Three.js 彩虹粒子环

Particle Rings 圆环上的粒子以不同的速度运行所形成的卫星环绕动效。

three, ring

《three.js如何实现贴图模糊效果 - 使用canvas》申请公开！

第三方库
作品简介 2526
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使用帮助
常用链接

HTML
CSS
JavaScript
Result

编译

JavaScript

var app = angular.module('app', ['ngTouch']);

app.controller('Ctrl', function($scope) {
    $scope.state = 'explode';
    $scope.toggleState = function() {
        var current = $scope.state;
        switch (current) {
            case 'flat':
                $scope.state = 'explode';
                break;
            case 'explode':
                $scope.state = 'flat';
                break;
            case 'inline':
                $scope.state = 'flat';
                break;
        }
        //$scope.state = current === 'flat' ? 'explode' : 'flat';
    }
})

app.directive('bubbleRing', function($compile, $timeout) {
    return {
        restrict: 'A',
        link: function(scope, element) {
            var vertexShader = document.getElementById('vertexshader').textContent;
            var fragmentShader = document.getElementById('fragmentshader').textContent;

var container, selectedPos;
            var camera, scene, renderer, raycaster, mouse, intersects, INTERSECTED, attributes, uniforms;

var particles = [];
            var largestIndex = 0;

var windowHalfX = window.innerWidth / 2;
            var windowHalfY = window.innerHeight / 2;

var groups = [{
                color: 0xf80c12,
                count: 200,
                radius: 250
            }, {
                color: 0xff9933,
                count: 200,
                radius: 220
            }, {
                color: 0xd0c310,
                count: 150,
                radius: 200
            }, {
                color: 0x69d025,
                count: 75,
                radius: 180
            }, {
                color: 0x12bdb9,
                count: 50,
                radius: 160
            }, {
                color: 0x4444dd,
                count: 50,
                radius: 140
            }, {
                color: 0x442299,
                count: 50,
                radius: 120
            }]

var geometry = new THREE.Geometry();
            var particleSystem;

init();
            animate();

function init() {

container = element[0];

camera = new THREE.PerspectiveCamera(80, window.innerWidth / window.innerHeight, 1, 2000);
                camera.position.z = 100;

scene = new THREE.Scene();

for (var i = groups.length - 1; i >= 0; i--) {
                    for (var j = 0; j < groups[i].count; j++) {
                        var p = {
                            angle: Math.random() * Math.PI * 2,
                            radius: groups[i].radius + (Math.random() * 40),
                            vertex: new THREE.Vector3(),
                            group: i,
                            color: groups[i].color,
                            size: 5 + Math.floor(Math.random() * 20),
                            speed: Math.random() / 100,
                            homeZ: Math.random() * 100 - 50
                        }

//if(i == 0 && j == 0) p.size = 60;

p.vertex.x = Math.cos(p.angle) * p.radius;
                        p.vertex.y = Math.sin(p.angle) * p.radius;
                        p.vertex.z = 0;

geometry.vertices.push(p.vertex);
                        particles.push(p);

}
                }

uniforms = {

texture: {
                        type: "t",
                        value: THREE.ImageUtils.loadTexture('data:image/png;base64,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                    }
                };

attributes = {
                    color: {
                        type: 'c',
                        value: []
                    },
                    size: {
                        type: 'f',
                        value: []
                    }
                };

var largestSize = 0;
                largestIndex = 0;
                for (var i = 0; i < particles.length; i++) {
                    if (particles[i].size > largestSize) {
                        largestSize = particles[i].size;
                        largestIndex = i;
                    }
                    attributes.size.value[i] = particles[i].size;
                    attributes.color.value[i] = new THREE.Color(particles[i].color);
                }

var material = new THREE.ShaderMaterial({
                    uniforms: uniforms,
                    attributes: attributes,
                    vertexShader: vertexShader,
                    fragmentShader: fragmentShader,
                    transparent: true,
                    depthTest: false,
                    //alphaTest: 0.9,
                });

particleSystem = new THREE.PointCloud(geometry, material);
                scene.add(particleSystem);

renderer = new THREE.WebGLRenderer();
                renderer.setPixelRatio(window.devicePixelRatio);
                renderer.setSize(window.innerWidth, window.innerHeight);
                renderer.setClearColor(0x292B30, 1);
                container.appendChild(renderer.domElement);

raycaster = new THREE.Raycaster();
                mouse = new THREE.Vector2();

scope.lines = [{
                    x1: 100,
                    y1: 40,
                    x2: 0,
                    y2: 0
                }];
                var svg = '<div simple-lines="lines" class="simple-lines"></div>';
                element.append(svg);
                $compile(element.contents())(scope);

window.addEventListener('resize', onWindowResize, false);
                document.addEventListener('mousemove', onDocumentMouseMove, false);
            }

function onWindowResize() {
                windowHalfX = window.innerWidth / 2;
                windowHalfY = window.innerHeight / 2;

camera.aspect = window.innerWidth / window.innerHeight;
                camera.updateProjectionMatrix();

renderer.setSize(window.innerWidth, window.innerHeight);
            }

function onDocumentMouseMove(event) {
                event.preventDefault();

mouse.x = (event.clientX / window.innerWidth) * 2 - 1;
                mouse.y = -(event.clientY / window.innerHeight) * 2 + 1;
            }

function animate() {
                requestAnimationFrame(animate);
                render();
            }

function toScreenPosition(position, camera) {
                var vector = new THREE.Vector3();
                vector.x = position.x;
                vector.y = position.y;
                vector.z = position.z;

var widthHalf = 0.5 * renderer.context.canvas.width;
                var heightHalf = 0.5 * renderer.context.canvas.height;

vector.project(camera);

vector.x = (vector.x * widthHalf) + widthHalf;
                vector.y = -(vector.y * heightHalf) + heightHalf;

return {
                    x: vector.x,
                    y: vector.y
                };

};

function render() {
                var time = Date.now() * 0.00005;

camera.lookAt(scene.position);
                geometry.verticesNeedUpdate = true;
                //particleSystem.geometry.__dirtyVertices = true;

raycaster.setFromCamera(mouse, camera);

intersects = raycaster.intersectObject(particleSystem);
                //console.log(INTERSECTED)

if (intersects.length > 0) {

if (INTERSECTED != intersects[0].index) {

try {
                            attributes.size.value[INTERSECTED] = particles[INTERSECTED].size;
                        } catch (err) {
                            //supress error
                        }

INTERSECTED = intersects[0].index;

attributes.size.value[INTERSECTED] = particles[INTERSECTED].size * 1.5;
                        attributes.size.needsUpdate = true;

}

} else if (INTERSECTED !== undefined && INTERSECTED !== null) {

attributes.size.value[INTERSECTED] = particles[INTERSECTED].size;
                    attributes.size.needsUpdate = true;
                    INTERSECTED = null;

}

switch (scope.state) {
                    case 'flat':
                        setUniformRadius(false, scope.state);
                        break;
                    case 'explode':
                        setUniformRadius(true, scope.state);
                        break;
                    case 'inline':
                        setUniformRadius(true, scope.state);
                        break;
                }
                //setUniformRadius(true, scope.state)

renderer.render(scene, camera);

var pos = particles[largestIndex].vertex;
                //console.log(pos)
                selectedPos = toScreenPosition(pos, camera);
                scope.lines[0].x2 = selectedPos.x;
                scope.lines[0].y2 = selectedPos.y;
                $timeout(function() {
                    scope.$apply()
                });

}

function setUniformRadius(isUniform, state) {
                // for (var i = geometry.vertices.length - 1; i >= 0; i--) 
                // {

for (var i = particles.length - 1; i >= 0; i--) {
                    var p = particles[i];
                    var v = p.vertex;

p.angle -= p.speed; //0.01;

var ix = Math.round(p.group - groups.length / 2)
                        //TweenLite.to(groups[i].group.position, 0.5, {x:0, y:0, z: (-80 * ix)});

v.x = isUniform ? Math.cos(p.angle) * 270 : Math.cos(p.angle) * p.radius;
                    v.y = isUniform ? Math.sin(p.angle) * 270 : Math.sin(p.angle) * p.radius;
                    var z = isUniform ? ((state == "explode" ? -80 : -200) * ix) : 0; //p.homeZ;

if (p.targetZ != z) {
                        p.targetZ = z;
                        //var ease = state == "inline" ? Cubic.easeInOut : Elastic.easeOut;
                        //var speed = state == "inline" ? 0.5 : (Math.random() / 2) + 1.5; 
                        TweenLite.to(v, 1, {
                            z: z,
                            ease: Power4.easeInOut,
                            delay: Math.random() / 2
                        })
                    }
                }

}

scope.$watch('state', function(newState) {

switch (newState) {
                    case 'flat':
                        TweenLite.to(camera.position, 0.5, {
                            x: 0,
                            y: 0,
                            z: 500
                        });
                        //setUniformRadius(false, newState);
                        break;
                    case 'explode':
                        TweenLite.to(camera.position, 0.5, {
                            x: -300,
                            y: -400,
                            z: 500
                        });
                        //setUniformRadius(true, newState);
                        break;
                    case 'inline':
                        TweenLite.to(camera.position, 0.5, {
                            x: -700,
                            y: 0,
                            z: 0
                        });
                        //setUniformRadius(true, newState);
                        break;
                }
            })
        }
    };
});

编译

CSS

HTML

varying vec3 vColor;

void main() 
	{
		vColor = color;
		gl_PointSize = size;
		gl_Position = projectionMatrix * modelViewMatrix * vec4(position, 1);
	}
</script>

precision highp float;
	uniform sampler2D texture;

varying vec3 vColor;

void main() 
	{
		gl_FragColor = vec4( vColor, 1 );
		gl_FragColor = gl_FragColor * texture2D( texture, vec2( gl_PointCoord.x, 1.0 - gl_PointCoord.y ) );
		gl_FragColor = gl_FragColor * vec4( vColor, 1.0 );
		//if ( gl_FragColor.a < ALPHATEST ) discard;
	}

</script>
<div ng-app="app" ng-controller="Ctrl">
	<div bubble-ring state="state" class="full-page" ng-click="toggleState()"></div>
</div>
<p>Click anywhere to change view</p>

Particle Rings 圆环上的粒子以不同的速度运行所形成的卫星环绕动效。

three, ring

编辑器支持Emmet

快捷键

Particle Rings 圆环上的粒子以不同的速度运行所形成的卫星环绕动效。

three, ring

Three.js 粒子彩虹桥

Three.js WebGL 彩虹粒子组成的球体

编辑器支持Emmet

快捷键

语言：

语言：

导入代码模板：