[ASP]以二进制将图片存入XML文件中

2005/6/12 21:58:48


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本文转载自W3CHINA.ORG讨论区(BBS.W3CHINA.ORG)   原文链接作者:小鞋子以下为原文:asp中以二进制将图片存入XML文件中(显示,和存入)参考过一些外国的文献..具体在哪也记不起来了.. 文件一:将图形文件存入XML文件中..文件名: imagetoxml.asp <% Option Explicitdim xmlDim objStreamDim objXMLDoc ''定义变量完结'创建对像Set objXMLDoc = Server.CreateObject("Msxml2.DOMDocument.4.0") '设定生成XML文档的根为 Base64DataobjXMLDoc.loadXML "<?xml version='1.0'?><Base64Data />" '用 stream 来读取数据Set objStream = Server.CreateObject("ADODB.Stream")objStream.Type = 1objStream.OpenobjStream.LoadFromFile Server.MapPath("2.jpg") '2.jpg要和这个文件放在同一目录下. objXMLDoc.documentElement.dataType = "bin.base64"objXMLDoc.documentElement.nodeTypedvalue = objStream.Read'数据流读取结束.得到了值 objXMLDoc '创建XML文件 Set xml = Server.CreateObject("Msxml2.DOMDocument.4.0")xml.load objXMLDoc xml.save (Server.MapPath("2.xml")) '同样文件名也可以自定义response.Write("成功")%> ================================ 文件二:把XML文件以图像的方式来显示文件名:xmltoimage.asp<%Option ExplicitDim objXMLDoc '定义变量完结Set objXMLDoc = Server.CreateObject("Msxml2.DOMDocument.4.0")objXMLDoc.async = FalseobjXMLDoc.validateOnParse = True'创建对象 If objXMLDoc.load (Server.MapPath("2.xml")) Then'如果成功加载2.xml(这个名可以自己改保证在SERVER.MAPPATH的相对路径下)Dim SigNodeSet SigNode = objXMLDoc.selectSingleNode("//Base64Data")'读取图片对象 If SigNode Is Nothing Then'如果图片没有找到ElseResponse.ContentType = "image/jpg"Response.BinaryWrite SigNode.nodeTypedvalue'Response.BinaryWrite 以二进制方式写出End IfElse'发生了错误.代码自己写.End If %> 末了.大家可以用ASP的随机数来读取不同的XML文档就OK了. 同时传上兔子的个人头像..感谢她上回给我的三个大学生XML论文 文件名:2.xml <?xml version="1.0"?><Base64Data xmlns:dt="urn:schemas-microsoft-com:datatypes" dt:dt="bin.base64">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</Base64Data> 参与讨论本主题

Qr

Posted by Qr on 2005/6/12 21:58:48


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