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HTML5 3D衣服摇摆动画特效_html5教程技巧

程序员文章站 2022-03-20 20:12:50
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这又是一款基于HTML5 Canvas的3D动画杰作，它是一个可以随风飘动的3D衣服摇摆动画特效，非常逼真。当我们将鼠标滑过衣服时，衣服将会出现摇摆的动画，点击鼠标时，衣服将会更加剧烈地摆动。

HTML5 3D衣服摇摆动画特效_html5教程技巧

在线演示 源码下载

HTML代码

XML/HTML Code复制内容到剪贴板
  1. div style="width:500px;margin:10px auto">
  2. canvas id="cv" width="480" height="300">canvas>
  3. p>"3D on 2D Canvas" demop>
  4. p>move cursor to pan / click to swingp>
  5. div>

P3D库JS代码，主要用来处理3D效果的

JavaScript Code复制内容到剪贴板
  1. window.P3D = {
  2. texture: null,
  3. g: null
  4. };
  6. P3D.clear = function(f, w, h) {
  7. var g = this.g;
  8. g.beginPath();
  9. g.fillStyle = f;
  10. g.fillRect(0, 0, w, h);
  12. }
  14. P3D.num_cmp = function(a,b){return a-b;}
  16. P3D.drawTriangle = function(poss, uvs, shade_clr) {
  17. var w = this.texture.width;
  18. var h = this.texture.height;
  20. var g = this.g;
  22. var vAd = [ poss[1].x - poss[0].x , poss[1].y - poss[0].y ];
  23. var vBd = [ poss[2].x - poss[0].x , poss[2].y - poss[0].y ];
  25. var vA = [ uvs[1].u - uvs[0].u , uvs[1].v - uvs[0].v ];
  26. var vB = [ uvs[2].u - uvs[0].u , uvs[2].v - uvs[0].v ];
  28. vA[0] *= w;
  29. vA[1] *= h;
  31. vB[0] *= w;
  32. vB[1] *= h;
  34. var m = new M22();
  35. m._11 = vA[0];
  36. m._12 = vA[1];
  37. m._21 = vB[0];
  38. m._22 = vB[1];
  40. var im = m.getInvert();
  41. if (!im) return false;
  43. var a = im._11 * vAd[0] + im._12 * vBd[0];
  44. var b = im._21 * vAd[0] + im._22 * vBd[0];
  46. var c = im._11 * vAd[1] + im._12 * vBd[1];
  47. var d = im._21 * vAd[1] + im._22 * vBd[1];
  49. var wu = uvs[0].u * w;
  50. var hv = uvs[0].v * h;
  51. var du = wu * a + hv * b;
  52. var dv = wu * c + hv * d;
  54. g.save();
  56. g.beginPath();
  57. g.moveTo(poss[0].x, poss[0].y);
  58. g.lineTo(poss[1].x, poss[1].y);
  59. g.lineTo(poss[2].x, poss[2].y);
  60. g.clip();
  62. g.transform(a, c, b, d, poss[0].x - du, poss[0].y - dv);
  64. // bounds
  65. var bx = [wu, wu+vA[0], wu+vB[0]];
  66. var by = [hv, hv+vA[1], hv+vB[1]];
  68. bx.sort(P3D.num_cmp);
  69. by.sort(P3D.num_cmp);
  71. var bw = bx[2] - bx[0];
  72. var bh = by[2] - by[0];
  74. if ((bx[0]+bw)
  75. if ((by[0]+bh)
  76. if (bx[0] >= 1) {bx[0]--; bw++;}
  77. if (by[0] >= 1) {by[0]--; bh++;}
  79. g.drawImage(this.texture, bx[0], by[0], bw, bh, bx[0], by[0], bw, bh);
  81. if (shade_clr) {
  82. g.fillStyle = shade_clr;
  83. g.fillRect(bx[0], by[0], bw, bh);
  84. }
  86. g.restore();
  88. return true;
  89. }
  91. P3D.drawTestByIndexBuffer = function(pos_buf, ix_buf, culling) {
  92. var g = this.g;
  94. if ((ix_buf.length%3) != 0)
  95. throw "invalid index buffer length!";
  97. var len = ix_buf.length/3;
  99. var i, ibase, vbase;
  100. var poss = [{},{},{}];
  101. g.strokeWidth = 1;
  102. for (i = 0, ibase = 0;i
  103. {
  104. vbase = ix_buf[ibase++]
  105. poss[0].x = pos_buf[vbase++];
  106. poss[0].y = pos_buf[vbase ];
  108. vbase = ix_buf[ibase++]
  109. poss[1].x = pos_buf[vbase++];
  110. poss[1].y = pos_buf[vbase ];
  112. vbase = ix_buf[ibase++]
  113. poss[2].x = pos_buf[vbase++];
  114. poss[2].y = pos_buf[vbase ];
  116. // z component of cross product
  118. var Ax = poss[1].x - poss[0].x;
  119. var Ay = poss[1].y - poss[0].y;
  120. var Cx = poss[2].x - poss[1].x;
  121. var Cy = poss[2].y - poss[1].y;
  123. var cull = ( (((Ax * Cy) - (Ay * Cx))*culling)
  125. g.beginPath();
  126. g.strokeStyle = cull ? "#592" : "#0f0";
  127. g.moveTo(poss[0].x, poss[0].y);
  128. g.lineTo(poss[1].x, poss[1].y);
  129. g.lineTo(poss[2].x, poss[2].y);
  130. g.lineTo(poss[0].x, poss[0].y);
  131. g.stroke();
  132. }
  133. }
  135. P3D.drawByIndexBuffer = function(pos_buf, ix_buf, tx_buf, culling, z_clip) {
  136. var w, h;
  137. var color_polygon = !this.texture;
  138. if (this.texture) {
  139. w = this.texture.width;
  140. h = this.texture.height;
  141. }
  143. var g = this.g;
  144. var m = new M22();
  146. if (!culling) culling = 0;
  148. if ((ix_buf.length%3) != 0)
  149. throw "invalid index buffer length!";
  151. var i, ibase, vbase, tbase, poss = [{},{},{}];
  152. var len = ix_buf.length/3;
  153. var uv_0u, uv_0v, uv_1u, uv_1v, uv_2u, uv_2v;
  155. for (i = 0, ibase = 0;i
  156. {
  157. tbase = ix_buf[ibase++]
  158. vbase = tbase
  159. poss[0].x = pos_buf[vbase++]; uv_0u = tx_buf[tbase++];
  160. poss[0].y = pos_buf[vbase++]; uv_0v = tx_buf[tbase];
  161. if (z_clip && (pos_buf[vbase] 1)) {ibase += 2; continue;}
  163. tbase = ix_buf[ibase++]
  164. vbase = tbase
  165. poss[1].x = pos_buf[vbase++]; uv_1u = tx_buf[tbase++];
  166. poss[1].y = pos_buf[vbase++]; uv_1v = tx_buf[tbase];
  167. if (z_clip && (pos_buf[vbase] 1)) {++ibase; continue;}
  169. tbase = ix_buf[ibase++]
  170. vbase = tbase
  171. poss[2].x = pos_buf[vbase++]; uv_2u = tx_buf[tbase++];
  172. poss[2].y = pos_buf[vbase++]; uv_2v = tx_buf[tbase];
  173. if (z_clip && (pos_buf[vbase] 1)) {continue;}
  175. var vAd = [ poss[1].x - poss[0].x , poss[1].y - poss[0].y ];
  176. var vBd = [ poss[2].x - poss[0].x , poss[2].y - poss[0].y ];
  178. var vCd = [ poss[2].x - poss[1].x , poss[2].y - poss[1].y ];
  180. // z component of cross product
  181. if( (((vAd[0] * vCd[1]) - (vAd[1] * vCd[0]))*culling)
  182. continue;
  184. if (color_polygon) {
  185. g.fillStyle = uv_0u;
  187. g.beginPath();
  188. g.moveTo(poss[0].x, poss[0].y);
  189. g.lineTo(poss[1].x, poss[1].y);
  190. g.lineTo(poss[2].x, poss[2].y);
  191. g.fill();
  192. continue;
  193. }
  195. var vA = [ uv_1u - uv_0u , uv_1v - uv_0v ];
  196. var vB = [ uv_2u - uv_0u , uv_2v - uv_0v ];
  198. vA[0] *= w;
  199. vA[1] *= h;
  201. vB[0] *= w;
  202. vB[1] *= h;
  204. m._11 = vA[0];
  205. m._12 = vA[1];
  206. m._21 = vB[0];
  207. m._22 = vB[1];
  209. var im = m.getInvert();
  210. if (!im) { continue;}
  212. var a = im._11 * vAd[0] + im._12 * vBd[0];
  213. var b = im._21 * vAd[0] + im._22 * vBd[0];
  215. var c = im._11 * vAd[1] + im._12 * vBd[1];
  216. var d = im._21 * vAd[1] + im._22 * vBd[1];
  218. var wu = uv_0u * w;
  219. var hv = uv_0v * h;
  220. var du = wu * a + hv * b;
  221. var dv = wu * c + hv * d;
  223. g.save();
  225. g.beginPath();
  226. g.moveTo(poss[0].x, poss[0].y);
  227. g.lineTo(poss[1].x, poss[1].y);
  228. g.lineTo(poss[2].x, poss[2].y);
  229. g.clip();
  230. g.transform(a, c, b, d, poss[0].x - du, poss[0].y - dv);
  232. // bounds
  233. var bx = [wu, wu+vA[0], wu+vB[0]];
  234. var by = [hv, hv+vA[1], hv+vB[1]];
  236. bx.sort(P3D.num_cmp);
  237. by.sort(P3D.num_cmp);
  239. var bw = bx[2] - bx[0];
  240. var bh = by[2] - by[0];
  242. if ((bx[0]+bw)
  243. if ((by[0]+bh)
  244. if (bx[0] >= 1) {bx[0]--; bw++;}
  245. if (by[0] >= 1) {by[0]--; bh++;}
  247. g.drawImage(this.texture, bx[0], by[0], bw, bh, bx[0], by[0], bw, bh);
  248. /*
  249. if (shade_clr) {
  250. g.fillStyle = shade_clr;
  251. g.fillRect(bx[0], by[0], bw, bh);
  252. }
  253. */
  254. g.restore();
  256. }
  258. }
  260. function Vec3(_x, _y, _z)
  261. {
  262. this.x = _x || 0;
  263. this.y = _y || 0;
  264. this.z = _z || 0;
  265. }
  267. Vec3.prototype = {
  268. zero: function() {
  269. this.x = this.y = this.z = 0;
  270. },
  272. sub: function(v) {
  273. this.x -= v.x;
  274. this.y -= v.y;
  275. this.z -= v.z;
  277. return this;
  278. },
  280. add: function(v) {
  281. this.x += v.x;
  282. this.y += v.y;
  283. this.z += v.z;
  285. return this;
  286. },
  288. copyFrom: function(v) {
  289. this.x = v.x;
  290. this.y = v.y;
  291. this.z = v.z;
  293. return this;
  294. },
  296. norm:function() {
  297. return Math.sqrt(this.x*this.x + this.y*this.y + this.z*this.z);
  298. },
  300. normalize: function() {
  301. var nrm = Math.sqrt(this.x*this.x + this.y*this.y + this.z*this.z);
  302. if (nrm != 0)
  303. {
  304. this.x /= nrm;
  305. this.y /= nrm;
  306. this.z /= nrm;
  307. }
  308. return this;
  309. },
  311. smul: function(k) {
  312. this.x *= k;
  313. this.y *= k;
  314. this.z *= k;
  316. return this;
  317. },
  319. dpWith: function(v) {
  320. return this.x*v.x + this.y*v.y + this.z*v.z;
  321. },
  323. cp: function(v, w) {
  324. this.x = (w.y * v.z) - (w.z * v.y);
  325. this.y = (w.z * v.x) - (w.x * v.z);
  326. this.z = (w.x * v.y) - (w.y * v.x);
  328. return this;
  329. },
  331. toString: function() {
  332. return this.x + ", " + this.y + "," + this.z;
  333. }
  334. }
  336. function M44(cpy)
  337. {
  338. if (cpy)
  339. this.copyFrom(cpy);
  340. else {
  341. this.ident();
  342. }
  343. }
  345. M44.prototype = {
  346. ident: function() {
  347. this._12 = this._13 = this._14 = 0;
  348. this._21 = this._23 = this._24 = 0;
  349. this._31 = this._32 = this._34 = 0;
  350. this._41 = this._42 = this._43 = 0;
  352. this._11 = this._22 = this._33 = this._44 = 1;
  354. return this;
  355. },
  357. copyFrom: function(m) {
  358. this._11 = m._11;
  359. this._12 = m._12;
  360. this._13 = m._13;
  361. this._14 = m._14;
  363. this._21 = m._21;
  364. this._22 = m._22;
  365. this._23 = m._23;
  366. this._24 = m._24;
  368. this._31 = m._31;
  369. this._32 = m._32;
  370. this._33 = m._33;
  371. this._34 = m._34;
  373. this._41 = m._41;
  374. this._42 = m._42;
  375. this._43 = m._43;
  376. this._44 = m._44;
  378. return this;
  379. },
  381. transVec3: function(out, x, y, z) {
  382. out[0] = x * this._11 + y * this._21 + z * this._31 + this._41;
  383. out[1] = x * this._12 + y * this._22 + z * this._32 + this._42;
  384. out[2] = x * this._13 + y * this._23 + z * this._33 + this._43;
  385. out[3] = x * this._14 + y * this._24 + z * this._34 + this._44;
  386. },
  388. transVec3Rot: function(out, x, y, z) {
  389. out[0] = x * this._11 + y * this._21 + z * this._31;
  390. out[1] = x * this._12 + y * this._22 + z * this._32;
  391. out[2] = x * this._13 + y * this._23 + z * this._33;
  392. },
  394. perspectiveLH: function(vw, vh, z_near, z_far) {
  395. this._11 = 2.0*z_near/vw;
  396. this._12 = 0;
  397. this._13 = 0;
  398. this._14 = 0;
  400. this._21 = 0;
  401. this._22 = 2*z_near/vh;
  402. this._23 = 0;
  403. this._24 = 0;
  405. this._31 = 0;
  406. this._32 = 0;
  407. this._33 = z_far/(z_far-z_near);
  408. this._34 = 1;
  410. this._41 = 0;
  411. this._42 = 0;
  412. this._43 = z_near*z_far/(z_near-z_far);
  413. this._44 = 0;
  415. return this;
  416. },
  418. lookAtLH: function(aUp, aFrom, aAt) {
  419. var aX = new Vec3();
  420. var aY = new Vec3();
  422. var aZ = new Vec3(aAt.x, aAt.y, aAt.z);
  423. aZ.sub(aFrom).normalize();
  425. aX.cp(aUp, aZ).normalize();
  426. aY.cp(aZ, aX);
  428. this._11 = aX.x; this._12 = aY.x; this._13 = aZ.x; this._14 = 0;
  429. this._21 = aX.y; this._22 = aY.y; this._23 = aZ.y; this._24 = 0;
  430. this._31 = aX.z; this._32 = aY.z; this._33 = aZ.z; this._34 = 0;
  432. this._41 = -aFrom.dpWith(aX);
  433. this._42 = -aFrom.dpWith(aY);
  434. this._43 = -aFrom.dpWith(aZ);
  435. this._44 = 1;
  437. return this;
  438. },
  440. mul: function(A, B) {
  441. this._11 = A._11*B._11 + A._12*B._21 + A._13*B._31 + A._14*B._41;
  442. this._12 = A._11*B._12 + A._12*B._22 + A._13*B._32 + A._14*B._42;
  443. this._13 = A._11*B._13 + A._12*B._23 + A._13*B._33 + A._14*B._43;
  444. this._14 = A._11*B._14 + A._12*B._24 + A._13*B._34 + A._14*B._44;
  446. this._21 = A._21*B._11 + A._22*B._21 + A._23*B._31 + A._24*B._41;
  447. this._22 = A._21*B._12 + A._22*B._22 + A._23*B._32 + A._24*B._42;
  448. this._23 = A._21*B._13 + A._22*B._23 + A._23*B._33 + A._24*B._43;
  449. this._24 = A._21*B._14 + A._22*B._24 + A._23*B._34 + A._24*B._44;
  451. this._31 = A._31*B._11 + A._32*B._21 + A._33*B._31 + A._34*B._41;
  452. this._32 = A._31*B._12 + A._32*B._22 + A._33*B._32 + A._34*B._42;
  453. this._33 = A._31*B._13 + A._32*B._23 + A._33*B._33 + A._34*B._43;
  454. this._34 = A._31*B._14 + A._32*B._24 + A._33*B._34 + A._34*B._44;
  456. this._41 = A._41*B._11 + A._42*B._21 + A._43*B._31 + A._44*B._41;
  457. this._42 = A._41*B._12 + A._42*B._22 + A._43*B._32 + A._44*B._42;
  458. this._43 = A._41*B._13 + A._42*B._23 + A._43*B._33 + A._44*B._43;
  459. this._44 = A._41*B._14 + A._42*B._24 + A._43*B._34 + A._44*B._44;
  461. return this;
  462. },
  464. translate: function(x, y, z) {
  465. this._11 = 1; this._12 = 0; this._13 = 0; this._14 = 0;
  466. this._21 = 0; this._22 = 1; this._23 = 0; this._24 = 0;
  467. this._31 = 0; this._32 = 0; this._33 = 1; this._34 = 0;
  469. this._41 = x; this._42 = y; this._43 = z; this._44 = 1;
  470. return this;
  471. },
  473. transpose33: function() {
  474. var t;
  476. t = this._12;
  477. this._12 = this._21;
  478. this._21 = t;
  480. t = this._13;
  481. this._13 = this._31;
  482. this._31 = t;
  484. t = this._23;
  485. this._23 = this._32;
  486. this._32 = t;
  488. return this;
  489. },
  491. // OpenGL style rotation
  492. glRotate: function(angle, x, y, z) {
  493. var s = Math.sin( angle );
  494. var c = Math.cos( angle );
  496. var xx = x * x;
  497. var yy = y * y;
  498. var zz = z * z;
  499. var xy = x * y;
  500. var yz = y * z;
  501. var zx = z * x;
  502. var xs = x * s;
  503. var ys = y * s;
  504. var zs = z * s;
  505. var one_c = 1.0 - c;
  506. /*
  507. this._11 = (one_c * xx) + c;
  508. this._21 = (one_c * xy) - zs;
  509. this._31 = (one_c * zx) + ys;
  510. this._41 = 0;
  512. this._12 = (one_c * xy) + zs;
  513. this._22 = (one_c * yy) + c;
  514. this._32 = (one_c * yz) - xs;
  515. this._42 = 0;
  517. this._13 = (one_c * zx) - ys;
  518. this._23 = (one_c * yz) + xs;
  519. this._33 = (one_c * zz) + c;
  520. this._43 = 0;
  522. HTML5 3D衣服摇摆动画特效_html5教程技巧

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