016 | 0.577126 | 0 ]\n", "[ 0 | 0 | -10 | 1 ]" ] }, "execution_count": 60, "metadata": {}, "output_type": "execute_result" } ], "source": [ "M = glm.mat4(1.0)\n", "M = glm.translate(M, glm.vec3(0.0, 0.0, -10.0))\n", "M = glm.rotate(M, 15.0, glm.vec3(1.0, 0.0, 0.0))\n", "M = glm.rotate(M, 15.0, glm.vec3(0.0, 1.0, 0.0))\n", "M = glm.rotate(M, 15.0, glm.vec3(0.0, 0.0, 1.0))\n", "M" ] }, { "cell_type": "code", "execution_count": 62, "metadata": { "collapsed": false }, "outputs": [ { "ename": "TypeError", "evalue": "'tmat4x4Iter' object is not iterable", "output_type": "error", "traceback": [ "\u001b[1;31m---------------------------------------------------------------------------\u001b[0m", "\u001b[1;31mTypeError\u001b[0m Traceback (most recent call last)", "\u001b[1;32m\u001b[0m in \u001b[0;36m\u001b[1;34m()\u001b[0m\n\u001b[1;32m----> 1\u001b[1;33m \u001b[0marray\u001b[0m\u001b[1;33m(\u001b[0m\u001b[0mM\u001b[0m\u001b[1;33m)\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n\u001b[0m", "\u001b[1;31mTypeError\u001b[0m: 'tmat4x4Iter' object is not iterable" ] } ], "source": [ "glm.mat4_cast()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## События ввода" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Класс-посредник `ModelViewerWidget` обрабатывает вращение объекта мышкой, удаление-приближение колесом, передают получившиеся матрицы в uniform-матрицы `M_world`, `M_view`, `M_proj`, обеспечивает переключение к wireframe кнопкой W." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Пиксели, которые дальше от глаз, чем уже нарисованные, не рисуются благодаря буферу глубины, который, как и буфер цвета, надо очищать в каждом кадре." ] }, { "cell_type": "code", "execution_count": 14, "metadata": { "collapsed": true }, "outputs": [], "source": [ "class ModelViewerWidget(QGLWidget):\n", " def __init__(self, parent=None):\n", " fmt = QGLFormat()\n", " fmt.setVersion(3, 3)\n", " fmt.setProfile(QGLFormat.CoreProfile)\n", " super(ModelViewerWidget, self).__init__(fmt, parent)\n", "\n", " # Чтобы Qt передавал события клавиатуры\n", " self.setFocusPolicy(Qt.StrongFocus)\n", "\n", " self.lastPos = None\n", " self.rotation = array([0, 0, 0], dtype=float)\n", " self.x = 0.0\n", " self.y = 0.0\n", " self.distance = 5.0\n", " self.distance_speed = 0.5\n", " self.distance_min = 1.0\n", " self.wireframe = False\n", " self.projection = 'perspective'\n", " self.fov = 90.0\n", " self.z_near = 1e-3\n", " self.z_far = 1000.0\n", " self.clear_color = [0.3, 0.0, 0.3, 1.0]\n", " \n", " self.M_world = glm.mat4(1.0)\n", " self.M_view = glm.mat4(1.0)\n", " self.M_proj = glm.mat4(1.0)\n", "\n", " def initializeGL(self):\n", " glEnable(GL_DEPTH_TEST)\n", " glClearColor(*self.clear_color)\n", " \n", " # Каждые 16 мс дергаем перерисовку\n", " self.timer = QTimer()\n", " self.timer.timeout.connect(self.updateGL)\n", " self.timer.start(16)\n", "\n", " def resizeGL(self, width, height):\n", " glViewport(0, 0, width, height)\n", " # Настройка матрицы проекции с сохранением масштабов по осям\n", " aspect = float(width) / height\n", " if self.projection == 'perspective':\n", " self.M_proj = glm.perspective(self.fov, aspect, self.z_near, self.z_far)\n", " elif self.projection == 'ortho':\n", " self.M_proj = glm.ortho(-aspect, aspect, -1, 1, self.z_near, self.z_far)\n", "\n", " def paintGL(self):\n", " glClear(GL_COLOR_BUFFER_BIT | GL_DEPTH_BUFFER_BIT)\n", "\n", " glPolygonMode(GL_FRONT_AND_BACK, GL_LINE if self.wireframe else GL_FILL)\n", "\n", " # Вращение объекта и отдаление от него\n", " M = glm.mat4(1.0)\n", " M = glm.translate(M, glm.vec3(self.x, self.y, -self.distance))\n", " M = glm.rotate(M, glm.radians(self.rotation[0]), glm.vec3(1.0, 0.0, 0.0))\n", " M = glm.rotate(M, glm.radians(self.rotation[1]), glm.vec3(0.0, 1.0, 0.0))\n", " M = glm.rotate(M, glm.radians(self.rotation[2]), glm.vec3(0.0, 0.0, 1.0))\n", " self.M_world = M\n", " \n", " glUniformMatrix4fv(glGetUniformLocation(self.program, 'M_world'), 1, GL_FALSE, glm.value_ptr(self.M_world))\n", " glUniformMatrix4fv(glGetUniformLocation(self.program, 'M_view'), 1, GL_FALSE, glm.value_ptr(self.M_view))\n", " glUniformMatrix4fv(glGetUniformLocation(self.program, 'M_proj'), 1, GL_FALSE, glm.value_ptr(self.M_proj))\n", "\n", " def setRotation(self, rotation):\n", " rotation = (rotation % 360.0 + 360) % 360\n", " if any(rotation != self.rotation):\n", " self.rotation = rotation\n", " self.updateGL()\n", "\n", " def keyPressEvent(self, event):\n", " if event.key() == Qt.Key_W:\n", " self.wireframe = not self.wireframe\n", " self.updateGL()\n", "\n", " def mousePressEvent(self, event):\n", " self.lastPos = QPoint(event.pos())\n", "\n", " def mouseMoveEvent(self, event):\n", " dx = event.x() - self.lastPos.x()\n", " dy = event.y() - self.lastPos.y()\n", " self.lastPos = QPoint(event.pos())\n", " if event.buttons() & Qt.LeftButton:\n", " self.setRotation(self.rotation + array([0.5 * dy, 0.5 * dx, 0.0], dtype=float))\n", " elif event.buttons() & Qt.RightButton:\n", " self.setRotation(self.rotation + array([0.5 * dy, 0.0, 0.5 * dx], dtype=float))\n", "\n", " def wheelEvent(self, event):\n", " self.distance += event.angleDelta().y() / 120.0 * self.distance_speed\n", " self.distance = max(self.distance, self.distance_min)\n", " self.updateGL()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Генерация модели" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "В мануалах по OpenGL все рисуют кубики, поэтому мы построим пентагональную антибипирамиду. Пусть ее верхушки имеют координаты $(0,0,±H)$, радиус колец $R$, а расстояние между ними $2\\mathtt{gap}$. Рассмотрим вершины одного «лепестка»: $A (0,0,H)$, $B (R \\cos \\frac{\\pi}{N}, R \\sin \\frac{\\pi}{N}, \\mathtt{gap})$, $C (R \\cos \\frac{\\pi}{N}, -R \\sin \\frac{\\pi}{N}, \\mathtt{gap})$, $D (R, 0, -\\mathtt{gap})$ — они лежат в одной плоскости, т.е. $\\vec{AB}$, $\\vec{BC}$, $\\vec{AD}$ компланарны и определитель матрицы 3×3 их них равен 0." ] }, { "cell_type": "code", "execution_count": 346, "metadata": { "collapsed": false }, "outputs": [], "source": [ "import sympy\n", "sympy.init_printing(use_latex='mathjax', print_builtin=False)\n", "N, H, R, gap = sympy.var('N H R gap')\n", "A = sympy.Matrix([0, 0, H])\n", "B = sympy.Matrix([R * sympy.cos(sympy.pi / N), +R * sympy.sin(sympy.pi / N), gap])\n", "C = sympy.Matrix([R * sympy.cos(sympy.pi / N), -R * sympy.sin(sympy.pi / N), gap])\n", "D = sympy.Matrix([R, 0, -gap])" ] }, { "cell_type": "code", "execution_count": 347, "metadata": { "collapsed": false }, "outputs": [ { "data": { "text/latex": [ "$$\\left[\\begin{matrix}R \\cos{\\left (\\frac{\\pi}{N} \\right )} & 0 & R\\\\R \\sin{\\left (\\frac{\\pi}{N} \\right )} & - 2 R \\sin{\\left (\\frac{\\pi}{N} \\right )} & 0\\\\- H + gap & 0 & - H - gap\\end{matrix}\\right]$$" ], "text/plain": [ "⎡ ⎛π⎞ ⎤\n", "⎢R⋅cos⎜─⎟ 0 R ⎥\n", "⎢ ⎝N⎠ ⎥\n", "⎢ ⎥\n", "⎢ ⎛π⎞ ⎛π⎞ ⎥\n", "⎢R⋅sin⎜─⎟ -2⋅R⋅sin⎜─⎟ 0 ⎥\n", "⎢ ⎝N⎠ ⎝N⎠ ⎥\n", "⎢ ⎥\n", "⎣-H + gap 0 -H - gap⎦" ] }, "execution_count": 347, "metadata": {}, "output_type": "execute_result" } ], "source": [ "VolumeM = sympy.Matrix.hstack(B - A, C - B, D - A)\n", "VolumeM" ] }, { "cell_type": "code", "execution_count": 348, "metadata": { "collapsed": false }, "outputs": [ { "data": { "text/latex": [ "$$2 R^{2} \\left(- H + gap + \\left(H + gap\\right) \\cos{\\left (\\frac{\\pi}{N} \\right )}\\right) \\sin{\\left (\\frac{\\pi}{N} \\right )}$$" ], "text/plain": [ " 2 ⎛ ⎛π⎞⎞ ⎛π⎞\n", "2⋅R ⋅⎜-H + gap + (H + gap)⋅cos⎜─⎟⎟⋅sin⎜─⎟\n", " ⎝ ⎝N⎠⎠ ⎝N⎠" ] }, "execution_count": 348, "metadata": {}, "output_type": "execute_result" } ], "source": [ "Volume = sympy.simplify(sympy.det(VolumeM))\n", "Volume" ] }, { "cell_type": "code", "execution_count": 349, "metadata": { "collapsed": false }, "outputs": [ { "data": { "text/latex": [ "$$\\left [ \\frac{H \\left(- \\cos{\\left (\\frac{\\pi}{N} \\right )} + 1\\right)}{\\cos{\\left (\\frac{\\pi}{N} \\right )} + 1}\\right ]$$" ], "text/plain": [ "⎡ ⎛ ⎛π⎞ ⎞⎤\n", "⎢H⋅⎜- cos⎜─⎟ + 1⎟⎥\n", "⎢ ⎝ ⎝N⎠ ⎠⎥\n", "⎢────────────────⎥\n", "⎢ ⎛π⎞ ⎥\n", "⎢ cos⎜─⎟ + 1 ⎥\n", "⎣ ⎝N⎠ ⎦" ] }, "execution_count": 349, "metadata": {}, "output_type": "execute_result" } ], "source": [ "sympy.solve(Volume, gap)" ] }, { "cell_type": "code", "execution_count": 18, "metadata": { "collapsed": false }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "0.105572809\n" ] } ], "source": [ "N = 5\n", "H = 1.0\n", "R = 1.0\n", "gap = H * (1 - cos(pi/N)) / (1 + cos(pi/N))\n", "print gap\n", "up_vertex = [(0,0,H)]\n", "down_vertex = [(0,0,-H)]\n", "up_cycle = [(R*cos(k*pi/N), R*sin(k*pi/N), gap) for k in range(1, N*2, 2)]\n", "down_cycle = [(R*cos(k*pi/N), R*sin(k*pi/N), -gap) for k in range(0, N*2, 2)]" ] }, { "cell_type": "code", "execution_count": 19, "metadata": { "collapsed": false, "scrolled": true }, "outputs": [ { "data": { "text/plain": [ "array([[ 0.00000000e+00, 0.00000000e+00, 1.00000000e+00],\n", " [ 0.00000000e+00, 0.00000000e+00, -1.00000000e+00],\n", " [ 8.09017003e-01, 5.87785244e-01, 1.05572812e-01],\n", " [ -3.09017003e-01, 9.51056540e-01, 1.05572812e-01],\n", " [ -1.00000000e+00, 1.22464685e-16, 1.05572812e-01],\n", " [ -3.09017003e-01, -9.51056540e-01, 1.05572812e-01],\n", " [ 8.09017003e-01, -5.87785244e-01, 1.05572812e-01],\n", " [ 1.00000000e+00, 0.00000000e+00, -1.05572812e-01],\n", " [ 3.09017003e-01, 9.51056540e-01, -1.05572812e-01],\n", " [ -8.09017003e-01, 5.87785244e-01, -1.05572812e-01],\n", " [ -8.09017003e-01, -5.87785244e-01, -1.05572812e-01],\n", " [ 3.09017003e-01, -9.51056540e-01, -1.05572812e-01]], dtype=float32)" ] }, "execution_count": 19, "metadata": {}, "output_type": "execute_result" } ], "source": [ "vertex_buffer = array(up_vertex + down_vertex + up_cycle + down_cycle, dtype=float32)\n", "vertex_buffer" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Если вы плохо себе представляете этот массив, то примерно оценить, что должно быть нарисовано, может помочь `scatter` из `matplotlib`." ] }, { "cell_type": "code", "execution_count": 154, "metadata": { "collapsed": false }, "outputs": [ { "data": { "image/png": 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mJvL5PHw+X4nAdbnolNWpNCogzRIUCoUCkslkwwkKoonZVlaKywVupQzc/f19DA0NUQYu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\nFgAAAKb1L1thyUK27IqXAAAAAElFTkSuQmCC\n", "text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "X, Y, Z = vertex_buffer.T\n", "from mpl_toolkits.mplot3d import axes3d\n", "figure(figsize=(12,10))\n", "ax = subplot(111, projection='3d')\n", "ax.scatter(X, Y, Z, c='r', s=200, cmap='jet', marker='.');" ] }, { "cell_type": "code", "execution_count": 20, "metadata": { "collapsed": false }, "outputs": [ { "data": { "text/plain": [ "array([[ 0, 2, 3],\n", " [ 0, 3, 4],\n", " [ 0, 4, 5],\n", " [ 0, 5, 6],\n", " [ 0, 6, 2],\n", " [ 3, 2, 8],\n", " [ 4, 3, 9],\n", " [ 5, 4, 10],\n", " [ 6, 5, 11],\n", " [ 2, 6, 7],\n", " [ 1, 8, 7],\n", " [ 1, 9, 8],\n", " [ 1, 10, 9],\n", " [ 1, 11, 10],\n", " [ 1, 7, 11],\n", " [ 7, 8, 2],\n", " [ 8, 9, 3],\n", " [ 9, 10, 4],\n", " [10, 11, 5],\n", " [11, 7, 6]], dtype=uint32)" ] }, "execution_count": 20, "metadata": {}, "output_type": "execute_result" } ], "source": [ "index_buffer = array(\n", " [(0, 2 + k, 2 + (k+1) % N) for k in range(N)] +\n", " [(2 + (k+1) % N, 2 + k, 2 + N + (k+1) % N) for k in range(N)] +\n", " [(1, 2 + N + (k+1) % N, 2 + N + k) for k in range(N)] +\n", " [(2 + N + k, 2 + N + (k+1) % N, 2 + k) for k in range(N)],\n", "dtype=uint32)\n", "index_buffer" ] }, { "cell_type": "code", "execution_count": 21, "metadata": { "collapsed": false }, "outputs": [ { "data": { "text/plain": [ "array([[ 0.54881352, 0.71518934, 0.60276335],\n", " [ 0.54488319, 0.42365479, 0.64589411],\n", " [ 0.4375872 , 0.89177299, 0.96366274],\n", " [ 0.38344151, 0.79172504, 0.5288949 ],\n", " [ 0.56804454, 0.92559665, 0.07103606],\n", " [ 0.0871293 , 0.0202184 , 0.83261985],\n", " [ 0.77815676, 0.87001216, 0.97861832],\n", " [ 0.79915857, 0.46147937, 0.7805292 ],\n", " [ 0.11827443, 0.63992101, 0.14335328],\n", " [ 0.94466889, 0.52184832, 0.41466194],\n", " [ 0.2645556 , 0.7742337 , 0.45615032],\n", " [ 0.56843394, 0.0187898 , 0.61763549]], dtype=float32)" ] }, "execution_count": 21, "metadata": {}, "output_type": "execute_result" } ], "source": [ "seed(0)\n", "color_buffer = rand(len(vertex_buffer), 3).astype(float32)\n", "color_buffer" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Отрисовка модели из вершинного и индексного буферов" ] }, { "cell_type": "code", "execution_count": 22, "metadata": { "collapsed": true }, "outputs": [], "source": [ "vertex_shader_source = '''\n", "#version 330 core\n", "\n", "layout (location = 0) in vec3 aPosition;\n", "layout (location = 1) in vec3 aColor;\n", "\n", "flat out vec3 Color;\n", "\n", "uniform mat4 M_world, M_view, M_proj;\n", "\n", "void main(void) {\n", " gl_Position = M_proj * M_view * M_world * vec4(aPosition, 1.0);\n", " Color = aColor;\n", "}\n", "'''" ] }, { "cell_type": "code", "execution_count": 23, "metadata": { "collapsed": true }, "outputs": [], "source": [ "fragment_shader_source = '''\n", "#version 330 core\n", "\n", "flat in vec3 Color;\n", "out vec4 FragColor;\n", "\n", "void main(void) {\n", " FragColor = vec4(Color, 1.0);\n", "}\n", "'''" ] }, { "cell_type": "code", "execution_count": 24, "metadata": { "collapsed": false }, "outputs": [ { "data": { "image/png": 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"text/plain": [ "" ] }, "execution_count": 24, "metadata": {}, "output_type": "execute_result" } ], "source": [ "class GLWidget(ModelViewerWidget):\n", " def __init__(self, parent=None):\n", " super(GLWidget, self).__init__(parent)\n", " self.projection = 'ortho'\n", " \n", " def initializeGL(self):\n", " self.program = compileProgram(\n", " compileShader(vertex_shader_source, GL_VERTEX_SHADER),\n", " compileShader(fragment_shader_source, GL_FRAGMENT_SHADER),\n", " )\n", " glUseProgram(self.program)\n", " \n", " self.vao = make_vao(vertex_buffer, color_buffer)\n", " \n", " super(GLWidget, self).initializeGL()\n", "\n", " def paintGL(self):\n", " super(GLWidget, self).paintGL()\n", "\n", " glBindVertexArray(self.vao)\n", " glDrawElements(GL_TRIANGLES, index_buffer.size, GL_UNSIGNED_INT, index_buffer)\n", " glBindVertexArray(0)\n", "\n", "run_qt_and_screenshot(GLWidget)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Шейдер без геометрии" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Проиллюстрируем мощь шейдеров лайтсаберами. Математика описана https://sharpc.livejournal.com/79180.html . Основную работу делает пиксельный шейдер, который по координатам пикселя и текущему времени рисует красоту." ] }, { "cell_type": "code", "execution_count": 405, "metadata": { "collapsed": true }, "outputs": [], "source": [ "vertex_shader_code = '''\n", "#version 330 core\n", "in vec3 aPos;\n", "uniform float time;\n", "out vec3 Position;\n", "\n", "void main(void) {\n", " gl_Position = vec4(aPos, 1.);\n", " Position = aPos;\n", "}\n", "'''" ] }, { "cell_type": "code", "execution_count": 406, "metadata": { "collapsed": true }, "outputs": [], "source": [ "fragment_shader_code = '''\n", "#version 330 core\n", "in vec3 Position;\n", "uniform float time;\n", "\n", "out vec4 FragColor;\n", "\n", "// int((a*x+b) / sqrt(A*x^2+B*x+C)^3, x=0..1)\n", "float integral(float a, float b, float A, float B, float C)\n", "{\n", " return 2.0 * ((a * (B+C+C) - b * (A+A+B)) / sqrt(A + B + C) - (2.0 * a * C - b * B) / sqrt(C)) / (B * B - 4.0 * A * C);\n", "}\n", "\n", "// Освещение точки P с нормалью N линейным источником AB, нормированное длиной источника\n", "float newosv(vec3 P, vec3 N, vec3 A, vec3 B)\n", "{\n", " vec3 V = B - A;\n", " vec3 W = A - P;\n", " float a = dot(N,V);\n", " float b = dot(N,W);\n", " float c = dot(V,V);\n", " float d = 2.0 * dot(V,W);\n", " float e = dot(W,W);\n", " float result = integral(a, b, c, d, e);\n", " float diffuse = result < 0.0 ? 0.0 : result;\n", " return diffuse * distance(A, B) / 4.0;\n", "}\n", "\n", "// Отражение по одной координате\n", "float modreflect1d(float a, float ma, float mb)\n", "{\n", " float pos = mod(a - ma, 2.0 * (mb - ma));\n", " return min(pos, 2.0 * (mb - ma) - pos) + ma;\n", "}\n", "\n", "// Отражение вектора по трем координатам\n", "vec3 modreflect3d(vec3 a, float minx, float maxx, float miny, float maxy, float minz, float maxz)\n", "{\n", " return vec3(modreflect1d(a.x, minx, maxx), modreflect1d(a.y, miny, maxy), modreflect1d(a.z, minz, maxz));\n", "}\n", "\n", "const float pi = 3.14159265358979323846;\n", "\n", "void main(void) {\n", " vec4 color;\n", " vec3 p = Position.xyz;\n", " float zdist = 0.2;\n", "\n", " // Звездочка\n", " const int n = 10;\n", " const int conn = 2;\n", " vec3 b1[n], b2[n], a1[n], a2[n];\n", " for (int i = 0; i < n; i += 2) {\n", " float phi0 = float(i) * 2.0 * pi / float(n) + pi / 2.0;\n", " float phi2 = float(i + conn * 2) * 2.0 * pi / float(n) + pi / 2.0;\n", " float r = 0.9;\n", " b1[i ] = vec3(r * cos(phi0), r * sin(phi0), zdist);\n", " b1[i+1] = vec3(r * cos(phi2), r * sin(phi2), zdist);\n", " b2[i ] = vec3(r / 1.5 * cos(phi0) + 0.5, r / 1.5 * sin(phi0) + 0.5, zdist);\n", " b2[i+1] = vec3(r / 1.5 * cos(phi2) + 0.5, r / 1.5 * sin(phi2) + 0.5, zdist);\n", " }\n", "\n", " // Скорость\n", " vec3 v1 = vec3(pi, sqrt(5.0), 1.0) / 10.0;\n", " vec3 v2 = vec3(sqrt(2.0), -pi, -0.5) / 10.0;\n", " // Вектор нормали к плоскости\n", " vec3 N = vec3(0.0, 0.0, 1.0);\n", "\n", " // Считаем координаты концов отрезков после отражений\n", " for (int i = 0; i < n; ++i) {\n", " a1[i] = modreflect3d(b1[i] + v1 * time, -1.0, 1.0, -1.0, 1.0, 0.1, 0.2);\n", " a2[i] = modreflect3d(b2[i] + v2 * time, -1.0, 1.0, -1.0, 1.0, 0.1, 0.2);\n", " }\n", "\n", " vec3 c1 = vec3(\n", " (sin(time) + 1.0) / 2.0,\n", " (sin(time + pi / 3.0) + 1.0) / 2.0,\n", " (sin(time + 2.0 * pi / 3.0) + 1.0) / 2.0\n", " );\n", " vec3 c2 = vec3(\n", " (sin(time * 0.9 + pi / 3.0) + 1.0) / 2.0,\n", " (sin(time * 0.9 + 2.0 * pi / 3.0) + 1.0) / 2.0,\n", " (sin(time * 0.9 + pi) + 1.0) / 2.0\n", " );\n", "\n", " // Считаем освещение\n", " float lum1 = 0.0, lum2 = 0.0;\n", " for (int i = 0; i < n; i += 2) {\n", " lum1 += newosv(p, N, a1[i], a1[i + 1]);\n", " lum2 += newosv(p, N, a2[i], a2[i + 1]);\n", " }\n", " lum1 /= float(n);\n", " lum2 /= float(n);\n", "\n", " vec3 lum = (lum1 * c1 + lum2 * c2) * 1.5;\n", "\n", " // Расчет \"радужного\" цвета\n", " FragColor = vec4(lum.xyz, 1.0);\n", "}\n", "'''" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Этот шейдер не использует геометрию, а просто рисует пиксели, поэтому в качестве полигонов используются 2 треугольника, образующих квадрат на все окно." ] }, { "cell_type": "code", "execution_count": 407, "metadata": { "collapsed": true }, "outputs": [], "source": [ "vertex_buffer = array([\n", " (-1.0, -1.0),\n", " (1.0, -1.0),\n", " (1.0, 1.0),\n", " (-1.0, 1.0),\n", " (-1.0, -1.0),\n", " (1.0, 1.0),\n", "], float32)" ] }, { "cell_type": "code", "execution_count": 408, "metadata": { "collapsed": true }, "outputs": [], "source": [ "class GLWidget(ModelViewerWidget):\n", " def __init__(self, parent=None):\n", " super(GLWidget, self).__init__(parent)\n", "\n", " def initializeGL(self):\n", " # Компилируем и делаем активными пару шейдеров\n", " self.program = compileProgram(\n", " compileShader(vertex_shader_code, GL_VERTEX_SHADER),\n", " compileShader(fragment_shader_code, GL_FRAGMENT_SHADER),\n", " )\n", " glUseProgram(self.program)\n", "\n", " # Чтобы передавать в шейдер время\n", " self.start_time = time.time()\n", " self.time_location = glGetUniformLocation(self.program, 'time')\n", " \n", " self.vao = make_vao(vertex_buffer)\n", " \n", " super(GLWidget, self).initializeGL()\n", "\n", " def resizeGL(self, width, height):\n", " side = min(width, height)\n", " # Рисуем в квадрат по центру окна\n", " glViewport(int((width - side) / 2), int((height - side) / 2), side, side)\n", "\n", " def paintGL(self):\n", " super(GLWidget, self).paintGL()\n", " \n", " # Передаем шейдеру прошедшее с начала работы время\n", " current_time = time.time() - self.start_time\n", " glUniform1f(self.time_location, current_time)\n", "\n", " glBindVertexArray(self.vao)\n", " glDrawArrays(GL_TRIANGLES, 0, len(vertex_buffer))\n", " glBindVertexArray(0)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Окно для отрисовки OpenGL можно сочетать с обычными виджетами Qt." ] }, { "cell_type": "code", "execution_count": 409, "metadata": { "collapsed": false }, "outputs": [ { "data": { "image/png": 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EwBF5xbq0KrFQTCtACMe/88D2ZUaKc5qzLHk1CDkFWCZ2pVUD27L3astPFpatPjKvO8Hz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\nXyh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zDg2/g1YmCHPSqMcGppVYjGtxONrklXCNBiPa+fpC7qUcQ5DrESAoBsoSFYQIMMVY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\nKpiOM7cr/YucXBXDIuPBqDwIo03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"text/plain": [ "" ] }, "execution_count": 409, "metadata": {}, "output_type": "execute_result" } ], "source": [ "class MainWindow(QWidget):\n", " def __init__(self, parent=None):\n", " super(MainWindow, self).__init__(parent)\n", " self.setWindowTitle('Hello, OpenGL')\n", " self.resize(400, 400)\n", " layout = QHBoxLayout()\n", " layout.setContentsMargins(0, 0, 0, 0)\n", " gl = GLWidget()\n", " layout.addWidget(gl)\n", " self.setLayout(layout)\n", "\n", "run_qt_and_screenshot(MainWindow)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Сложные модели" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "В сложных графических программах, например, играх, вершинные координаты и К не вбивают в массивы, а загружают из файлов, подготовленных 3D-художниками.\n", "\n", "Библиотека `PyAssimp` это враппер над библиотекой assimp, поддерживающей свыше 40 форматов 3D-моделей https://github.com/assimp/assimp . Некоторое количество бесплатных 3D-моделей можно найти на https://free3d.com/3d-models/ ." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "```\n", "pip install PyAssimp\n", "скачать и установить assimp-sdk https://github.com/assimp/assimp/releases\n", "```" ] }, { "cell_type": "code", "execution_count": 25, "metadata": { "collapsed": false }, "outputs": [], "source": [ "import os\n", "# PyAssimp не очень-то умеет находить нужную DLL от assimp\n", "os.environ['Path'] = r'c:\\Program Files\\Assimp\\bin\\x64;' + os.environ['Path']\n", "import pyassimp" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "todo Сорс модели протух?" ] }, { "cell_type": "code", "execution_count": 26, "metadata": { "collapsed": true }, "outputs": [], "source": [ "model_filename = \"do_not_attach/ob61pej2fz-Enginer/MP_US_Engi.FBX\"" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Нет костей, нужно мультитекстурирование из текстуры с защитным цветом?" ] }, { "cell_type": "code", "execution_count": 28, "metadata": { "collapsed": false }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "7 мешей\n", "39651 вершин\n", "13217 полигонов\n", "7 материалов\n" ] } ], "source": [ "scene = pyassimp.load(model_filename)\n", "print len(scene.meshes), 'мешей'\n", "print sum(len(mesh.vertices) for mesh in scene.meshes), 'вершин'\n", "print sum(len(mesh.faces) for mesh in scene.meshes), 'полигонов'\n", "print len(scene.materials), 'материалов'\n", "pyassimp.release(scene)" ] }, { "cell_type": "code", "execution_count": 29, "metadata": { "collapsed": false }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Вершинный буфер float32 (39651L, 3L)\n", "[[ 8.12377930e+00 -1.03591901e-06 1.60058594e+02]\n", " [ 8.41064453e+00 -6.90467298e-01 1.62207031e+02]\n", " [ 8.12377930e+00 -1.12983025e-06 1.62207031e+02]\n", " [ 8.41064453e+00 -6.90467298e-01 1.62207031e+02]\n", " [ 8.12377930e+00 -1.03591901e-06 1.60058594e+02]]\n", "\n", "Буфер нормалей float32 (39651L, 3L)\n", "[[ -9.23470080e-01 -3.83670449e-01 -2.78290955e-08]\n", " [ -6.71216965e-01 -7.41260946e-01 -4.42425225e-08]\n", " [ -9.23470080e-01 -3.83670449e-01 -2.78290955e-08]\n", " [ -9.23470080e-01 -3.83670449e-01 -2.78290955e-08]\n", " [ -9.23470080e-01 -3.83670449e-01 -2.78290937e-08]]\n", "\n", "Индексный буфер int32 (13217L, 3L)\n", "[[ 0 1 2]\n", " [ 3 4 5]\n", " [ 6 7 8]\n", " [ 9 10 11]\n", " [12 13 14]]\n", "\n", "Буфер цвета int32 (13217L, 3L)\n", "[[ 0.588 0.588 0.588]\n", " [ 0.588 0.588 0.588]\n", " [ 0.588 0.588 0.588]\n", " [ 0.588 0.588 0.588]\n", " [ 0.588 0.588 0.588]]\n", "\n", "Буфер текстурных координат float32 (39651L, 3L)\n", "[[ 0.63427734 0.26708984 0. ]\n", " [ 0.64599609 0.29882812 0. ]\n", " [ 0.63427734 0.29882812 0. ]\n", " [ 0.64599609 0.29882812 0. ]\n", " [ 0.63427734 0.26708984 0. ]]\n", "\n" ] } ], "source": [ "vertex_buffer = vstack([mesh.vertices for mesh in scene.meshes]) * array([1.0, 1.0, 1.0], float32)\n", "print 'Вершинный буфер', vertex_buffer.dtype, vertex_buffer.shape\n", "print vertex_buffer[:5]\n", "print\n", "\n", "normal_buffer = vstack([mesh.normals for mesh in scene.meshes])\n", "print 'Буфер нормалей', normal_buffer.dtype, normal_buffer.shape\n", "print normal_buffer[:5]\n", "print\n", "\n", "mesh_vertex_starts = cumsum([0] + [len(mesh.vertices) for mesh in scene.meshes])[:-1]\n", "index_buffer = vstack([mesh.faces + offset for offset, mesh in zip(mesh_vertex_starts, scene.meshes)])\n", "print 'Индексный буфер', index_buffer.dtype, index_buffer.shape\n", "print index_buffer[:5]\n", "print\n", "\n", "color_buffer = []\n", "for mesh in scene.meshes:\n", " color = mesh.material.properties.get(('diffuse', 0), [1.0, 0.0, 1.0])\n", " color_buffer += list(tile(array(color)[newaxis,:], (len(mesh.vertices), 1)))\n", "color_buffer = array(color_buffer, float32)\n", "print 'Буфер цвета', index_buffer.dtype, index_buffer.shape\n", "print color_buffer[:5]\n", "print\n", "\n", "texcoord_buffer = vstack([mesh.texturecoords[0] for mesh in scene.meshes])\n", "print 'Буфер текстурных координат', texcoord_buffer.dtype, texcoord_buffer.shape\n", "print texcoord_buffer[:5]\n", "print" ] }, { "cell_type": "code", "execution_count": 30, "metadata": { "collapsed": false }, "outputs": [ { "data": { "image/png": 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cc2ZsI3hJzHpprV6m1mrbRreO3cra9PQ0qVQKn89XITxCoZDnKmutxMtith1r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zIu32SkrcdlxXA6lK5ggNiU3IeRbX91s0Q8fyh9ATmSuaQC2IMCCQIsbloadYxJe4OjaO+RNm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Hg8Tn19Pbm5uf2umN/XME1zWPRzXyAUCiV1ZiVJYsKECUyYMKFf6waDQZYvX87dd99NWloa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hYdifKAF9ByH0Vbm1Vw90QUEBVqxYgddffx333nuvTX7mzZg7dy5WrlyJlStX4siRIwgN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\n5oobbsKIh4hZAsGefPvtt/jb3/6Gzz/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"text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "X, Y, Z = vertex_buffer.T\n", "from mpl_toolkits.mplot3d import axes3d\n", "figure(figsize=(12,10))\n", "ax = subplot(111, projection='3d')\n", "ax.scatter(X, Y, Z, c=Y, cmap='jet', marker='.');" ] }, { "cell_type": "code", "execution_count": 31, "metadata": { "collapsed": false }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "[array([-61.27929688, -31.25000381, -0.37918124], dtype=float32), array([ 61.42578125, 33.47167587, 182.03125 ], dtype=float32)]\n", "[ 122.70507812 64.72167969 182.41043091]\n" ] } ], "source": [ "def calculateBbox(scene):\n", " bbox = None\n", " for mesh in scene.meshes:\n", " for vert in mesh.vertices:\n", " if bbox is None:\n", " bbox = [array(vert), array(vert)]\n", " bbox[0] = amin([bbox[0], array(vert)], axis=0)\n", " bbox[1] = amax([bbox[1], array(vert)], axis=0)\n", " return bbox\n", "\n", "bbox = calculateBbox(scene)\n", "print bbox\n", "print bbox[1] - bbox[0]" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "182? У послушных детей координаты моделей в единицах СИ (метры)." ] }, { "cell_type": "markdown", "metadata": { "collapsed": true }, "source": [ "## Текстурирование" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "todo\n", "\n", " glUniform1i(glGetUniformLocation(shaderProgram, \"tex0\"), 0) # 0 из GL_TEXTURE0, можно минимум до 48\n", " \n", "в шейдере\n", "\n", " uniform sampler2D tex0;\n", "\n", "GL_TEXTURE_MIN_FILTER and GL_TEXTURE_MAG_FILTER - использовать такой способ фильтрации, если пиксель больше текселя или меньше\n", "GL_NEAREST | GL_LINEAR -- брать ближайший тексель или усреднять несколько\n", "можно использовать GL_NEAREST_MIPMAP_LINEAR -- NEAREST_MIPMAP использовать ближайший мипмэп или усреднять соседние, NEAREST|LINEAR -- тексели из мипмэпа(ов)" ] }, { "cell_type": "code", "execution_count": 32, "metadata": { "collapsed": true }, "outputs": [], "source": [ "def bind_texture(slot, arr):\n", " height, width, channels = arr.shape\n", " if arr.dtype == float32:\n", " arr = (arr * 255).astype(uint8)\n", " assert channels >= 3 and arr.dtype == uint8\n", " tex = glGenTextures(1)\n", " glActiveTexture(slot)\n", " glBindTexture(GL_TEXTURE_2D, tex)\n", " glPixelStorei(GL_UNPACK_ALIGNMENT, 1)\n", " glTexImage2D(GL_TEXTURE_2D, 0, GL_RGB, width, height, 0, GL_RGB, GL_UNSIGNED_BYTE, arr[:,:,:3])\n", " # Как брать цвет текселя, если пиксель больше/меньше его\n", " glTexParameterf(GL_TEXTURE_2D, GL_TEXTURE_MAG_FILTER, GL_NEAREST)\n", " glTexParameterf(GL_TEXTURE_2D, GL_TEXTURE_MIN_FILTER, GL_NEAREST)\n", " # Как трактовать текстурные координаты за пределами [0,1]x[0,1]\n", " glTexParameteri(GL_TEXTURE_2D, GL_TEXTURE_WRAP_S, GL_REPEAT);\n", " glTexParameteri(GL_TEXTURE_2D, GL_TEXTURE_WRAP_T, GL_REPEAT);\n", " #glTexEnvf(GL_TEXTURE_ENV, GL_TEXTURE_ENV_MODE, GL_DECAL)\n", " # Сгенерировать копии текстуры с другим разрешением\n", " glGenerateMipmap(GL_TEXTURE_2D)\n", " return tex" ] }, { "cell_type": "code", "execution_count": 33, "metadata": { "collapsed": true }, "outputs": [], "source": [ "vertex_shader_code = '''\n", "#version 330 core\n", "layout (location = 0) in vec3 aPosition;\n", "layout (location = 1) in vec3 aNormal;\n", "layout (location = 2) in vec2 aTexcoord;\n", "\n", "uniform mat4 M_world, M_view, M_proj;\n", "\n", "out vec4 PositionView;\n", "out vec4 Normal;\n", "out vec3 SrcNormal;\n", "out vec2 Texcoord;\n", "\n", "void main(void)\n", "{\n", " gl_Position = M_proj * M_view * M_world * vec4(aPosition, 1.0);\n", " PositionView = M_view * M_world * vec4(aPosition, 1.0);\n", " Normal = M_view * M_world * vec4(aNormal, 0.0);\n", " SrcNormal = aNormal;\n", " Texcoord = aTexcoord;\n", "}\n", "'''" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Львиная доля реализма компьютерной графики зависит от **модели освещения**. Много враиантов собраны тут: http://steps3d.narod.ru/tutorials/lighting-tutorial.html . Классическая модель Фонга суммирует 3 компоненты освещения:\n", "* ambient, константа для всей сцены;\n", "* diffuse, зависящий от косинуса угла падения света, пропорционален $(\\vec{N}, \\vec{L})$ — скалярному произведению нормали поверхности $\\vec{N}$ на вектор направления света на пиксель $\\vec{L}$ (здесь и далее вектора считаются единичными);\n", "* specular, зависящий от косинуса угла между вектором отражения $\\vec{R}$ и вектором от пикселя в глаз $\\vec{E}$, пропорционален $(\\vec{R}, \\vec{E})^\\rho$, где степень $\\rho$ зависит от степени зеркальности поверхности.\n", "\n", "https://en.wikipedia.org/wiki/Specular_highlight\n", "\n", "https://en.wikipedia.org/wiki/Fresnel_equations\n", "\n", "https://en.wikipedia.org/wiki/Schlick%27s_approximation\n", "\n", "http://www.gamedev.ru/code/articles/cook-torrance\n", "\n", "https://habr.com/post/326852/ Готовим Physically Based Rendering + Image-based Lighting. Теория+практика. Шаг за шагом\n", "\n", "https://iondune.github.io/csc476/lectures/15-cook-torrance" ] }, { "cell_type": "code", "execution_count": 34, "metadata": { "collapsed": true }, "outputs": [], "source": [ "fragment_shader_code = '''\n", "#version 330 core\n", "in vec4 PositionView;\n", "in vec4 Normal;\n", "in vec3 SrcNormal;\n", "in vec2 Texcoord;\n", "\n", "uniform sampler2D texture_duffuse;\n", "uniform sampler2D texture_normal_mapping;\n", "\n", "uniform vec3 MaterialAmbient;\n", "uniform vec3 MaterialDiffuse;\n", "uniform vec3 MaterialSpecular;\n", "uniform vec3 MaterialEmissive;\n", "uniform float MaterialShininess;\n", "\n", "uniform int mode;\n", "\n", "out vec4 FragColor;\n", "\n", "const vec4 LightSourcePosition = vec4(0.0, 0.0, 0.0, 1.0);\n", "const vec3 LightSourceColor = vec3(1.0, 1.0, 1.0);\n", "\n", "void main(void)\n", "{\n", " vec3 L = normalize(LightSourcePosition.xyz - PositionView.xyz);\n", " vec3 E = normalize(-PositionView.xyz); // в видовых координатах PositionCamera = (0,0,0)\n", " vec3 N = normalize(Normal.xyz);\n", " vec3 R = -reflect(L, N);\n", "\n", " float Idiffuse = max(dot(N, L), 0.0);\n", " Idiffuse = clamp(Idiffuse, 0.0, 1.0);\n", " float Ispecular = pow(max(dot(R, E), 0.0), 0.3 * MaterialShininess);\n", " Ispecular = clamp(Ispecular, 0.0, 1.0);\n", "\n", "\n", "\n", " // Cook-Torrance\n", " vec3 H = normalize(L + E);\n", "\n", " float nh = dot ( N, H );\n", " float nv = dot ( N, E );\n", " float nl = dot ( N, L );\n", "\n", " float roughness = 0.02;\n", "\n", " float r2 = roughness * roughness;\n", " float nh2 = nh * nh;\n", " float ex = -(1.0 - nh2) / (nh2 * r2);\n", " float d = exp(ex) / (r2 * nh2 * nh2);\n", "\n", " float r0 = pow((1.5-1.0)/(1.5+1.0), 2.0);\n", "\n", " float f = mix ( pow ( 1.0 - nv, 5.0 ), 1.0, r0 );\n", " float x = 2.0 * nh / dot ( E, H );\n", " float g = min ( 1.0, min ( x * nl, x * nv ) );\n", " float ct = d*f*g / nv;\n", "\n", " Ispecular = max ( 0.0, ct );\n", "\n", "\n", "\n", " vec3 Cambient = LightSourceColor * MaterialAmbient;\n", " vec3 Cdiffuse = LightSourceColor * MaterialDiffuse * Idiffuse;\n", " vec3 Cspecular = LightSourceColor * MaterialSpecular * Ispecular;\n", " \n", " vec4 textureColor = texture(texture_duffuse, Texcoord.st);\n", " vec4 textureNormal = normalize(2.0 * texture(texture_normal_mapping, Texcoord.st) - 1.0);\n", " \n", " vec3 Clight = Cambient + Cdiffuse + Cspecular;\n", " FragColor = textureColor * vec4(Clight, 1.0);\n", " \n", " if (mode == 1) {\n", " FragColor = textureColor;\n", " } else if (mode == 2) {\n", " FragColor = vec4(Texcoord.st, 0.0, 1.0);\n", " } else if (mode == 3) {\n", " FragColor = textureNormal; //Iambient;\n", " } else if (mode == 4) {\n", " FragColor = vec4(Cdiffuse, 1.0);\n", " } else if (mode == 5) {\n", " FragColor = vec4(Cspecular, 1.0);\n", " } else if (mode == 6) {\n", " FragColor = vec4(Clight, 1.0);\n", " } else if (mode == 7) {\n", " FragColor = dot(N, L) >= 0.0 ? vec4(1.0, 0.5, 0.0, 1.0) : vec4(0.5, 0.0, 0.5, 1.0);\n", " } else if (mode == 8) {\n", " FragColor = vec4(normalize(SrcNormal.xyz), 1.0);\n", " } else if (mode == 9) {\n", " float depth = length(PositionView.xyz) / 300.0;\n", " FragColor = vec4(depth, depth, depth, 1.0);\n", " } else if (mode == 0) {\n", " FragColor = textureColor * vec4(Clight, 1.0);\n", " }\n", "}\n", "'''" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "todo Описание передачи буферов на GPU" ] }, { "cell_type": "code", "execution_count": 36, "metadata": { "collapsed": false }, "outputs": [ { "data": { "text/plain": [ "8.7479942321777315" ] }, "execution_count": 36, "metadata": {}, "output_type": "execute_result" } ], "source": [ "(bbox[1][1] - bbox[0][1]) * 0.618 + bbox[0][1]" ] }, { "cell_type": "code", "execution_count": 46, "metadata": { "collapsed": false }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "..\\..\\Frame0001\\Tex_0018_1.dds -> do_not_attach\\ob61pej2fz-Enginer\\Textures\\Tex_0018_1.jpg\n", "..\\..\\Frame0001\\Tex_0022_1.dds -> do_not_attach\\ob61pej2fz-Enginer\\Textures\\Tex_0022_1.jpg\n", "..\\..\\Frame0001\\Tex_0022_1.dds -> do_not_attach\\ob61pej2fz-Enginer\\Textures\\Tex_0022_1.jpg\n", "..\\..\\Frame0001\\Tex_0024_1.dds -> do_not_attach\\ob61pej2fz-Enginer\\Textures\\Tex_0024_1.jpg\n", "..\\..\\Frame0001\\Tex_0027_1.dds ..\\..\\Frame0001\\Tex_0019_1.dds -> do_not_attach\\ob61pej2fz-Enginer\\Textures\\Tex_0019_1.jpg\n", "..\\..\\Frame0001\\Tex_0021_1.dds -> do_not_attach\\ob61pej2fz-Enginer\\Textures\\Tex_0021_1.png\n" ] }, { "data": { "image/png": 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mh2F4xhln3H3X3bf+fusMnhZN02acDmxNAwCgtH9oaCSQIbP7Unb6lltuAQAs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\nxXr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1cy4vs3xSlGU5LoZFUWhjyqK0pSszORqkeZ6VaU4p4zTYu+fAgw9/6dOf/cytN77A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\nyOuWJInn+UajkWWZJEnHjx+HtuFBEMzNzYmiaBiGYRiu687MLExNTY3CgeM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bp+SsStJr\nkBaOEEIIoWvp0qaalWW50+n86AtpcDBvCCGEEEKXeyorfEIIkWX5/wcpM2+nSp6hAwAAAABJRU5E\nrkJggg==\n", "text/plain": [ "" ] }, "execution_count": 46, "metadata": {}, "output_type": "execute_result" } ], "source": [ "class GLWidget(ModelViewerWidget):\n", " def __init__(self, parent=None):\n", " super(GLWidget, self).__init__(parent)\n", " self.distance = 200.0\n", " self.distance_speed = 10\n", " self.mode = 0\n", " self.clear_color = QColor.fromCmykF(0.39, 0.39, 0.0, 0.0).darker().getRgbF()\n", " #self.x = -20.0\n", " self.y = -100.0\n", " self.fov = 45.0\n", "\n", " def initializeGL(self):\n", " self.program = compileProgram(\n", " compileShader(vertex_shader_code, GL_VERTEX_SHADER),\n", " compileShader(fragment_shader_code, GL_FRAGMENT_SHADER),\n", " )\n", " glUseProgram(self.program)\n", "\n", " self.vao = make_vao(vertex_buffer, normal_buffer, texcoord_buffer, index_buffer=index_buffer)\n", "\n", " texIdx = 1\n", " self.texIndices = {}\n", " for i, material in enumerate(scene.materials):\n", " filename = material.properties.get(('file', 1), None)\n", " if filename is not None:\n", " print filename,\n", " filename = filename.replace('..\\\\..\\\\Frame0001\\\\', 'Textures/')\n", " for rep in ['.png', '.jpg']:\n", " filename2 = filename.replace('.dds', rep)\n", " filename2 = os.path.normpath(os.path.join(os.path.dirname(model_filename), filename2))\n", " if not os.path.exists(filename2):\n", " continue\n", " print '->', filename2\n", " image = imread(filename2)[::-1,:,:]\n", " bind_texture(GL_TEXTURE0 + texIdx, image)\n", " self.texIndices[i] = texIdx\n", " texIdx += 1\n", " break\n", "\n", " super(GLWidget, self).initializeGL()\n", "\n", "\n", " def paintGL(self):\n", " super(GLWidget, self).paintGL()\n", " \n", " myUniformMode = glGetUniformLocation(self.program, \"mode\")\n", " glUniform1i(myUniformMode, self.mode)\n", "\n", " glBindVertexArray(self.vao)\n", "\n", " colors = [\n", " ('diffuse', GL_DIFFUSE, [0.8, 0.8, 0.8]),\n", " ('specular', GL_SPECULAR, [0., 0., 0.]),\n", " ('ambient', GL_AMBIENT, [0.2, 0.2, 0.2]),\n", " ('emissive', GL_EMISSION, [0., 0., 0.]),\n", " ('shininess', GL_SHININESS, 1.0),\n", " ]\n", " \n", " idx = 0\n", " for mesh in scene.meshes:\n", " mat = mesh.material\n", " glUniform1i(glGetUniformLocation(self.program, \"texture_duffuse\"), self.texIndices.get(mesh.materialindex, 0))\n", " \n", " for name, _, default in colors:\n", " color = mat.properties.get((name, 0), default)\n", " var_location = glGetUniformLocation(self.program, 'Material' + name.capitalize())\n", " if name == 'shininess':\n", " glUniform1f(var_location, min(color, 128.0))\n", " else:\n", " glUniform3f(var_location, *color)\n", "\n", " glEnable(GL_FRAMEBUFFER_SRGB)\n", " glDrawElements(GL_TRIANGLES, len(mesh.faces) * 3, GL_UNSIGNED_INT, ctypes.c_void_p(idx * 4))\n", " idx += len(mesh.faces) * 3\n", "\n", " def keyPressEvent(self, event):\n", " super(GLWidget, self).keyPressEvent(event)\n", " if event.key() >= Qt.Key_0 and event.key() <= Qt.Key_9:\n", " self.mode = event.key() - Qt.Key_0\n", " import re\n", " what = re.match(r'.*mode == %d\\) \\{.*?FragColor = (.*?);\\s*\\}' % self.mode, fragment_shader_code, re.S)\n", " if what:\n", " what = what.groups()[0]\n", " self.setWindowTitle(what)\n", "\n", "\n", "run_qt_and_screenshot(GLWidget)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "todo жуткий z-fighting" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "3D художники, делающие свободные модели, весьма наплевательски относятся к корректности путей к текстурам." ] }, { "cell_type": "code", "execution_count": 47, "metadata": { "collapsed": false }, "outputs": [ { "data": { "text/plain": [ "[['uvwsrc',\n", " 'uvtrafo',\n", " 'shinpercent',\n", " 'diffuse',\n", " 'opacity',\n", " 'ambient',\n", " 'transparent',\n", " 'name',\n", " 'specular',\n", " 'file',\n", " 'shininess'],\n", " ['uvwsrc',\n", " 'uvtrafo',\n", " 'shinpercent',\n", " 'diffuse',\n", " 'opacity',\n", " 'ambient',\n", " 'transparent',\n", " 'name',\n", " 'specular',\n", " 'file',\n", " 'shininess'],\n", " ['uvwsrc',\n", " 'uvtrafo',\n", " 'shinpercent',\n", " 'diffuse',\n", " 'opacity',\n", " 'ambient',\n", " 'transparent',\n", " 'name',\n", " 'specular',\n", " 'file',\n", " 'shininess'],\n", " ['uvwsrc',\n", " 'uvtrafo',\n", " 'shinpercent',\n", " 'diffuse',\n", " 'opacity',\n", " 'ambient',\n", " 'transparent',\n", " 'name',\n", " 'specular',\n", " 'file',\n", " 'shininess'],\n", " ['uvwsrc',\n", " 'uvtrafo',\n", " 'shinpercent',\n", " 'diffuse',\n", " 'opacity',\n", " 'ambient',\n", " 'transparent',\n", " 'name',\n", " 'specular',\n", " 'file',\n", " 'shininess'],\n", " ['uvwsrc',\n", " 'uvtrafo',\n", " 'shinpercent',\n", " 'diffuse',\n", " 'opacity',\n", " 'ambient',\n", " 'transparent',\n", " 'name',\n", " 'specular',\n", " 'file',\n", " 'shininess'],\n", " ['uvwsrc',\n", " 'uvtrafo',\n", " 'shinpercent',\n", " 'diffuse',\n", " 'opacity',\n", " 'ambient',\n", " 'transparent',\n", " 'name',\n", " 'specular',\n", " 'file',\n", " 'shininess']]" ] }, "execution_count": 47, "metadata": {}, "output_type": "execute_result" } ], "source": [ "[list(m.properties.keys()) for m in scene.materials]" ] }, { "cell_type": "code", "execution_count": 48, "metadata": { "collapsed": false }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "0 {('uvwsrc', 1L): 0, ('uvtrafo', 1L): [0.0, 0.0, 1.0, 1.0, 0.0], ('shinpercent', 0L): 0.0, ('diffuse', 0L): [0.5879999995231628, 0.5879999995231628, 0.5879999995231628], ('opacity', 0L): 1.0, ('ambient', 0L): [0.5879999995231628, 0.5879999995231628, 0.5879999995231628], ('transparent', 0L): [1.0, 1.0, 1.0], ('name', 0L): u'Tex_0018_1.dds', ('specular', 0L): [0.8999999761581421, 0.8999999761581421, 0.8999999761581421], ('file', 1L): u'..\\\\..\\\\Frame0001\\\\Tex_0018_1.dds', ('shininess', 0L): 2.0}\n", "1 {('uvwsrc', 1L): 0, ('uvtrafo', 1L): [0.0, 0.0, 1.0, 1.0, 0.0], ('shinpercent', 0L): 0.0, ('diffuse', 0L): [0.5879999995231628, 0.5879999995231628, 0.5879999995231628], ('opacity', 0L): 1.0, ('ambient', 0L): [0.5879999995231628, 0.5879999995231628, 0.5879999995231628], ('transparent', 0L): [1.0, 1.0, 1.0], ('name', 0L): u'Tex_0022_1.dds', ('specular', 0L): [0.8999999761581421, 0.8999999761581421, 0.8999999761581421], ('file', 1L): u'..\\\\..\\\\Frame0001\\\\Tex_0022_1.dds', ('shininess', 0L): 2.0}\n", "2 {('uvwsrc', 1L): 0, ('uvtrafo', 1L): [0.0, 0.0, 1.0, 1.0, 0.0], ('shinpercent', 0L): 0.0, ('diffuse', 0L): [0.5879999995231628, 0.5879999995231628, 0.5879999995231628], ('opacity', 0L): 1.0, ('ambient', 0L): [0.5879999995231628, 0.5879999995231628, 0.5879999995231628], ('transparent', 0L): [1.0, 1.0, 1.0], ('name', 0L): u'Tex_0022_1.dds', ('specular', 0L): [0.8999999761581421, 0.8999999761581421, 0.8999999761581421], ('file', 1L): u'..\\\\..\\\\Frame0001\\\\Tex_0022_1.dds', ('shininess', 0L): 2.0}\n", "3 {('uvwsrc', 1L): 0, ('uvtrafo', 1L): [0.0, 0.0, 1.0, 1.0, 0.0], ('shinpercent', 0L): 0.0, ('diffuse', 0L): [0.5879999995231628, 0.5879999995231628, 0.5879999995231628], ('opacity', 0L): 1.0, ('ambient', 0L): [0.5879999995231628, 0.5879999995231628, 0.5879999995231628], ('transparent', 0L): [1.0, 1.0, 1.0], ('name', 0L): u'Tex_0024_1.dds', ('specular', 0L): [0.8999999761581421, 0.8999999761581421, 0.8999999761581421], ('file', 1L): u'..\\\\..\\\\Frame0001\\\\Tex_0024_1.dds', ('shininess', 0L): 2.0}\n", "4 {('uvwsrc', 1L): 0, ('uvtrafo', 1L): [0.0, 0.0, 1.0, 1.0, 0.0], ('shinpercent', 0L): 0.0, ('diffuse', 0L): [0.5879999995231628, 0.5879999995231628, 0.5879999995231628], ('opacity', 0L): 1.0, ('ambient', 0L): [0.5879999995231628, 0.5879999995231628, 0.5879999995231628], ('transparent', 0L): [1.0, 1.0, 1.0], ('name', 0L): u'Tex_0027_1.dds', ('specular', 0L): [0.8999999761581421, 0.8999999761581421, 0.8999999761581421], ('file', 1L): u'..\\\\..\\\\Frame0001\\\\Tex_0027_1.dds', ('shininess', 0L): 2.0}\n", "5 {('uvwsrc', 1L): 0, ('uvtrafo', 1L): [0.0, 0.0, 1.0, 1.0, 0.0], ('shinpercent', 0L): 0.0, ('diffuse', 0L): [0.5879999995231628, 0.5879999995231628, 0.5879999995231628], ('opacity', 0L): 1.0, ('ambient', 0L): [0.5879999995231628, 0.5879999995231628, 0.5879999995231628], ('transparent', 0L): [1.0, 1.0, 1.0], ('name', 0L): u'Tex_0019_1.dds', ('specular', 0L): [0.8999999761581421, 0.8999999761581421, 0.8999999761581421], ('file', 1L): u'..\\\\..\\\\Frame0001\\\\Tex_0019_1.dds', ('shininess', 0L): 2.0}\n", "6 {('uvwsrc', 1L): 0, ('uvtrafo', 1L): [0.0, 0.0, 1.0, 1.0, 0.0], ('shinpercent', 0L): 0.0, ('diffuse', 0L): [0.5879999995231628, 0.5879999995231628, 0.5879999995231628], ('opacity', 0L): 1.0, ('ambient', 0L): [0.5879999995231628, 0.5879999995231628, 0.5879999995231628], ('transparent', 0L): [1.0, 1.0, 1.0], ('name', 0L): u'Tex_0021_1.dds', ('specular', 0L): [0.8999999761581421, 0.8999999761581421, 0.8999999761581421], ('file', 1L): u'..\\\\..\\\\Frame0001\\\\Tex_0021_1.dds', ('shininess', 0L): 2.0}\n" ] } ], "source": [ "for mesh in scene.meshes:\n", " print mesh.materialindex, mesh.material.properties" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Интерфейс пользователя" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Самым доступным и удобным способом сделать интерфейс внутри графического окна является `QWebView`." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "todo\n", "\n", "QImage img(widget->size());\n", "\n", "widget->render(&img);\n", "\n", "QImage QGLWidget::convertToGLFormat ( const QImage & img )\n", "\n", "\n", "QVariant есть метод toJsonValue()\n", "\n", "https://stackoverflow.com/questions/39544089/how-can-i-access-python-code-from-javascript-in-pyqt-5-7" ] }, { "cell_type": "code", "execution_count": 50, "metadata": { "collapsed": false, "scrolled": true }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Populating the interactive namespace from numpy and matplotlib\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "WARNING: pylab import has clobbered these variables: ['void']\n", "`%matplotlib` prevents importing * from pylab and numpy\n" ] }, { "data": { "text/plain": [ "'5.6.2'" ] }, "execution_count": 50, "metadata": {}, "output_type": "execute_result" } ], "source": [ "%pylab inline\n", "from PyQt5.QtGui import *\n", "from PyQt5.QtCore import *\n", "from PyQt5.QtWidgets import *\n", "from PyQt5.QtNetwork import *\n", "from PyQt5.QtWebKit import *\n", "from PyQt5.QtWebKitWidgets import *\n", "\n", "from PyQt5.QtOpenGL import *\n", "from OpenGL.GL import *\n", "from OpenGL.GL.shaders import *\n", "from OpenGL.GLU import *\n", "\n", "from ctypes import c_void_p\n", "\n", "import math, sys, time, os\n", "QT_VERSION_STR" ] }, { "cell_type": "code", "execution_count": 52, "metadata": { "collapsed": true }, "outputs": [], "source": [ "from ultra import file_get" ] }, { "cell_type": "code", "execution_count": 53, "metadata": { "collapsed": true }, "outputs": [], "source": [ "import PIL.Image\n", "from io import BytesIO\n", "\n", "pixmap = None\n", "def run_qt_and_screenshot(WindowClass, method='pyqt5', fullscreen=False):\n", " app = QCoreApplication.instance()\n", " if app is None:\n", " app = QApplication([])\n", "\n", " def closeEvent(self, event):\n", " global pixmap\n", " rect = self.frameGeometry()\n", " dw = QDesktopWidget()\n", " desktop_id = dw.screen(dw.screenNumber(self)).winId()\n", " if method == 'pyside':\n", " pixmap = QPixmap.grabWindow(desktop_id, rect.x(), rect.y(), rect.width(), rect.height())\n", " elif method == 'pyqt5':\n", " pixmap = QApplication.primaryScreen().grabWindow(desktop_id, rect.x(), rect.y(), rect.width(), rect.height())\n", " event.accept()\n", " \n", " WindowClass.closeEvent = closeEvent\n", " window = WindowClass()\n", " if fullscreen:\n", " window.showFullScreen() # .showNormal для переключения\n", " else:\n", " window.show()\n", "\n", " if method == 'pyside':\n", " try:\n", " from IPython.lib.guisupport import start_event_loop_qt4\n", " start_event_loop_qt4(app)\n", " except ImportError:\n", " app.exec_()\n", " elif method == 'pyqt5':\n", " app.exec_()\n", "\n", " io = QBuffer()\n", " pixmap.save(io, 'PNG')\n", " return PIL.Image.open(BytesIO(io.data().data()))" ] }, { "cell_type": "code", "execution_count": 54, "metadata": { "collapsed": true }, "outputs": [], "source": [ "import logging, traceback\n", "logg = logging.Logger('main')\n", "logarr = []\n", "class LogArrayHandler:\n", " def __init__(self, arr):\n", " self.arr = arr\n", " self.level = 0 #logging.DEBUG\n", " def handle(self, record):\n", " self.arr.append(record)\n", "logg.addHandler(LogArrayHandler(logarr))" ] }, { "cell_type": "code", "execution_count": 55, "metadata": { "collapsed": false }, "outputs": [], "source": [ "class StringNetworkReply(QNetworkReply):\n", " def __init__(self, op, request, response):\n", " print 'StringNetworkReply', request, response\n", " super(StringNetworkReply, self).__init__()\n", "\n", " self.ba = QByteArray(response)\n", " self.data = QBuffer(self.ba)\n", " self.data.open(QBuffer.ReadOnly)\n", "\n", " self.setRequest(request)\n", " self.setOpenMode(QIODevice.ReadOnly)\n", " self.setOperation(op)\n", " self.setUrl(request.url())\n", " self.setHeader(QNetworkRequest.ContentTypeHeader, QVariant('text/html'))\n", " self.setHeader(QNetworkRequest.ContentLengthHeader, QVariant(QByteArray.number(len(response))))\n", " \n", " QTimer.singleShot(0, self.metaDataChanged.emit)\n", " QTimer.singleShot(0, self.readyRead.emit)\n", " QTimer.singleShot(0, self.finished.emit)\n", "\n", " def abort(self):\n", " self.setFinished(True)\n", "\n", " def readData(self, maxlen):\n", " l = self.data.readData(maxlen)\n", " self.data.seek(self.data.pos() + len(l))\n", " return l" ] }, { "cell_type": "code", "execution_count": 56, "metadata": { "collapsed": false }, "outputs": [], "source": [ "class HUDNetworkManager(QNetworkAccessManager):\n", " def __init__(self, parent=None):\n", " super(HUDNetworkManager, self).__init__(parent)\n", " self.replies = []\n", "\n", " def createRequest(self, op, request, outgoingData):\n", " print op, request.url(); sys.stdout.flush()\n", " \n", " for reply in self.replies[:]:\n", " if reply.isFinished():\n", " print 'remove reply'; sys.stdout.flush()\n", " self.replies.remove(reply)\n", " del reply\n", "\n", " if request.url().scheme().startswith('http'):\n", " reply = StringNetworkReply(op, request, 'NOTHING TO SEE THERE')\n", " self.replies.append(reply)\n", " return reply\n", "\n", " return super(HUDNetworkManager, self).createRequest(op, request, outgoingData)" ] }, { "cell_type": "code", "execution_count": 57, "metadata": { "collapsed": false }, "outputs": [], "source": [ "class JSConfigBridge(QObject):\n", " updateConfig = pyqtSignal('QVariantMap')\n", "\n", " def __init__(self, config, parent=None):\n", " super(JSConfigBridge, self).__init__(parent)\n", " self.config = config\n", "\n", " @pyqtSlot(result='QVariantMap')\n", " def getConfig(self):\n", " print 'JSConfigBridge::getConfig'; sys.stdout.flush()\n", " return self.config\n", "\n", " @pyqtSlot('QVariantMap')\n", " def setConfig(self, dic):\n", " print 'JSConfigBridge::setConfig', dic; sys.stdout.flush()\n", " self.config.update(dic)\n", " self.updateConfig.emit(dic)" ] }, { "cell_type": "code", "execution_count": 58, "metadata": { "collapsed": true }, "outputs": [], "source": [ "class HUDWebPage(QWebPage):\n", " def __init__(self, parent=None):\n", " super(HUDWebPage, self).__init__(parent)\n", " def javaScriptConsoleMessage(self, msg, line, source):\n", " print '%s line %d: %s' % (source, line, msg); sys.stdout.flush()" ] }, { "cell_type": "code", "execution_count": 59, "metadata": { "collapsed": false }, "outputs": [], "source": [ "class HUDWebView(QWebView):\n", " #redrawed = pyqtSignal(QImage, QRect)\n", " updateConfig = pyqtSignal('QVariantMap')\n", "\n", " def __init__(self, parent=None):\n", " super(HUDWebView, self).__init__(parent)\n", " self.setAttribute(Qt.WA_DontShowOnScreen)\n", " #self.show()\n", "\n", " self.pageobj = HUDWebPage(self)\n", " self.setPage(self.pageobj)\n", " self.page().repaintRequested.connect(self.repaintRequested)\n", " \n", " qpalette = self.palette()\n", " qpalette.setBrush(QPalette.Base, Qt.transparent)\n", " self.page().setPalette(qpalette)\n", " # it does not paint all the pixels contained in its rectangle\n", " self.setAttribute(Qt.WA_OpaquePaintEvent, False)\n", " self.setAttribute(Qt.WA_TranslucentBackground, True)\n", "\n", " self.page().setNetworkAccessManager(HUDNetworkManager(self))\n", "\n", " self.repaintCallback = None\n", " \n", " self.bmp = None\n", " #self.createBitmap(self.width(), self.height())\n", "\n", " self.bridge = JSConfigBridge({'some': 'cook'})\n", " self.bridge.updateConfig.connect(lambda upd: self.updateConfig.emit(upd))\n", " self.page().mainFrame().javaScriptWindowObjectCleared.connect(self.attachBridge)\n", " self.page().mainFrame().loadFinished.connect(self.attachBridge)\n", "\n", " def attachBridge(self):\n", " logg.debug('HUDWebView::attachBridge')\n", " self.page().mainFrame().addToJavaScriptWindowObject(\"HostBridge\", self.bridge)\n", " self.page().mainFrame().evaluateJavaScript('if (window.HostBridgeInit) { HostBridgeInit(); }')\n", "\n", " def createBitmap(self, width, height):\n", " # Картинка с альфа-каналом на все окно\n", " logg.debug('HUDWebView::createBitmap', width, height)\n", " #self.bmp.append( QImage(width, height, QImage.Format_ARGB32) )\n", " self.bmp = QImage(width, height, QImage.Format_ARGB32)\n", " self.bmp.fill(0)\n", "\n", " def everySize(self):\n", " return '[self.size() = %s self.bmp.size() = %s]' % (\n", " repr(self.size()), repr(self.bmp.size()) if self.bmp else 'None'\n", " )\n", " \n", " def setGeometry(self, a, b, c, d):\n", " logg.debug('HUDWebView::setGeometry', a, b, c, d)\n", " \n", " def resize(self, width, height):\n", " call = 'HUDWebView::resize(%d, %d)' % (width, height)\n", " logg.debug(call, self.everySize(), 'next - show')\n", " self.show()\n", " logg.debug(call, self.everySize(), 'next - super')\n", " super(HUDWebView, self).resize(width, height)\n", " logg.debug(call, self.everySize(), 'next - hide')\n", " #QApplication.processEvents()\n", " self.hide()\n", " logg.debug(call, self.everySize(), 'next - return')\n", " \n", " def resizeEvent(self, event):\n", " call = 'HUDWebView::resizeEvent(event=%s -> %s)' % (repr(event.oldSize()), repr(event.size()))\n", " if event.oldSize().width() == 640 and event.size().width() == 640:\n", " return\n", " pass\n", " #logg.warn(traceback.extract_stack())\n", " logg.debug(call, self.everySize(), 'next - createBitmap')\n", " self.createBitmap(event.size().width(), event.size().height())\n", " logg.debug(call, self.everySize(), 'next - super')\n", " super(HUDWebView, self).resizeEvent(event)\n", " logg.debug(call, self.everySize(), 'next - return')\n", "\n", " def setRepaintCallback(self, callback):\n", " self.repaintCallback = callback\n", " \n", " def repaintRequested(self, rect):\n", " call = 'HUDWebView::repaintRequested(rect=%s)' % repr(rect)\n", " w, h = self.width(), self.height()\n", " logg.debug(call, self.everySize())\n", " if rect.left() < 0 or rect.top() < 0 or rect.right() >= w or rect.bottom() >= h:\n", " logg.warn('HUDWebView::repaintRequested tries to draw outside of window', w, h)\n", " #return\n", " #if not self.bmp or (self.bmp.width(), self.bmp.height()) != (w, h):\n", " # self.createBitmap(self.width(), self.height())\n", " p = QPainter(self.bmp)\n", " p.setBackgroundMode(Qt.TransparentMode)\n", " p.setCompositionMode(QPainter.CompositionMode_Source)\n", " p.begin(self.bmp)\n", " p.fillRect(rect, QColor(0,0,0,0))\n", " self.render(p, QPoint(rect.left(), rect.top()), QRegion(rect))\n", " p.end()\n", " if self.repaintCallback:\n", " self.repaintCallback(self.bmp, rect)" ] }, { "cell_type": "code", "execution_count": 60, "metadata": { "collapsed": false }, "outputs": [], "source": [ "def SetOrtho(ratio):\n", " glMatrixMode(GL_PROJECTION)\n", " glLoadIdentity()\n", " glOrtho(-ratio, ratio, -1.0, 1.0, 0.1, 100)\n", " glMatrixMode(GL_MODELVIEW)\n", " glLoadIdentity()\n", "\n", "def SetPerspective(ratio):\n", " glMatrixMode(GL_PROJECTION)\n", " glLoadIdentity()\n", " gluPerspective(120, ratio, 0.1, 100)\n", " glMatrixMode(GL_MODELVIEW)\n", " glLoadIdentity()\n", "\n", "\n", "class GLWidget(QGLWidget):\n", " def __init__(self, parent=None):\n", " fmt = QGLFormat()\n", " fmt.setSwapInterval(1)\n", " super(GLWidget, self).__init__(fmt, parent)\n", " \n", " self.isRenderHUDOn = True\n", " \n", " self.wv = HUDWebView()\n", "\n", " self.setAttribute(Qt.WA_NoSystemBackground)\n", " self.setMouseTracking(True)\n", " self.setFocusPolicy(Qt.StrongFocus)\n", "\n", " self.ratio = 1.0\n", "\n", " self.prevFpsTime = 0\n", " self.prevFpsFrame = 0\n", " self.frame = 0\n", " self.timer_elapsed = QTime()\n", " self.timer_elapsed.start()\n", "\n", " def resizeGL(self, width, height):\n", " logg.debug('GLWidget::resizeGL', width, height)\n", " \n", " glTexImage2D(GL_TEXTURE_2D, 0, GL_RGBA, width, height, 0, GL_RGBA, GL_UNSIGNED_BYTE, None)\n", " self.textureWidth, self.textureHeight = width, height\n", "\n", " self.wv.resize(width, height)\n", "\n", " self.ratio = float(width) / height\n", " glViewport(0, 0, width, height)\n", " SetPerspective(self.ratio)\n", " logg.debug('GLWidget::resizeGL finish', width, height)\n", " \n", " def initializeGL(self):\n", " logg.debug('GLWidget::initializeGL')\n", " glEnable(GL_ALPHA_TEST)\n", " glEnable(GL_BLEND)\n", " glBlendFunc(GL_SRC_ALPHA, GL_ONE_MINUS_SRC_ALPHA)\n", "\n", " glEnable(GL_DEPTH_TEST)\n", " glEnable(GL_COLOR_MATERIAL)\n", " glEnable(GL_LIGHTING)\n", " glEnable(GL_LIGHT0)\n", " pos = array([3, 6, 10], dtype=float32)\n", " glLightfv(GL_LIGHT0, GL_POSITION, pos)\n", "\n", " glEnable(GL_TEXTURE_2D)\n", " self.texture = glGenTextures(1)\n", " glBindTexture(GL_TEXTURE_2D, self.texture)\n", " glTexParameteri(GL_TEXTURE_2D, GL_TEXTURE_MAG_FILTER, GL_NEAREST)\n", " glTexParameteri(GL_TEXTURE_2D, GL_TEXTURE_MIN_FILTER, GL_NEAREST)\n", " #glBindTexture(GL_TEXTURE_2D, texture)\n", " #glTexImage2D(GL_TEXTURE_2D, 0, GL_RGBA, image.width(), image.height(), 0, GL_RGBA, GL_UNSIGNED_BYTE, None)\n", " #glTexSubImage2D(GL_TEXTURE_2D, 0, 0, 0, image.width(), image.height(), GL_RGB, GL_UNSIGNED_BYTE, array(im))\n", " self.textureWidth, self.textureHeight = None, None\n", "\n", " HTML = file_get('files/hud/hud.html')\n", " self.wv.setHtml(HTML, QUrl.fromLocalFile(os.path.realpath('files/hud/hud.html')))\n", " self.wv.setRepaintCallback(self.on_hud_redraw)\n", "\n", " self.timer = QTimer()\n", " #self.timer.timeout.connect(self.own_updateGL)\n", " self.timer.timeout.connect(self.updateGL)\n", " self.timer.start(16)\n", "\n", " def showFPS(self, el):\n", " #self.parent().setWindowTitle('%d' % el)\n", " if el - self.prevFpsTime > 1000:\n", " fps = float(self.frame - self.prevFpsFrame) / (el - self.prevFpsTime) * 1000\n", " self.prevFpsFrame = self.frame\n", " self.prevFpsTime = el\n", "\n", " # Размер вьюпорта и fps в заголовок окна\n", " text = 'FPS: %d | %dx%d' % (fps, self.width(), self.height())\n", " self.parent().setWindowTitle(text)\n", "\n", " self.frame += 1\n", "\n", " def renderModel(self, phase):\n", " #logg.debug('GLWidget::renderModel')\n", " SetPerspective(self.ratio)\n", " # Рисуем цилиндр\n", " q = gluNewQuadric()\n", " glPushMatrix()\n", " glTranslatef(0.0, 0.0, -8.0)\n", " glRotated(phase * 360, 0.0, 1.0, 0.5)\n", " glTranslatef(-5.0, 0.0, 0.0)\n", " glRotatef(90, 0.0, 1.0, 0.0)\n", " glColor3f(0.0, 0.5, 1.0)\n", " gluCylinder(q, 0.2, 0.2, 10.0, 10, 10)\n", " glPopMatrix()\n", " gluDeleteQuadric(q)\n", "\n", " # Рисуем сферу\n", " for xxx in arange(-5.0, 5.0 + 0.01, 5.0):\n", " q2 = gluNewQuadric()\n", " glPushMatrix()\n", " glTranslatef(0.0, 0.0, -8.0)\n", " glRotated(phase * 360, 0.0, 1.0, 0.5)\n", " glTranslatef(xxx, 0.0, 0.0)\n", " glColor3f(1.0, 0.5, 0.0)\n", " gluSphere(q2, 1.0, 10, 10)\n", " glPopMatrix()\n", " gluDeleteQuadric(q2)\n", "\n", " def renderHUD(self):\n", " #logg.debug('GLWidget::renderHUD')\n", "\n", " # Ортографическое проецирование\n", " SetOrtho(self.ratio)\n", "\n", " # С текстурой, без освещения, поверх всего\n", " glEnable(GL_TEXTURE_2D)\n", " glDisable(GL_LIGHTING)\n", " glDisable(GL_DEPTH_TEST)\n", "\n", " # Белый (чтобы текстура была без цветовых искажений) квад на весь экран\n", " glColor3f(1.0, 1.0, 1.0)\n", " glBegin(GL_QUADS)\n", " glTexCoord2f(0.0, 0.0); glVertex3f(-self.ratio, 1.0, -0.1)\n", " glTexCoord2f(1.0, 0.0); glVertex3f(self.ratio, 1.0, -0.1)\n", " glTexCoord2f(1.0, 1.0); glVertex3f(self.ratio, -1.0, -0.1)\n", " glTexCoord2f(0.0, 1.0); glVertex3f(-self.ratio, -1.0, -0.1)\n", " glEnd()\n", "\n", " glEnable(GL_DEPTH_TEST)\n", " glEnable(GL_LIGHTING)\n", " glDisable(GL_TEXTURE_2D)\n", "\n", " def paintGL(self):\n", " logg.debug('GLWidget::paintGL', {'frame': self.frame})\n", " el = self.timer_elapsed.elapsed()\n", "\n", " self.showFPS(el)\n", " phase = float(el % 10000) / 10000\n", "\n", " glClearColor(0.0, 0.5, 0.0, 0.0)\n", " glClear(GL_COLOR_BUFFER_BIT | GL_DEPTH_BUFFER_BIT)\n", "\n", " self.renderModel(phase)\n", "\n", " if self.isRenderHUDOn:\n", " self.renderHUD()\n", " \n", " def on_hud_redraw(self, im, rect):\n", " logg.debug(\n", " 'GLWidget::on_hud_redraw',\n", " 'on im %dx%d' % (im.width(), im.height()),\n", " 'rect %s' % repr(rect),\n", " 'textureWH = %s' % repr((self.textureWidth, self.textureHeight))\n", " )\n", " if (im.width(), im.height()) != (self.textureWidth, self.textureHeight):\n", " #print 'recreate texture with (%d,%d)' % (im.width(), im.height()); sys.stdout.flush()\n", " logg.debug('GLWidget::on_hud_redraw recreate texture')\n", " glTexImage2D(GL_TEXTURE_2D, 0, GL_RGBA, im.width(), im.height(), 0, GL_RGBA, GL_UNSIGNED_BYTE, None)\n", " self.textureWidth, self.textureHeight = im.width(), im.height()\n", " \n", " #logg.debug('GLWidget::on_hud_redraw get texture params')\n", " #w = glGetTexLevelParameteriv(GL_TEXTURE_2D, 0, GL_TEXTURE_WIDTH)\n", " #h = glGetTexLevelParameteriv(GL_TEXTURE_2D, 0, GL_TEXTURE_HEIGHT)\n", " #logg.debug('GLWidget::on_hud_redraw set window title')\n", " #self.setWindowTitle('tex: %dx%d im: %dx%d' % (w, h, im.width(), im.height()))\n", " #logg.debug('GL_TEXTURE_WIDTH|HEIGHT %s' % repr((w, h)))\n", " w, h = im.width(), im.height()\n", " \n", " if rect.top() < 0 or rect.left() < 0 or rect.bottom() >= h or rect.right() >= w:\n", " logg.warn('GLWidget::on_hud_redraw got rect out of tex size')\n", " return\n", " \n", " fragment = im.copy(rect)\n", " ptr = c_void_p(fragment.bits().__int__())\n", " glTexSubImage2D(\n", " GL_TEXTURE_2D, 0, rect.left(), rect.top(), fragment.width(), fragment.height(),\n", " GL_BGRA, GL_UNSIGNED_BYTE, ptr\n", " )\n", " logg.debug('GLWidget::on_hud_redraw return')\n", "\n", "\n", " def toggleHUD(self):\n", " self.isRenderHUDOn = not self.isRenderHUDOn\n", " def keyPressEvent(self, event):\n", " if event.key() == Qt.Key_Escape:\n", " self.toggleHUD()\n", " elif self.isRenderHUDOn:\n", " logg.debug('GLWidget::keyPressEvent')\n", " QCoreApplication.sendEvent(self.wv, event)\n", " def mouseMoveEvent(self, event):\n", " if self.isRenderHUDOn:\n", " logg.debug('GLWidget::mouseMoveEvent')\n", " QCoreApplication.sendEvent(self.wv, event)\n", " def wheelEvent(self, event):\n", " if self.isRenderHUDOn:\n", " logg.debug('GLWidget::wheelEvent')\n", " QCoreApplication.sendEvent(self.wv, event)\n", " def mousePressEvent(self, event):\n", " if self.isRenderHUDOn:\n", " logg.debug('GLWidget::mousePressEvent')\n", " QCoreApplication.sendEvent(self.wv, event);\n", " def mouseReleaseEvent(self, event):\n", " if self.isRenderHUDOn:\n", " logg.debug('GLWidget::mouseReleaseEvent')\n", " QCoreApplication.sendEvent(self.wv, event)" ] }, { "cell_type": "code", "execution_count": 61, "metadata": { "collapsed": true }, "outputs": [], "source": [ "def QImage2pil(qimage):\n", " b = QBuffer()\n", " b.open(QIODevice.ReadWrite)\n", " qimage.save(b, \"PNG\")\n", " return PIL.Image.open(BytesIO(str(b.data())))" ] }, { "cell_type": "code", "execution_count": 62, "metadata": { "collapsed": true }, "outputs": [], "source": [ "logarr[:] = []" ] }, { "cell_type": "code", "execution_count": 63, "metadata": { "collapsed": false, "scrolled": false }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "2 PyQt5.QtCore.QUrl(u'file:///C:/Now/jupyter_code/infrastructure/files/hud/jquery-1.5.2.min.js')\n", "2 PyQt5.QtCore.QUrl(u'file:///C:/Now/jupyter_code/infrastructure/files/hud/raphael-1.5.2.min.js')\n", "2 PyQt5.QtCore.QUrl(u'file:///C:/Now/jupyter_code/infrastructure/files/hud/logo.png')\n", "2 PyQt5.QtCore.QUrl(u'file:///C:/Now/jupyter_code/infrastructure/files/hud/anim.gif')\n", "file:///C:/Now/jupyter_code/infrastructure/files/hud/hud.html line 46: isStandalone = false\n", "file:///C:/Now/jupyter_code/infrastructure/files/hud/hud.html line 68: HostBridgeInit will be called by host\n", "file:///C:/Now/jupyter_code/infrastructure/files/hud/hud.html line 33: HostBridgeInit\n", "JSConfigBridge::getConfig\n", "JSConfigBridge::getConfig\n", "JSConfigBridge::setConfig {u'some': u'phong'}\n", "file:///C:/Now/jupyter_code/infrastructure/files/hud/hud.html line 36: client updateConfig event\n", "JSConfigBridge::getConfig\n", "JSConfigBridge::getConfig\n", "JSConfigBridge::setConfig {u'some': u'cook'}\n", "file:///C:/Now/jupyter_code/infrastructure/files/hud/hud.html line 36: client updateConfig event\n", "JSConfigBridge::getConfig\n" ] }, { "data": { "image/png": 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KqiqpcFsAIiZIhAUJxJxfR6TjV3/91UX5F9mqWV1bfSByAAC01PUYyXZlf+7O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\nnz628ZJPW8mvU7Jc2RUc7RX5ZqPyqW9L/Odj4Q+i/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"text/plain": [ "" ] }, "execution_count": 63, "metadata": {}, "output_type": "execute_result" } ], "source": [ "last_im = None\n", "\n", "class MainWindow(QWidget):\n", " def __init__(self, parent=None):\n", " super(MainWindow, self).__init__(parent)\n", " self.setWindowTitle('Hello, OpenGL')\n", " self.resize(600, 400)\n", " self.layout = QHBoxLayout()\n", " self.layout.setContentsMargins(0, 0, 0, 0)\n", " self.gl = GLWidget()\n", " \n", " self.diag = QLabel()\n", " #self.diag.show()\n", "\n", " self.layout.addWidget(self.gl)\n", " self.setLayout(self.layout)\n", "\n", "run_qt_and_screenshot(MainWindow)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "todo\n", "\n", "Проблемы:\n", "* браузер не перерисовывается при изменении дома по сигналу от объекта, вставленного в window\n", "* GIF-анимация играется по большим праздникам\n", "* шарик в SVG имеет проблемы с альфа-каналом, при скролле в картинке пропадает внутренность шарика\n", "* квадрат вокруг стрелочки на скроллбаре и чередующиеся пиксели под баром прозрачные\n", "\n", "* ~~при ресайзе текстура ресайзится до обновления~~\n", "* ~~не работает колесо?~~\n", "* ~~перехватывать веб-запросы~~\n", "* веб-шрифты не работают, \"Все о гугле\"\n", "* ~~выделение на картинке не снимается, при скролле рисуется поверх~~\n", "* ~~как себя ведут для скрытого браузера алерты? контекстные меню? Ссылка - опен линк~~\n", " * алерты показываются в новом модальном окне, анимация не останавливается\n", " * контекстное меню не показывается\n", " * если по ссылке RC и потом LC в место, где должно быть меню, ничего не происходит\n", "* ~~HUD не должен никогда выглядеть растянутым~~\n", "* HUD должен обновляться сразу при кликах/наведениях и изменениях со стороны программы\n", "\n", "Было\n", "\n", "* ~~Сообщать об обновлении HUD из JavaScript и только тогда перерисовывать текстуру~~\n", "* ~~Производительность: возможно, WebKit сам не перерисовывает всю страницу и может сказать, какой именно прямоугольник надо обновить (возможно, QGraphicsWebView?)~~\n", "* ~~Найти способ менять DOM HUD из игры~~\n", "\n", " wv->page()->currentFrame()->documentElement().findFirst(\"#info\").setInnerXml(xml);\n", " \n", "* Переделать вывод текстуры на DIP (?)\n", "* Нарисовать сцену посложнее и проверить производительность\n", "* Замерить производительность рендеринга HUD\n", "* ~~Проверить поведение на ссылке~~\n", "* Придумать, как делать GIF-анимацию (обновлять только фрагмент страницы? рендерить самому?)\n", "* ~~Проверить работу Raphael~~ Работает\n", "* ~~Найти и устранить причину утечки памяти при рефреше HUD~~ bindTexture без deleteTexture\n", "* Антиалиасинг (?)\n", "* ~~Дима: не пересоздавать текстуру, а обновлять ее в памяти~~" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "https://learnopengl.com/ , перевод https://habr.com/post/310790/\n", "\n", "todo Для отладки может пригодиться https://developer.nvidia.com/nsight-visual-studio-edition-downloads (требует обновить графический драйвер). В VS создать пустой проект, Debug > Attach to process, python.exe с правильным Title, Attach to GPU (NSight VSE), GPU - Software Emulator.\n", "\n", "http://www.chromium.org/developers/design-documents/chromium-graphics/debugging-with-nsight\n", "\n", "http://vbomesh.blogspot.com/2012/02/vbo-opengl.html\n", " \n", "http://masandilov.ru/opengl/\n", "\n", "http://vbomesh.blogspot.com/\n", "\n", "http://vbomesh.blogspot.com/2012/02/vbo-opengl.html\n", "\n", "https://eax.me/opengl-vbo-vao-shaders/\n", "\n", "https://ps-group.github.io/opengl/\n", "\n", "https://ps-group.github.io/opengl/glm_cheatsheet\n", "\n", "http://ogldev.org/index.html\n", "\n", "http://www.opengl-tutorial.org/ru/beginners-tutorials/tutorial-3-matrices/\n", "\n", "http://www.gamedev.ru/code/articles/OpenGL_Qt4_part2\n", "\n", "https://github.com/belab/widgetTo3dTexture/blob/master/glwidget.cpp\n", "\n", "todo нужен ли http://qaru.site/questions/688968/how-to-make-updategl-realtime-in-qt\n", "\n", " #fmt = QGLFormat()\n", " #fmt.setSwapInterval(1)\n", " #self.setFormat(fmt)\n", "\n", "todo надо ли\n", "\n", " #glEnable(GL_CULL_FACE)\n", " #glCullFace(GL_FRONT_AND_BACK)\n", " \n", "todo Очистка\n", "\n", " #glDeleteVertexArrays(1, &VAO);\n", " #glDeleteBuffers(1, &VBO);\n", " \n", " glDeleteShader, but it will not actually be removed before it has been detached from all programs with glDetachShader\n", "\n", "todo Введение в OpenGL: стейт-машина, нормали, текстурные координаты\n", "\n", "todo ссылка на доки http://docs.gl/gl3/glOrtho\n", "\n", "RAII OpenGL https://github.com/Overv/OOGL/blob/master/src/GL/GL/Renderbuffer.cpp\n", "\n", "todo текстурирование\n", " взять blue marble из basemap?\n", "\n", "todo Wang tiles\n", "\n", "todo выборка из текстуры по кругу Пуассона\n", "\n", "todo поворот модели кватернионами\n", "\n", "todo normal mapping\n", " http://opengl-tutorial.blogspot.com/p/13-normal-mapping.html\n", " http://www.opengl-tutorial.org/ru/intermediate-tutorials/tutorial-13-normal-mapping/\n", " http://www.opengl-tutorial.org/intermediate-tutorials/tutorial-13-normal-mapping/\n", "\n", "todo прозрачность\n", "\n", "todo https://learnopengl.com/Advanced-OpenGL/Stencil-testing\n", "\n", "todo скаймап, отражения\n", " http://qaru.site/questions/348181/glsl-shader-for-glossy-specular-reflections-on-an-cubemapped-surface\n", "\n", "todo cell shading\n", " http://masandilov.ru/glsl/glsl-practic-toon-shader-2\n", "\n", "todo нормальная модель освещения шейдером (Кук-Торренс?)\n", " http://steps3d.narod.ru/tutorials/lighting-tutorial.html\n", "\n", "todo PBR\n", "\n", "todo subsurface scattering\n", "\n", "todo гамма-коррекция, HDR\n", "\n", "todo дым, туман\n", "\n", "todo частицы?\n", "\n", "todo Взаимодействие с клавиатурой\n", "\n", "todo off-screen rendering\n", " https://www.khronos.org/opengl/wiki/Framebuffer_Object\n", " http://vbomesh.blogspot.com/2012/03/fbo-opengl.html\n", "\n", "todo Отрисовка мешей в буфер идентификаторов для подсветки (expand binary mask) и выделения мышью, mouse pick ray\n", "\n", "todo полупрозрачный веббраузер для гуя\n", "\n", "todo антиалиасинг 4х\n", "\n", "todo тени\n", " https://github.com/glcoder/gl33lessons/blob/wiki/Lesson06.md\n", " http://www.opengl-tutorial.org/intermediate-tutorials/tutorial-16-shadow-mapping/\n", " http://qaru.site/questions/748551/opengl-shadow-mapping-using-glsl\n", "\n", "todo deferred shading\n", "\n", "todo дешевый DoF\n", " https://github.com/glcoder/gl33lessons/blob/wiki/Lesson07.md\n", "\n", "todo Doom-боке\n", "\n", "todo скелетная анимация (Тали?)\n", "\n", " https://gamedev.ru/code/articles/OpenGL_Qt4\n", " https://gamedev.ru/code/articles/OpenGL_Qt4_part2\n", "\n", " vispy? pygame?\n", " www.panda3d.org -- 3д игровой движок\n", " http://www.python-ogre.org/\n", " \n", "todo RealTree?\n", "\n", "glBindFragDataLocation(shaderProgram, 0, \"outColor\");\n", "\n", "Use glDrawBuffers when rendering to multiple buffers, because only the first output will be enabled by default.\n", "\n", "vertex shader: out vec3 color; pixel shader: in vec3 color - same name" ] }, { "cell_type": "code", "execution_count": 64, "metadata": { "collapsed": true }, "outputs": [], "source": [ "def load_qimage(filename):\n", " im = PIL.Image.open(filename)\n", " bytes = im.tobytes('raw')\n", " image = QImage(bytes, im.size[0], im.size[1], QImage.Format_ARGB32)\n", " return image\n", " #image.width(), image.height()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "todo\n", "\n", "показывать несколько юнитов и HUD\n", "\n", "пропускать клики, если в HUD этот пиксель alpha=0\n", "\n", "по клику смотреть в отдельном буфере, что это за номер юнита\n", "\n", "экспандить его маску, удалять оригинальную маску, отрисовывать поверх сцены (полупрозрачно?), но ниже HUD\n", "\n", "в HUD писать номер выделенного юнита и его свойства (рандом?)\n", "\n", "Клики в HUD переключают модель освещения, фуллскрин, цвет юнита" ] } ], "metadata": { "kernelspec": { "display_name": "Python 2", "language": "python", "name": "python2" }, "language_info": { "codemirror_mode": { "name": "ipython", "version": 2 }, "file_extension": ".py", "mimetype": "text/x-python", "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython2", "version": "2.7.12" } }, "nbformat": 4, "nbformat_minor": 2 }