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动态canvas 相册简单效果展示

api.nnys878.work

昨晚应一个客户需求, 花了些时间写了个简单的动态相册效果.

就他给举例的那个示例站点而言, 很明显我的做了很大的优化, 在ipad上也能够较为流畅的运行 (ios 3.4, 对canvas的支持度很低的老版本, 可想在这上面也能够跑的优化)

下面贴结果压缩的代码 (客户需求, 但是相关原理如有需要可详细解释, 基本上涉及动画序列, 函数队列, 计时器, 缓动运算等等操作)

<!doctype>
<html>
<head>
<title>Canvas photos</title>
<meta charset="gbk" />
<style>
.w960
{ width:960px;}
.center
{ margin:0 auto;}
.img-show
{ overflow:hidden;border:1px red solid;}
</style>
</head>
<body>
<div id="page" class="w960 center">
<div id="test" class="img-show">
<canvas id="canvas"></canvas>
</div>
<button id="btn-chip">碎片</button> |
<button id="btn-fLtR-0">从左到右,叠加</button> |
<button id="btn-fLtR-1">从左到右,滑动</button> |
<button id="btn-fRtL-0">从右到左,叠加</button> |
<button id="btn-fRtL-1">从右到左,滑动</button> |
<button id="btn-fTtB-0">从上到下,叠加</button> |
<button id="btn-fTtB-1">从上到下,滑动</button> |
<button id="btn-fBtT-0">从下到上,叠加</button> |
<button id="btn-fBtT-1">从下到上,滑动</button> |
<script type="text/javascript">
(
function(p,a){ var c={fnList:[],addFn:function(h,z,y){ var v=this,u=v.fnList,s=u.length==0,x,t,w;function r(){u.push({name:h,fn:z,time:0,frames:y})}if(s){r()}else{x=false;t=-1;w=u.length-1;for(;t++<w;){ if(u[t].name==h){x=true;break}}if(!x){r()}}},delFn:function(s){ var t=-1,r=this.fnList,h=r.length-1;for(;t++<h;){ if(r[t].name==s){r.splice(t,1);break}}},init:function(){ var s=this,h=s.fnList,t;s.stop=false;s.del=false;function r(){ var v=0,u=h.length;for(;v<u;v++){ var w=h[v];if(w&&w.fn){w.time++;w.time==w.frames&&(w.time=0,w.fn())}}}t=setInterval(function(){ if(s.stop){ return}if(s.del){clearInterval(t)}r()},10)}};function f(h){ return typeof h=="string"?p.getElementById(h):h}function n(h,t,w,s){ var r=+new Date(),u,s=s||300;function v(y,x,z){ return y+(x-y)*((-Math.cos(z*Math.PI)/2)+0.5)}return function(){u=(+new Date()-r)/s;var z=[];if(u>=1){w(z);for(var y=-1,x=h.length-1;y++<x;){z.push(h[y][1])}return z}for(var y=-1,x=h.length-1;y++<x;){z.push(v(h[y][0],h[y][1],u))}t&&t(z);return z}}var g=new Image(),m=p.getElementById("test"),d=p.getElementById("canvas"),q=d.getContext("2d"),o,j,l=true;playMethod=[function(){k(o,j,10,12)},function(){e(o,j,"l","0")},function(){e(o,j,"l","1")},function(){e(o,j,"r","0")},function(){e(o,j,"r","1")},function(){b(o,j,"t","0")},function(){b(o,j,"t","1")},function(){b(o,j,"b","0")},function(){b(o,j,"b","1")}];g.src=a;c.init();g.onload=function(){ var t=this;o=t.width,j=t.height;m.style.width=o+"px";m.style.height=j+"px";d.width=o;d.height=j;q.drawImage(g,0,0);var s=p.getElementsByTagName("button"),r,h=s.length;for(r=0;r<h;r++){ if(s[r]&&playMethod[r]){s[r].onclick=playMethod[r]}}};function k(J,C,r,H){ if(!l){ return}l=false;var A,x,G,v=Math,u=v.random,E=v.floor;for(A=0,G=0;A<H;A++){ for(x=0;x<r;x++){c.delFn("splitmove-"+G);G++}}var B=true;c.addFn("clearRect",function(){ if(!B){c.delFn("clearRect");return}q.clearRect(0,0,J,C)},1);var I=J/r,y=C/H,s=[],t=false;function F(w){ var h=s[w];q.drawImage(g,h._l,h._t,I,y,h._l,h._t,I,y)}function D(L){ var K=s[L],w=K.isLast,h=n([[K._dl,K._l],[K._dt,K._t],[K._ow,I],[K._oh,y]],null,function(){ if(!t){F(L)}else{c.delFn("splitmove-"+L)}if(w){c.delFn("splitmove-"+L);t=false;B=false;l=true}},800);return function(){ var z=h();q.drawImage(g,K._l,K._t,I,y,z[0],z[1],z[2],z[3])}}for(A=0,G=0;A<H;A++){ for(x=0;x<r;x++){s.push({_l:x*I,_t:A*y,_ow:I/4,_oh:y/4,_dl:E(u()*(J-I)),_dt:E(u()*(C-y)),isLast:r*H-1==G});c.addFn("splitmove-"+G,D(G),1);G++}}}function e(r,t,s,u){ if(!l){ return}l=false;c.delFn("moveBwteenLeftAndRight");function v(){ var h=n([s=="l"?[r,0]:[0,r]],function(){q.clearRect(0,0,r,t)},function(){c.delFn("moveBwteenLeftAndRight");q.drawImage(g,0,0);l=true},800),w={ "0":function(x){q.drawImage(g,0,0,x[0],t,0,0,x[0],t);q.drawImage(g,0,0,r-x[0],t,x[0],0,r-x[0],t)},"1":function(x){q.drawImage(g,r-x[0],0,x[0],t,0,0,x[0],t);q.drawImage(g,0,0,r-x[0],t,x[0],0,r-x[0],t)}};return function(){w[u](h())}}c.addFn("moveBwteenLeftAndRight",v(),1)}function b(r,t,s,u){ if(!l){ return}l=false;c.delFn("moveBwteenTopAndBottom");function v(){ var h=n([s=="t"?[t,0]:[0,t]],function(){q.clearRect(0,0,r,t)},function(){c.delFn("moveBwteenTopAndBottom");q.drawImage(g,0,0);l=true},800),w={ "0":function(x){q.drawImage(g,0,0,r,x[0],0,0,r,x[0]);q.drawImage(g,0,0,r,t-x[0],0,x[0],r,t-x[0])},"1":function(x){q.drawImage(g,0,t-x[0],r,x[0],0,0,r,x[0]);q.drawImage(g,0,0,r,t-x[0],0,x[0],r,t-x[0])}};return function(){w[u](h())}}c.addFn("moveBwteenTopAndBottom",v(),1)}function i(r,t,s){ if(!l){ return}l=false;c.delFn("moveBwteenCornerToCorner");function u(){ var h={ "lt-rb":{a:[[0,r],[0,t]],fn:function(v){q.drawImage(g,0,0)}},"rt-lb":{a:[[r,0],[0,t]],},"lb-rt":{a:[[0,r],[t,0]],},"rb-lt":{a:[[r,0],[t,0]],}}}c.addFn("moveBwteenCornerToCorner",u(),1)}})(document,"http://img308.ph.126.net/AM2zg9CNx0kG8K3jY122RQ==/3902932027070067384.jpg");
</script>
</body>
</html>



 

下面的代码是带了base64 的图片的, 可以拷贝后放本地运行.

  1. <!doctype>
  2. <html>
  3. <head>
  4. <title>Canvas photos</title>
  5. <meta charset="gbk" />
  6. <style>
  7. .w960{width:960px;}
  8. .center{margin:0 auto;}
  9. .img-show{overflow:hidden;border:1px red solid;}
  10. </style>
  11. </head>
  12. <body>
  13. <div id="page" class="w960 center">
  14. <div id="test" class="img-show">
  15. <canvas id="canvas"></canvas>
  16. </div>
  17. <button id="btn-chip">碎片</button> |
  18. <button id="btn-fLtR-0">从左到右,叠加</button> |
  19. <button id="btn-fLtR-1">从左到右,滑动</button> |
  20. <button id="btn-fRtL-0">从右到左,叠加</button> |
  21. <button id="btn-fRtL-1">从右到左,滑动</button> |
  22. <button id="btn-fTtB-0">从上到下,叠加</button> |
  23. <button id="btn-fTtB-1">从上到下,滑动</button> |
  24. <button id="btn-fBtT-0">从下到上,叠加</button> |
  25. <button id="btn-fBtT-1">从下到上,滑动</button> |
  26. <script type="text/javascript">
  27. (function(p,a){var c={fnList:[],addFn:function(h,z,y){var v=this,u=v.fnList,s=u.length==0,x,t,w;function r(){u.push({name:h,fn:z,time:0,frames:y})}if(s){r()}else{x=false;t=-1;w=u.length-1;for(;t++<w;){if(u[t].name==h){x=true;break}}if(!x){r()}}},delFn:function(s){var t=-1,r=this.fnList,h=r.length-1;for(;t++<h;){if(r[t].name==s){r.splice(t,1);break}}},init:function(){var s=this,h=s.fnList,t;s.stop=false;s.del=false;function r(){var v=0,u=h.length;for(;v<u;v++){var w=h[v];if(w&&w.fn){w.time++;w.time==w.frames&&(w.time=0,w.fn())}}}t=setInterval(function(){if(s.stop){return}if(s.del){clearInterval(t)}r()},10)}};function f(h){return typeof h=="string"?p.getElementById(h):h}function n(h,t,w,s){var r=+new Date(),u,s=s||300;function v(y,x,z){return y+(x-y)*((-Math.cos(z*Math.PI)/2)+0.5)}return function(){u=(+new Date()-r)/s;var z=[];if(u>=1){w(z);for(var y=-1,x=h.length-1;y++<x;){z.push(h[y][1])}return z}for(var y=-1,x=h.length-1;y++<x;){z.push(v(h[y][0],h[y][1],u))}t&&t(z);return z}}var g=new Image(),m=p.getElementById("test"),d=p.getElementById("canvas"),q=d.getContext("2d"),o,j,l=true;playMethod=[function(){k(o,j,10,12)},function(){e(o,j,"l","0")},function(){e(o,j,"l","1")},function(){e(o,j,"r","0")},function(){e(o,j,"r","1")},function(){b(o,j,"t","0")},function(){b(o,j,"t","1")},function(){b(o,j,"b","0")},function(){b(o,j,"b","1")}];g.src=a;c.init();g.οnlοad=function(){var t=this;o=t.width,j=t.height;m.style.width=o+"px";m.style.height=j+"px";d.width=o;d.height=j;q.drawImage(g,0,0);var s=p.getElementsByTagName("button"),r,h=s.length;for(r=0;r<h;r++){if(s[r]&&playMethod[r]){s[r].οnclick=playMethod[r]}}};function k(J,C,r,H){if(!l){return}l=false;var A,x,G,v=Math,u=v.random,E=v.floor;for(A=0,G=0;A<H;A++){for(x=0;x<r;x++){c.delFn("splitmove-"+G);G++}}var B=true;c.addFn("clearRect",function(){if(!B){c.delFn("clearRect");return}q.clearRect(0,0,J,C)},1);var I=J/r,y=C/H,s=[],t=false;function F(w){var h=s[w];q.drawImage(g,h._l,h._t,I,y,h._l,h._t,I,y)}function D(L){var 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