Apache 处理svg工具包Apache(tm) Batik SVG Toolkit
Apache™ Batik SVG Toolkit¶
Overview¶
Batik is a Java-based toolkit for applications or applets that want to use images in the Scalable Vector Graphics (SVG) format for various purposes, such as display, generation or manipulation.
The project’s ambition is to give developers a set of core modules that can be used together or individually to support specific SVG solutions. Examples of modules are the SVG Parser, the SVG Generator and the SVG DOM. Another ambition for the Batik project is to make it highly extensible —for example, Batik allows the developer to handle custom SVG elements. Even though the goal of the project is to provide a set of core modules, one of the deliverables is a full fledged SVG browser implementation which validates the various modules and their inter-operability.
What Batik can be used for¶

With Batik, you can manipulate SVG documents anywhere Java is available. You can also use the various Batik modules to generate, manipulate and transcode SVG images in your applications or applets.
Batik makes it easy for Java based applications or applets to deal with SVG content. For example, using Batik’s SVG generator module, a Java application or applet can very easily export its graphics into the SVG format. Using Batik’s SVG viewing component, an application or applet can very easily integrate SVG viewing and interaction capabilities. Another possibility is to use Batik’s modules to convert SVG to various formats, such as raster images (JPEG,PNGorTIFF) or other vector formats (EPSorPDF, the latter two due to the transcoders provided by Apache FOP).
The Batik toolkit includes the following:
Modules
A set of SVG microsyntax parsers
A generator that creates an SVG document from Java2D calls
Tools and applications
Squiggle, an SVG browser
A pretty printer for SVG source files
See examples of projects and products using Batik for real-life example of how Batik is already integrated in projects and products.
The SVG specification¶
Scalable Vector Graphics, SVG, is a W3C Recommendation. It defines an XML grammar for rich 2D graphics which includes features such as transparency, arbitrary geometry, filter effects (shadows, lighting effects, etc.), scripting and animation.
The SVG specification states:
This specification defines the features and syntax for Scalable Vector Graphics (SVG). SVG is a language for describing two-dimensional graphics in XML [ XML10 ]. SVG allows for three types of graphic objects: vector graphic shapes (e.g., paths consisting of straight lines and curves), images and text. Graphical objects can be grouped, styled, transformed and composited into previously rendered objects. The feature set includes nested transformations, clipping paths, alpha masks, filter effects and template objects.
SVG documents can be interactive and dynamic. Animations can be defined and triggered either declaratively (i.e., by embedding SVG animation elements in SVG content) or via scripting.
Implementation status¶
The latest revision of Batik, release 1.8, is a conformant static SVG implementation and supports interactivity, linking and scripting features of the SVG specification. This release supports a nearly complete implementation of declarative animation, too.
See the status page for a detailed description of the set of SVG features Batik supports.
Download Batik¶
You can get the Batik distribution, source and binary, from the download page.All other libraries needed by Batik are included in the distribution. As a consequence the Batik archive is quite big, but after you have downloaded it, you will not need anything else.
Apache 处理svg工具包Apache(tm) Batik SVG Toolkit的更多相关文章
- CVE-2014-0050: Exploit with Boundaries, Loops without Boundaries、Apache Commons FileUpload and Apache Tomcat DoS
catalog . Description . Analysis . POC . Solution 1. Description MultipartStream.java in Apache Comm ...
- 多个SVG图形集成到一个SVG图形上
SVG:使用XML格式定义图像的可缩放矢量图形(Scalable Vector Graphics). 优点就不多说了,下面看看怎么将多个svg图形集成到一个svg图形上. 如果使用bootstrap框 ...
- Apache 整合 Tomcat (首先Apache 发布的是PHP项目,占用端口80,tomcat 发布的是Java 项目,占用端口8080)
情况简介: Apache 整合 Tomcat (首先Apache 发布的是PHP项目,占用端口80,tomcat 发布的是Java 项目,占用端口8080),而现在是虚拟出来两个域名(希望这两个域名都 ...
- org.apache.axis2.AxisFault: org.apache.axis2.databinding.ADBException: Unexpected subelement profile
原创:转载请注明出处 1.异常情况 org.apache.axis2.AxisFault: org.apache.axis2.databinding.ADBException: Unexpected ...
- [转]web服务器apache架构与原理 &apache 监控
web服务器 在开始了解Apache前,我 ...
- 深入理解 SVG 系列(一) —— SVG 基础
来源:https://segmentfault.com/a/1190000015652209 本系列文章分为三个部分: 第一部分是 SVG 基础. 主要讲 SVG 的一些基础知识,包括 SVG 基本元 ...
- svg和canvas比较以及svg简单介绍
文章地址:https://www.cnblogs.com/sandraryan/ 什么是svg 可缩放矢量图形(Scalable Vector Graphics) 1. 一种使用XML描述的2D图形语 ...
- https://hbase.apache.org/devapidocs/org/apache/hadoop/hbase/util/MurmurHash.html
https://hbase.apache.org/devapidocs/org/apache/hadoop/hbase/util/MurmurHash.html https://github.com/ ...
- SVGO: Node.js 开发的 SVG 矢量图优化工具(svg压缩工具)
SVG图片压缩 这是个通过借助npm包的一种方式去压缩svg的图片,由于阿里的图库自己创建的图标有大小的限制,当我们想要自己用自己的图标的时候就可以使用这种方式去完成对svg的图片压缩. 1.下载no ...
随机推荐
- Ubuntu 16.04 LTS下matplotlib安装出错
使用命令sudo pip3 install matplotlib已知报错,用同样的命令安装numpy和opencv却没有,因此重装linux系统两次都没有解决(我是在Vmware中创建的).报错如下: ...
- jquery--cookie应用
示例:发送手机验证码 防止页面刷新后,发送验证码按钮重置 注:橙色部分为后增加代码,为防止验证码等待期间用户退出或者切换到其他页面以至于很久之后回到当前页面倒计时还在的问题,加入时间对比,记录用户发送 ...
- 解决chrome 批量下载器 mgblihnaaedmhhgadafknogahbgejnno 插件乱码
找到 mgblihnaaedmhhgadafknogahbgejnno\当前版本号(0.0.1_0)\popup.html <html> <head> <meta cha ...
- 自定义分隔符|/i|/x|/xs|需要转译
小骆驼 第八章 用正则表达式进行匹配 #!/usr/bin/envperl use strict; use warnings; $_ ="#adchbehnyhme3534f\nvdh5ej ...
- 【收藏】史上最全的浏览器 CSS & JS Hack 手册
浏览器渲染页面的方式各不相同,甚至同一浏览器的不同版本(“杰出代表”是 IE)也有差异.因此,浏览器兼容成为前端开发人员的必备技能.如果有一份浏览器 Hack 手册,那查询起来就方便多了.这篇文章就向 ...
- 单片微机原理P1:80C51指令系统和编程方法
0. 寻址方式 寻址方式在汇编中是很重要的,汇编所有的操作都是和和内存或者寄存器打交道的,在80C51里面一共7种寻址方式. 1. 立即寻址: 这个没什么好说的,就是往寄存器或者内存里面写立即数, ...
- Swift语言Storyboard教程:第二部
本文由CocoaChina翻译小组@TurtleFromMars翻译自raywenderlich,原文:Storyboards Tutorial in Swift: Part 2 更新记录:该Stor ...
- hdu3404 Switch lights
题目描述 题解: 首先,由$SG$定理得SG(x,y)=mex(SG(x',y)^SG(x,y')^SG(x',y'))(x'<x,y'<y) 这里的$SG(x,y)$叫$Nim$积. $ ...
- OpenJudge-百练-2755
这道题用递归写的话还是很好写的,我们设递归函数的名称为Ways(w,k) . 它的含义就是,w的大小,取k个物品,有多少种方式. 我们可以知道递归的边界条件就是当w的大小为0的时候,我们的方法数只有一 ...
- Linux下安装Redis5.0.2
1.下载redis 地址 http://download.redis.io/releases/redis-5.0.2.tar.gz 2.解压tar -zxf redis-5.0.2.tar.gz 3. ...