漂亮的圣诞树3d旋转效果图

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这是一款漂亮的圣诞树3d旋转效果图,画面中呈现了圣诞树在雪花中旋转的动画效果,可灵活使用在网页中,希望大家能够喜欢。代码html+css+js开源可复制。Happy Holidays! 2024

1、页面html

<!DOCTYPE html>
<html lang="en" >
<head>
  <meta charset="UTF-8">
  <title>Happy Holidays! 2023</title>
  <meta name="description" content="这是一款漂亮的圣诞树3d旋转效果图,画面中呈现了圣诞树在雪花中旋转的动画效果,可灵活使用在网页中,希望大家能够喜欢。
 " />
  <link rel="stylesheet" href="http://www.bokequ.com/show/demo12/style.css">
</head>
<body>
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Copyright (c) 2023 by Wakana Y.K. (https://codepen.io/wakana-k/pen/ExrBQKq)
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Snowflake SVG from SVG Repo - https://www.svgrepo.com/svg/121265/snowflake : CC0 License
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<script async src="http://www.bokequ.com/show/demo12/es-module-shims.js" crossorigin="anonymous"></script>
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<script type="x-shader/x-vertex" id="vertexshader">
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void main() {
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gl_Position = projectionMatrix * modelViewMatrix * vec4( position, 1.0 );
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  uniform sampler2D baseTexture;
uniform sampler2D bloomTexture;
varying vec2 vUv;
void main() {
gl_FragColor = ( texture2D( baseTexture, vUv ) + vec4( 1.0 ) * texture2D( bloomTexture, vUv ) );
}
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`;
</script>
<!-- partial -->
  <script type="module" src="http://www.bokequ.com/show/demo12/script.js"></script>
</body>
</html>

2、css样式

* {
  -moz-user-select: none;
  -webkit-user-select: none;
  -ms-user-select: none;
  user-select: none;
  margin: 0;
  padding: 0;
}
html {
  background: black;
}
canvas {
  position: fixed;
  width: 100%;
  height: 100%;
  top: 0;
  left: 0;
  margin: 0;
  padding: 0;
  z-index: 0;
}
svg#snowflake {
  display: none;
}

3、js文件

/*!
Happy Holidays 2023
Copyright (c) 2023 by Wakana Y.K. (https://codepen.io/wakana-k/pen/ExrBQKq)
*/
"use strict";

import * as THREE from "three";

import { OrbitControls as e } from "three/addons/controls/OrbitControls.js";

import * as BufferGeometryUtils from "three/addons/utils/BufferGeometryUtils.js";

import { MeshSurfaceSampler as t } from "three/addons/math/MeshSurfaceSampler.js";

import { EffectComposer as o } from "three/addons/postprocessing/EffectComposer.js";

import { RenderPass as n } from "three/addons/postprocessing/RenderPass.js";

import { ShaderPass as r } from "three/addons/postprocessing/ShaderPass.js";

import { UnrealBloomPass as a } from "three/addons/postprocessing/UnrealBloomPass.js";

import { SVGLoader as s } from "three/addons/loaders/SVGLoader.js";

import { Flow as i } from "three/addons/modifiers/CurveModifier.js";

!(function () {
  function l(e, t, o) {
    x = t.length;
    let n,
      r = new THREE.InstancedMesh(b.geometry, b.material, x);
    K.set(0, 0, 0, 0), ee.set(1, 1, 1);
    for (let a = 0; a < x; a++) {
      if (
        (Q.set(t[a][0], t[a][1], t[a][2]),
        (J = Q),
        ("ribbon" != o && "twist" != o) ||
          (V.lookAt(Q.x, 0, Q.z), (K = V.quaternion)),
        1 != e && ee.set(e, e, e),
        _.compose(J, K, ee),
        "ribbon" == o)
      )
        n = new THREE.Color("red");
      else if ("light" == o || "light2" == o) n = new THREE.Color("burlywood");
      else if ("sphere" == o) {
        let e = ["white", "red"];
        n = new THREE.Color(e[Math.floor(Math.random() * e.length)]);
      }
      r.setMatrixAt(a, _), r.setColorAt(a, n);
    }
    return r;
  }
  function d(e) {
    /*! this function from https://stackoverflow.com/questions/69025167/threejs-how-can-i-add-tetrahedron-geometry-to-the-surface */
    let t = this.attributes.position;
    if (null != this.index) return;
    let o = t.count / 3,
      n = [],
      r = new THREE.Triangle(),
      a = te.clone(),
      s = te.clone(),
      i = te.clone();
    for (let l = 0; l < o; l++) {
      a.fromBufferAttribute(t, 3 * l + 0),
        s.fromBufferAttribute(t, 3 * l + 1),
        i.fromBufferAttribute(t, 3 * l + 2),
        r.set(a, s, i);
      let o = te.clone();
      r.getMidpoint(o);
      let d = a.distanceTo(s),
        h = (Math.sqrt(3) / 2) * d * e,
        c = o.clone().normalize().setLength(h);
      o.add(c),
        n.push(
          o.clone(),
          a.clone(),
          s.clone(),
          o.clone(),
          s.clone(),
          i.clone(),
          o.clone(),
          i.clone(),
          a.clone()
        );
    }
    let l = new THREE.BufferGeometry().setFromPoints(n);
    return l.computeVertexNormals(), l;
  }
  function h() {
    const e = window.innerWidth,
      t = window.innerHeight;
    (E.aspect = e / t),
      E.updateProjectionMatrix(),
      f.setSize(e, t),
      k.setSize(e, t),
      Z.setSize(e, t),
      p();
  }
  function c(e) {
    (e.isMesh || e.isInstancedMesh) &&
      !1 === q.test(e.layers) &&
      ((W[e.uuid] = e.material), (e.material = N));
  }
  function u(e) {
    W[e.uuid] && ((e.material = W[e.uuid]), delete W[e.uuid]);
  }
  function m() {
    requestAnimationFrame(m), w.update(), O && O.moveAlongCurve(7e-4), p();
  }
  function p() {
    Y.getElapsedTime() > X / 1e3 &&
      (P.layers.toggle(L), v.layers.toggle(L), Y.stop(), Y.start()),
      I &&
        (function (e) {
          for (let t = 0; t < e.count; t++)
            e.getMatrixAt(t, _),
              _.decompose(V.position, V.quaternion, V.scale),
              (V.position.y -= A),
              V.position.y < -U
                ? ((V.position.y = U),
                  (V.position.x = THREE.MathUtils.randFloat(-U, U)),
                  (V.position.z = THREE.MathUtils.randFloat(-U, U)))
                : t % 4 == 1
                ? ((V.position.x += F), (V.position.z += j))
                : t % 4 == 2
                ? ((V.position.x += F), (V.position.z -= j))
                : t % 4 == 3
                ? ((V.position.x -= F), (V.position.z += j))
                : ((V.position.x -= F), (V.position.z -= j)),
              (V.rotation.x += THREE.MathUtils.randFloat(0, z)),
              (V.rotation.z += THREE.MathUtils.randFloat(0, C)),
              V.updateMatrix(),
              e.setMatrixAt(t, V.matrix);
          e.instanceMatrix.needsUpdate = !0;
        })(I),
      M.traverse(c),
      k.render(),
      M.traverse(u),
      Z.render();
  }
  let E,
    M,
    f,
    w,
    T,
    R,
    H,
    g,
    y,
    b,
    x,
    P,
    v,
    I,
    S,
    B = 1,
    G = [],
    U = 12;
  const z = Math.PI / 30,
    C = Math.PI / 50,
    A = 0.03,
    F = 0.005,
    j = 0.005,
    V = new THREE.Object3D();
  let k, Z;
  const L = 1,
    q = new THREE.Layers();
  q.set(L);
  const D = {
      exposure: 0,
      bloomStrength: 1,
      bloomThreshold: 0,
      bloomRadius: 0.1
    },
    N = new THREE.MeshBasicMaterial({
      color: "black"
    }),
    W = {},
    X = 1e3,
    Y = new THREE.Clock();
  let O;
  const _ = new THREE.Matrix4();
  let Q = new THREE.Vector3(),
    J = Q.clone(),
    K = new THREE.Quaternion();
  const $ = new THREE.Euler(),
    ee = Q.clone(),
    te = Q.clone();
  !(async function () {
    const c = new THREE.TextureLoader().loadAsync(data_env);
    ([y] = await Promise.all([c])),
      (y.mapping = THREE.EquirectangularReflectionMapping),
      y.dispose(),
      (data_env = null);
    const u = document.createElement("div");
    document.body.appendChild(u),
      ((M = new THREE.Scene()).background = "black"),
      (M.environment = y),
      (f = new THREE.WebGLRenderer({
        antialias: !1
      })).setPixelRatio(Math.min(window.devicePixelRatio, 2)),
      f.setSize(window.innerWidth, window.innerHeight),
      (f.toneMapping = THREE.LinearToneMapping),
      u.appendChild(f.domElement),
      (E = new THREE.PerspectiveCamera(
        35,
        window.innerWidth / window.innerHeight,
        0.1,
        70
      )).position.set(0, 0.8, 25),
      E.lookAt(0, 0, 0);
    const p = new n(M, E),
      z = new a(
        new THREE.Vector2(window.innerWidth, window.innerHeight),
        D.bloomStrength,
        D.bloomRadius,
        D.bloomThreshold
      );
    ((k = new o(f)).renderToScreen = !1), k.addPass(p), k.addPass(z);
    const C = new r(
      new THREE.ShaderMaterial({
        uniforms: {
          baseTexture: {
            value: null
          },
          bloomTexture: {
            value: k.renderTarget2.texture
          }
        },
        vertexShader: document.getElementById("vertexshader").textContent,
        fragmentShader: document.getElementById("fragmentshader").textContent,
        defines: {}
      }),
      "baseTexture"
    );
    (C.needsSwap = !0),
      (Z = new o(f)).addPass(p),
      Z.addPass(C),
      (g = new THREE.MeshBasicMaterial({
        color: "white",
        reflectivity: 1,
        envMap: y
      })),
      (H = (function () {
        let e;
        (S = 2),
          (x = 700),
          (B = 15),
          (G = []),
          (T = new THREE.PlaneGeometry(0.05, 0.05));
        for (let t = 0; t < x; t++) {
          const t = Math.acos(THREE.MathUtils.randFloatSpread(2)),
            o = THREE.MathUtils.randFloatSpread(360);
          (Q.x = S * Math.sin(t) * Math.cos(o)),
            (Q.y = Math.abs(S * Math.sin(t) * Math.sin(o)) * B - S * B),
            (Q.z = S * Math.cos(t)),
            (e = Math.random()),
            Q.copy(Q).multiplyScalar(e);
          let n = T.clone();
          n.rotateX(Math.random() * Math.PI),
            n.rotateY(Math.random() * Math.PI),
            n.rotateZ(Math.random() * Math.PI),
            n.translate(Q.x, Q.y, Q.z),
            G.push(n);
        }
        return (
          (T = BufferGeometryUtils.mergeGeometries(G)).rotateZ(-Math.PI / 2),
          (T.attributes.position.needsUpdate = !0),
          T.center(),
          T.computeBoundingBox(),
          T.computeVertexNormals(),
          (R = g.clone()).color.set("khaki"),
          (R.reflectivity = 1),
          (R.side = THREE.DoubleSide),
          (H = new THREE.Mesh(T, R))
        );
      })());
    let A = (function (e = 1, t = 1, o = 100, n) {
      const r = [];
      for (let a = 0; a <= o; a++)
        (S = e * a),
          ((Q = Q.clone()).x = S * Math.cos(a)),
          (Q.z = S * Math.sin(a)),
          (Q.y = t * -a + n),
          r.push(Q);
      for (let a = o; a >= 0; a--)
        (S = e * a),
          ((Q = Q.clone()).x = S * Math.cos(-a)),
          (Q.z = S * Math.sin(-a)),
          (Q.y = t * -a + n),
          r.push(Q);
      return new THREE.CatmullRomCurve3(r, !0, "centripetal", 0);
    })(0.24, 0.2 * 3, 25, 10);
    A.getPoints(25),
      (O = new i(H)).updateCurve(0, A),
      M.add(O.object3D),
      (function () {
        (x = 128), (B = 0.002);
        const e = document.querySelector("svg#snowflake").outerHTML,
          t = new s().parse(e).paths[0],
          o = s.createShapes(t)[0];
        let n = new THREE.ExtrudeGeometry(o, {
          steps: 1,
          depth: 10,
          bevelEnabled: !0,
          bevelThickness: 0,
          bevelSize: 0,
          bevelOffset: -3,
          bevelSegments: 0
        });
        n.scale(B, B, B),
          (n = BufferGeometryUtils.mergeVertices(n, B / 20)).center(),
          (n.attributes.position.needsUpdate = !0),
          n.computeBoundingBox(),
          n.computeVertexNormals(),
          (R = g.clone()).color.set("white"),
          (R.reflectivity = 0.8),
          (I = new THREE.InstancedMesh(n, R, x)),
          K.set(0, 0, 0, 0),
          ee.set(1, 1, 1);
        for (let e = 0; e < x; e++)
          Q.set(
            THREE.MathUtils.randFloat(-U, U),
            THREE.MathUtils.randFloat(-U, U),
            THREE.MathUtils.randFloat(-U, U)
          ),
            (J = Q),
            $.set(
              Math.random() * Math.PI,
              Math.random() * Math.PI,
              Math.random() * Math.PI
            ),
            K.setFromEuler($),
            (ee.x = ee.y = ee.z = 0.5 * Math.random() + 0.5),
            _.compose(J, K, ee),
            I.setMatrixAt(e, _);
        M.add(I);
      })(),
      (T = (function (e, t, o) {
        let n = [];
        for (let r = 0; r < 2 * e; r++) {
          let a, s;
          n.push(0, 0, -o / 2),
            r % 2 == 0 ? ((a = t), (s = 1)) : ((a = 1), (s = t));
          let i = ((r + 1) / e) * Math.PI;
          n.push(Math.cos(i) * a, Math.sin(i) * a, 0),
            (i = (r / e) * Math.PI),
            n.push(Math.cos(i) * s, Math.sin(i) * s, 0),
            n.push(0, 0, o / 2),
            (i = (r / e) * Math.PI),
            n.push(Math.cos(i) * s, Math.sin(i) * s, 0),
            (i = ((r + 1) / e) * Math.PI),
            n.push(Math.cos(i) * a, Math.sin(i) * a, 0);
        }
        return (
          (n = new Float32Array(n)),
          (T = new THREE.BufferGeometry()).setAttribute(
            "position",
            new THREE.BufferAttribute(n, 3)
          ),
          T.rotateZ(-Math.PI / e / 2),
          (T.attributes.position.needsUpdate = !0),
          T.computeVertexNormals(),
          T.center(),
          T
        );
      })(5, 2, 1.78)),
      (R = g.clone()).color.set("yellow"),
      (R.reflectivity = 0.8);
    const F = new THREE.Mesh(T, R);
    let j;
    (F.position.y = 5.7), (B = 0.35), F.scale.set(B, B, B), M.add(F);
    let V = [],
      q = [];
    (x = 2e3),
      (T = new THREE.CylinderGeometry(0.1, 4.5, 10, 8, 1, !0)),
      (H = new THREE.Mesh(T, new THREE.MeshBasicMaterial())),
      (j = new t(H).build()),
      (S = 0.1),
      (B = 3),
      (THREE.BufferGeometry.prototype.tripleFace = d);
    let N = new THREE.IcosahedronGeometry(S, 0).tripleFace(B);
    G = [];
    for (let e = 0; e < x; e++)
      j.sample(Q),
        (T = N.clone()).rotateX(Math.random() * Math.PI),
        T.rotateY(Math.random() * Math.PI),
        T.rotateZ(Math.random() * Math.PI),
        T.translate(Q.x, Q.y, Q.z),
        G.push(T);
    (T = BufferGeometryUtils.mergeGeometries(G)).computeVertexNormals(),
      (R = g.clone()).color.set("#5f8f00"),
      (R.reflectivity = 0.8),
      (H = new THREE.Mesh(T, R)),
      M.add(H),
      (T = new THREE.CylinderGeometry(0.6, 5, 10, 8, 1, !0)),
      (V = []),
      (q = []),
      (x = 282),
      (H = new THREE.Mesh(T, new THREE.MeshBasicMaterial())),
      (j = new t(H).build());
    for (let e = 0; e < x; e++) j.sample(Q), V.push([Q.x, Q.y, Q.z]);
    let W = [];
    for (let e = 0; e < 70; e++) {
      let e = Math.floor(Math.random() * V.length);
      W.push(V.splice(e, 1)[0]);
    }
    let X = [];
    for (let e = 0; e < 70; e++) {
      let e = Math.floor(Math.random() * V.length);
      X.push(V.splice(e, 1)[0]);
    }
    let Y = [];
    for (let e = 0; e < 22; e++) {
      let e = Math.floor(Math.random() * V.length);
      Y.push(V.splice(e, 1)[0]);
    }
    let te = [];
    for (let e = 0; e < 120; e++) {
      let e = Math.floor(Math.random() * V.length);
      te.push(V.splice(e, 1)[0]);
    }
    (S = 0.24),
      (B = 1),
      (T = new THREE.SphereGeometry(S, 20, 20)),
      ((R = g.clone()).reflectivity = 0.8),
      (b = new THREE.Mesh(T, R)),
      (H = l(B, te, "sphere")),
      M.add(H),
      (B = 1),
      (T = (function (e) {
        let t = 1.5 * e,
          o = new THREE.SphereGeometry(e, 10, 10);
        const n = o.attributes.position;
        for (let r = 0; r < n.count; r++)
          n.getY(r) > e / 3 &&
            (o.attributes.position.setX(r, 0),
            o.attributes.position.setY(r, t),
            o.attributes.position.setZ(r, 0));
        (G = []), o.translate(0, -t, 0);
        let r = o.clone();
        return (
          r.rotateZ(Math.PI / 2),
          G.push(r),
          (r = o.clone()).rotateZ(-Math.PI / 2),
          G.push(r),
          (r = o.clone()).scale(0.7, 1.5, 0.7),
          r.rotateZ(Math.PI / 8),
          G.push(r),
          (r = o.clone()).scale(0.7, 1.5, 0.7),
          r.rotateZ(-Math.PI / 8),
          G.push(r),
          (r = new THREE.SphereGeometry(t / 2.3, 5, 5)),
          G.push(r),
          (o = BufferGeometryUtils.mergeGeometries(G)),
          (o = BufferGeometryUtils.mergeVertices(o, e / 10)).scale(1, 1, 0.7),
          o.rotateX(-Math.PI / 7),
          (o.attributes.position.needsUpdate = !0),
          o.computeBoundingBox(),
          o.computeVertexNormals(),
          o
        );
      })((S = 0.15))),
      ((R = g.clone()).reflectivity = 0.4),
      (b = new THREE.Mesh(T, R)),
      (H = l(B, Y, "ribbon")),
      M.add(H),
      (S = 0.11),
      (B = 1),
      (T = new THREE.SphereGeometry(S, 10, 10)),
      (b = new THREE.Mesh(T, new THREE.MeshBasicMaterial())),
      (P = l(B, W, "light")),
      M.add(P),
      (v = l(B, X, "light2")).layers.toggle(L),
      M.add(v),
      ((w = new e(E, f.domElement)).autoRotate = !0),
      (w.autoRotateSpeed = 1),
      (w.enableDamping = !0),
      (w.enablePan = !1),
      (w.minDistance = 8),
      (w.maxDistance = 30),
      (w.minPolarAngle = 0),
      (w.maxPolarAngle = Math.PI / 2),
      w.target.set(0, 0, 0),
      w.update(),
      m(),
      window.addEventListener("resize", h);
  })();
})();

代码分享来源https://codepen.io/wakana-k/pen/ExrBQKq
效果特效演示地址http://www.bokequ.com/show/demo12/

 
maolai
  • 本文由 maolai 发表于 2024年1月10日 11:25:10
  • 转载请务必保留本文链接:http://www.bokequ.com/490.html

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