解决FPDF报错:FPDF error: Not a JPEG file / FPDF error: Not a PNG file

时间:2022-07-11 23:34:53

最近有个项目需要用到FPDF,但是输出的时候报错:

FPDF error: Not a JPEG file: http://***/data/attachment/forum/201603/19/105428nzhz6z9eh6qyyiw8.jpg

找到报错的代码:

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" alt="" />

用到了getimagesize函数来做判断,那就简单试下:

<?php
/**
* User: Administrator
* Date: 2016/3/22 11:54
*/
header("Content-type: text/html; charset=utf-8"); $a = getimagesize('105428nzhz6z9eh6qyyiw8.jpg');
var_dump($a);

结果如下:

array (size=6)
0 => int 282
1 => int 500
2 => int 3
3 => string 'width="282" height="500"' (length=24)
'bits' => int 8
'mime' => string 'image/png' (length=9)

发现了比较奇怪的现象:后缀为jpg,但是mime的结果却是image/png!!!!

发现问题就比较好解决了,由于我的图片是其他地方用到的,那就是复制个105428nzhz6z9eh6qyyiw8.jpg到105428nzhz6z9eh6qyyiw8.png即可,试了下,完美解决!

附上代码:

$imgurl=$imgtemp['attachment'];
$imgtype = substr($imgurl,strrpos($imgurl,'.')+1);
$a = getimagesize('../data/attachment/forum/'.$imgurl);
$mime =str_replace('jpeg','jpg', str_replace('image/','',$a['mime']));
if($imgtype != $mime){
$imgurl_new = '/data/attachment/forum/'.str_replace($imgtype,$mime,$imgurl);
if(!is_dir($imgurl_new)){
$jpg = '/data/attachment/forum/'.$imgurl;
$topng = copy('..'.$jpg,'..'.$imgurl_new);
$imgurl = str_replace('/data/attachment/forum/','',$imgurl_new);
}
}
$mypath="http://$baseurl/data/attachment/forum/".$imgurl; $pdf->Image(''.$mypath.'');