This repository has been archived by the owner on Mar 21, 2019. It is now read-only.
Commit
This commit does not belong to any branch on this repository, and may belong to a fork outside of the repository.
- Loading branch information
1 parent
2a7bfe3
commit 3298d00
Showing
5 changed files
with
163 additions
and
2 deletions.
There are no files selected for viewing
Sorry, something went wrong. Reload?
Sorry, we cannot display this file.
Sorry, this file is invalid so it cannot be displayed.
This file contains bidirectional Unicode text that may be interpreted or compiled differently than what appears below. To review, open the file in an editor that reveals hidden Unicode characters.
Learn more about bidirectional Unicode characters
Some generated files are not rendered by default. Learn more about how customized files appear on GitHub.
Oops, something went wrong.
This file contains bidirectional Unicode text that may be interpreted or compiled differently than what appears below. To review, open the file in an editor that reveals hidden Unicode characters.
Learn more about bidirectional Unicode characters
This file contains bidirectional Unicode text that may be interpreted or compiled differently than what appears below. To review, open the file in an editor that reveals hidden Unicode characters.
Learn more about bidirectional Unicode characters
Original file line number | Diff line number | Diff line change |
---|---|---|
@@ -0,0 +1,139 @@ | ||
THREE.ShaderLib.snow = { | ||
uniforms: { | ||
color: { type: "c", value: new THREE.Color( 0x777777 ) }, | ||
texture: { type: "t", value: null }, | ||
globalTime: { type: "f", value: 0.0 }, | ||
alphaFalloff: { type: "f", value: 1 / 1800.0 } | ||
}, | ||
vertexShader: [ | ||
'attribute float size;', | ||
'attribute float time;', | ||
'attribute vec3 customColor;', | ||
'uniform float globalTime;', | ||
|
||
'uniform float alphaFalloff;', | ||
|
||
'varying vec3 vColor;', | ||
'varying float fAlpha;', | ||
|
||
'void main() {', | ||
|
||
' vColor = customColor;', | ||
|
||
' vec3 pos = position;', | ||
//todo: offset pos by world position and then mod by range so particles repeat forever | ||
|
||
// time | ||
' float localTime = time + globalTime;', | ||
' float modTime = mod( localTime, 1.0 );', | ||
' float accTime = modTime;// * modTime;', | ||
|
||
' pos.x += cos(modTime*8.0 + (position.z))*70.0;', | ||
' pos.z += sin(modTime*6.0 + (position.x))*100.0;', | ||
|
||
//todo: should fall off with distance from camera, not absolute world position | ||
//' fAlpha = 1.0;//(pos.z) * alphaFalloff;', | ||
|
||
' vec3 animated = vec3( pos.x, pos.y * accTime, pos.z );', | ||
|
||
' vec4 mvPosition = modelViewMatrix * vec4( animated, 1.0 );', | ||
|
||
' gl_PointSize = min(150.0, size * ( 150.0 / length( mvPosition.xyz ) ) );', | ||
|
||
' gl_Position = projectionMatrix * mvPosition;', | ||
|
||
'}' | ||
].join("\n"), | ||
fragmentShader: [ | ||
'uniform vec3 color;', | ||
'uniform sampler2D texture;', | ||
|
||
'varying vec3 vColor;', | ||
'varying float fAlpha;', | ||
|
||
'void main() {', | ||
|
||
' gl_FragColor = vec4( color * vColor, 1.0 );', | ||
' gl_FragColor = gl_FragColor * texture2D( texture, gl_PointCoord );', | ||
|
||
'}' | ||
].join("\n") | ||
}; | ||
|
||
THREE.Snow = function (options) { | ||
var snowShader = THREE.ShaderLib.snow; | ||
var uniforms = THREE.UniformsUtils.clone( snowShader.uniforms ); | ||
var attributes = { | ||
size: { type: 'f', value: [] }, | ||
customColor: { type: 'c', value: [] }, | ||
time: { type: 'f', value: [] }, | ||
}; | ||
|
||
var shaderMaterial = new THREE.ShaderMaterial( { | ||
uniforms: uniforms, | ||
attributes: attributes, | ||
vertexShader: snowShader.vertexShader, | ||
fragmentShader: snowShader.fragmentShader, | ||
|
||
blending: THREE.AdditiveBlending, | ||
depthTest: false, | ||
transparent: true | ||
}); | ||
|
||
options = options || {}; | ||
|
||
var count = options.count || 10000; | ||
var minSize = options.minSize || 50; | ||
var sizeRange = (options.maxSize || 80) - minSize; | ||
var range = options.range || new THREE.Vector3(3000, 3000, 1800); | ||
|
||
uniforms.texture.value = THREE.ImageUtils.loadTexture( options.flake || THREE.Snow.flake ); //todo: make configurable | ||
//uniforms.color.value.setRGB(0, 0, 1); | ||
|
||
var geometry = new THREE.Geometry(); | ||
//todo: http://threejs.org/docs/#Reference/Core/BufferGeometry | ||
|
||
for ( var i = 0; i < count; i++ ) { | ||
var vector = new THREE.Vector3(Math.random() * range.x - range.x / 2, -range.y, Math.random() * range.z); | ||
|
||
geometry.vertices.push( vector ); | ||
} | ||
|
||
var particles = new THREE.PointCloud( geometry, shaderMaterial ); | ||
particles.position.y = range.y / 2; | ||
particles.position.z = -range.z / 2; | ||
|
||
var vertices = particles.geometry.vertices; | ||
var values_size = attributes.size.value; | ||
var values_color = attributes.customColor.value; | ||
var values_time = attributes.time.value; | ||
|
||
for( var v = 0; v < vertices.length; v++ ) { | ||
values_size[ v ] = minSize + Math.random() * sizeRange; | ||
values_color[ v ] = new THREE.Color( 0xffffff ); | ||
values_color[ v ].setHSL(1.0, 0.0, 0.05 + Math.random() * 0.9); | ||
values_time[ v ] = Math.random(); | ||
} | ||
|
||
this.particles = particles; | ||
this.position = particles.position; | ||
|
||
this.time = function (t) { | ||
if (t !== undefined) { | ||
uniforms.globalTime.value = t; | ||
} | ||
|
||
return uniforms.globalTime.value; | ||
}; | ||
|
||
Object.defineProperty(this, 'visible', { | ||
get: function () { | ||
return particles.visible; | ||
}, | ||
set: function (val) { | ||
particles.visible = !!val; | ||
} | ||
}); | ||
}; | ||
|
||
THREE.Snow.flake = 'data:image/png;base64,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'; |