Excel图表转成图片
关于excel 图表转成图片
知识点:excel 生成的图表不是图片
尝试. 通过Java调用POI接口挺难把excel生成的图表转成图片导出来
ps. 其它生成图表的工具,如jfreechart,参考链接:http://www.open-open.com/lib/view/open1365997415828.html
但是生成的图表会和Excel生成的有差异
办法一:excel中创建宏,将图表生成图片到指定目录,
只需要几行代码:
Sub SaveChartAsGIF ()
Fname = ThisWorkbook.Path & "\" & ActiveChart.Name &
".gif"
ActiveChart.ExportFileName:=Fname, FilterName:="GIF"
End Sub
参考链接: http://soft.yesky.com/office/122/2296622.shtml
办法二:VBA编程:
用VBA先转成图片,并为有规律的图片名,插入PPT如果也用VBA实现,那只要按2次快捷键(包括转换图片)。
当然也可一次在PPT中实现,只要在PPT的VBA中CreateObject("Excel.application")。
办法三:perl编程:
用PERL则只要写个脚本运行一次,就可以把excel中的图表生成图片,并转到ppt中(PERL中使用Win32-OLE和Win32-PowerPoint模块)。
用PERL还能很简单地实现图片缩放和排版,一句代码搞定:
$pp->add_picture($picture, { left => $left, top => $top
,width=>650,height=>300})。
方法二、三的思路 参考:http://club.excelhome.net/thread-250076-1-1.html 中aef25uuu 的回复
代码实现:
一、
save
a chart from Microsoft Excel as GIF/JPEG/PNG
参考:http://www.uni-hildesheim.de/rz/DOC/perl/html/faq/Windows/ActivePerl-Winfaq12.html
中的“How do I save a chart from Microsoft Excel
as GIF/JPEG/PNG?”部分
代码:
use strict;
use Win32::OLE qw(in with);
use Win32::OLE::Const;
use Win32::OLE::Const 'Microsoft Excel';
$Win32::OLE::Warn = ; # die on errors... my $filename = 'E:\\visual box\\share\\perl\\DataTemplate1.xlsx';
my $filter = 'JPG'; # can be GIF, JPG, JPEG or PNG
my $count = ; my $Excel = Win32::OLE->GetActiveObject('Excel.Application')
|| Win32::OLE->new('Excel.Application', 'Quit'); # use the Excel application if it's open, otherwise open new
my $Book = $Excel->Workbooks->Open( $filename ); # open the file
foreach my $Sheet (in $Book->Sheets) { # loop through all sheets
foreach my $ChartObj (in $Sheet->ChartObjects) { # loop through all chartobjects in the sheet
my $savename = "$filename." . $count++ . ".$filter";
$ChartObj->Chart->Export({
FileName => $savename,
FilterName => $filter,
Interactive => });
}
}
$Book->Close;
ExcelChartToImage
二、 perl 把excel转成html
参考:http://zyj4538.blog.163.com/blog/static/2765753220112285537776/
遇到问题:
一、 aaarticlea/png;base64,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" alt="" />
描述:Perl lib version <v5.8.3> doesn't match executable version <v5.8.8>
at E:\oracle\product\10.2.0\db_1\perl\5.8.3\lib....
原因:之前安装过oracle,其中默认安装了perl;现在安装的perl与其冲突了,
解决办法:将现在perl安装目录下lib目录中的Config.pm、Config.pod拷贝到oracle中对应的perl下:
E:\oracle\product\10.2.0\db_1\perl\5.8.3\lib\MSWin32-x86-multi-thread
二、 aaarticlea/png;base64,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" alt="" />
描述:运行上述写好的pl代码时,出现这个错误
原因:本机上安装的Excel的问题,在别的电脑上运行时成功地生成了图片,可能是由于本机Excel是精简版的,W32-OLE获取不到Excel的com object
解决办法:安装原装版的Excel,而不是精简版的
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