Computer Graphics & Visualization @ufrj.br
Published
Edited
Feb 13, 2022
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5 stars
Canvas primerCanvas primer IISVG IntroMinimal WebGL ProgramWebGL primer with reglShadertoy style drawingTransformation demoModelview DemoModel, View and Projection DemoWebGL CubeCatmull Clark SubdivisionThree.js basicsPhong Illumination modelHalf-edge data structureIterated Function SystemsRaytracingTextured sphereEnvironment mappingPhysical animation with shape matchingShape matching2D GJK and EPA algorithmsOmohundro balltree construction algorithmsPlatonic Solids PlaygroundElliptic billiards 3-periodics in space-time3D LabyrinthBrush drawingBump mappingFractal TerrainModel viewerKeyframe animationTextured planeSimple Adaptive Mosaic EffectsWallpaper GroupsRay marchingDisplaying 3D RBFs with ray marchingFunções 2D úteisRandom space-filling curvesGPU-IO3D Apollonian Sphere PackingsCircle inversion fractalsApollonian gasket construction by inversionSmooth PolygonDocument image segmentationB-SplinesStencil bufferNoise LoopsSimplex noise exerciserDeformation with RBFsRandom shapes in a gridHobby curvesLane-Riesenfeld subdivision
Volume rendering with slice compositing
Also listed in…
PicoGL
bigTriangle = new Float32Array([-5, -5, 5, -5, 0, 5])
Function to map transfer functions to a fragment shader color array
function smoothStep(edge0, edge1, x) {
// Scale, bias and saturate x to 0..1 range
x = Math.min(Math.max((x - edge0) / (edge1 - edge0), 0.0), 1.0);
// Evaluate polynomial
return x * x * (3 - 2 * x);
}
function tfToColors(tf, options = {}) {
const { xdomain = [-1, 1], sharpen = 0, n = 256 } = options;
const smooth = sharpen - 2;
const s = smooth > -2 ? Math.pow(10, smooth) : 1e-10;
const colors = d3.range(n).map((i) => {
let v = -1.0 + (2 * i) / (n - 1);
for (let { x1, x2, y, color } of tf) {
if (v >= x1 && v < x2) {
let alpha = smooth
? smoothStep((x2 - x1) / 2, 0, Math.abs(v - (x2 + x1) / 2)) ** s
: 1;
return { color, y: y * alpha };
}
}
return { color: 0, y: 0 };
});
return colors;
}
{
let colors = tfToColors(tf, { sharpen, n: 512 });
return Plot.plot({
width,
height: 300,
margin: 40,
style: {
userSelect: "none",
background: "black",
color: "white",
fontSize: "14px"
},
x: {
grid: true,
tickFormat: (d, i) => (i % ~~(colors.length / 10) == 0 ? d : ""),
label: "Field value →"
},
y: {
grid: true,
label: "↑ alpha",
domain: [0, 1]
},
color: {
domain: [0, 1, 2, 3, 4],
range: palette
},
marks: [
Plot.barY(colors, {
x: (d, i) => i,
y: (d, i) => d.y,
fill: "color"
}),
Plot.ruleY([0])
]
});
}
palette = ["white", "orange", "#77ff77", "cyan", "#aa11ff"]
canvasSize = ({ width: 800, height: 600 })
class Arcball {
constructor(canvas) {
this.canvas = canvas;
this.center = [canvas.width / 2, canvas.height / 2];
this.radius = (Math.min(canvas.width, canvas.height) / 2) * 0.9;
this.prev = [];
this.transform = mat4.create();
this.mouseIsDown = false;
}
ballPos(p) {
let u = vec2.sub([], p, this.center);
if (vec2.len(u) >= this.radius) return vec3.normalize([], [...u, 0]);
let z = Math.sqrt(this.radius ** 2 - u[0] ** 2 - u[1] ** 2);
return vec3.normalize([], [...u, z]);
}
mousedown(x, y) {
this.mouseIsDown = true;
this.prev = [x, y];
}
mousemove(x, y) {
if (!this.mouseIsDown) return this.transform;
let mouse = [x, y];
let u = this.ballPos(this.prev);
let v = this.ballPos(mouse);
this.prev = mouse;
let axis = vec3.cross([], v, u);
let ang = Math.asin(vec3.len(axis));
let rot = mat4.fromRotation([], ang, vec3.normalize([], axis));
[this.u, this.v, this.ang, this.axis] = [u, v, ang, axis];
return mat4.mul(this.transform, this.transform, rot);
}
mouseup(x, y) {
this.mouseIsDown = false;
}
}
headBuffer = {
const zip = await FileAttachment("head256x256x109.zip").zip();
const file = zip.file("head256x256x109");
const buffer = await file.arrayBuffer();
const byteArray = new Uint8Array(buffer);
return byteArray;
}
headAspect = [1, -1, 1 / 1.65]
import { TransferFunctionInput } from "@esperanc/transfer-function-input"
mat4 = glmatrix.mat4
vec2 = glmatrix.vec2
vec3 = glmatrix.vec3
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