1.创建项目
创建好的项目如下图所示:
然后需要在如图的位置挂上对勾,可以保存流程图时保存图片
这样的话,项目就创建好了,下面就开始准备开发环境。
2.准备Activiti开发环境
2.1:添加Activiti的jar包
在activiti-5.21.0->目录下是一些示例项目,解压activiti-rest项目,导入activiti-rest目录中WEB-INF/lib下的所有包。添加到classpath中。
由于我们使用的是Mysql数据库,Mysql数据库的链接驱动Activiti官方包中并没有提供,需要我们自己导入。手动导入mysql-connector-java-5.1.7-bin.jar,添加到classpath中。
2.2:配置开发环境(Java内配置开发环境)
2.2.1:创建一个测试类junit
2.2.2:准备测试
定义数据库
在Mysql JDBC URL 链接时用到了参数,可以在下方地址查看详解:
2.2.3:
创建表
2.3:配置开发环境(配置文件(activiti.cfg.xml)内配置开发环境)
配置文件如图
在Activiti中的官方事例中并没有线程的配置文件,所以得先找到activiti-rest\Web-INF\classes有。
2.4:测试
2.4.1:Java内配置开发环境
结果:
2.4.2:配置文件测试
结果:
![](data:image/png;base64,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)
输出结果代表成功!