js压缩大图,生成缩略图

正文开始

[md]

看代码

<!DOCTYPE html PUBLIC \"-//W3C//DTD XHTML 1.0 Transitional//EN\" \"http://www.w3.org/TR/xhtml1/DTD/xhtml1-transitional.dtd\">
<html xmlns=\"http://www.w3.org/1999/xhtml\">
<head>
    <title>js压缩大图,生成缩略图</title>
    <script type=\"text/javascript\" language=\"javascript\">
        function DrawImage() {
            var ImgD = document.getElementById(\'testImg\');
            var image = new Image();
            //读取完成触发事件
            image.onload=function(){
                var imgWidth = image.width;
                var imgHeight = image.height;
                var maxWidth = 100;
                var maxHeight = 60;
                var newWidth , newHeight;
                if (imgWidth > 0 && imgHeight > 0) {
                    if (imgWidth / imgHeight >= maxWidth) {
                        if (imgWidth > maxWidth) {
                            newWidth = maxWidth;
                            newHeight = (imgHeight * maxWidth) / imgWidth;
                        } else {
                            newWidth = imgWidth;
                            newHeight = imgHeight;
                        }
                    } else {
                        if (imgHeight > maxHeight) {
                            newHeight = maxHeight;
                            newWidth = (imgWidth * maxHeight) / imgHeight;
                        } else {
                            newWidth = imgWidth;
                            newHeight = imgHeight;
                        }
                    }
                }
                var canvasForvideoCover = document.createElement(\"canvas\");
                canvasForvideoCover.width = maxWidth;
                canvasForvideoCover.height = maxHeight;
                canvasForvideoCover.getContext(\'2d\').drawImage(ImgD, 0, 0, newWidth, newHeight);
                ImgD.src = canvasForvideoCover.toDataURL(\"image/png\");
            };
            //读取本地图片
            image.src = ImgD.src;

        }
    </script>
</head>
<body>
<input type=\"button\" value=\"生成缩略图\" onclick=\"DrawImage()\" />
<img id=\"testImg\" 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border=\"0\" >
</body>
</html>


运行:

正文结束

js 正则替换返回值做回调函数 前端JS利用canvas的drawImage()对图片进行压缩