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技术 2022年11月9日
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创建web项目,引入jar包

十二 Spring的AOP开发入门,整合Junit单元测试(AspectJ的XML方式)

引入Spring配置文件

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" alt="" width="663" height="213" />

编写目标类,完成配置

十二 Spring的AOP开发入门,整合Junit单元测试(AspectJ的XML方式)

编写测试类

十二 Spring的AOP开发入门,整合Junit单元测试(AspectJ的XML方式)

Spring整合Junit单元测试

十二 Spring的AOP开发入门,整合Junit单元测试(AspectJ的XML方式)

编写一个切面类

<img 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" alt="" />

配置切面类,产生代理:

<?xml version="1.0" encoding="UTF-8"?><beans xmlns="http://www.springframework.org/schema/beans"    xmlns:xsi="http://www.w3.org/2001/XMLSchema-instance" xmlns:aop="http://www.springframework.org/schema/aop"    xsi:schemaLocation="        http://www.springframework.org/schema/beans        http://www.springframework.org/schema/beans/spring-beans.xsd        http://www.springframework.org/schema/aop         http://www.springframework.org/schema/aop/spring-aop.xsd">    <!-- 配置目标对象(被增强对象) -->    <bean id="productDao" class="com.spring4.demo3.ProductDaoImpl"></bean>    <!-- 将切面类交给Spring管理 -->    <bean id="myAspect" class="com.spring4.demo3.MyAspectXML">    </bean>    <!-- 通过Spring配置对目标类完成代理 -->    <aop:config>        <!-- 配置切入点,表达式配置哪些类的哪些方法需要进行增强,*代表任意返回值,...代表任意参数 -->        <aop:pointcut id="pointcut1"            expression="execution(* com.spring4.demo3.ProductDaoImpl.save(..))" />        <!-- 配置切面 -->        <aop:aspect ref="myAspect">        <!-- 配置为前置增强 -->            <aop:before method="checkPri" pointcut-ref="pointcut1" />        </aop:aspect>    </aop:config></beans>

测试输出:

十二 Spring的AOP开发入门,整合Junit单元测试(AspectJ的XML方式)

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