接上回《
spring管理bean原理【山寨版】》
本次主要复习spring实例化bean的方式,spring3共提供了三种实例化bean的方式分别为:构造器实例化 静态工厂实例化 动态工厂实例化,下面一一详解:
公共使用的实体
方式一:构造器实例化xml配置
![spring小结3:Spring三种实例化Bean的方式 - 叶恋星空 - 缘梦今生 技术分享](data:image/png;base64,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)
测试
![spring小结3:Spring三种实例化Bean的方式 - 叶恋星空 - 缘梦今生 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)
![spring小结3:Spring三种实例化Bean的方式 - 叶恋星空 - 缘梦今生 技术分享](data:image/png;base64,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)
![spring小结3:Spring三种实例化Bean的方式 - 叶恋星空 - 缘梦今生 技术分享](data:image/png;base64,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)
以上就是构造器实例化方式,简单而方便便,个人比较喜欢使用此法,根据不同的参数配置,可达到不同的效果的属性初始化,真心不错!
方式二:静态工厂静态工厂实例化方法需要另外建立一个工厂类
![spring小结3:Spring三种实例化Bean的方式 - 叶恋星空 - 缘梦今生 技术分享](data:image/png;base64,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)
本工厂类提供2个方法,分别对应带参,无参构造器!
xml配置
![spring小结3:Spring三种实例化Bean的方式 - 叶恋星空 - 缘梦今生 技术分享](data:image/png;base64,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)
测试
![spring小结3:Spring三种实例化Bean的方式 - 叶恋星空 - 缘梦今生 技术分享](data:image/png;base64,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)
方式三:动态工厂
跟静态工厂一样,需要一个工厂类,不同的是,动态工厂中的方法为非静态的
xml文件
测试:
【注意:】 根据上面的xml配置,细心的朋友会发现静态工厂xml配置方式也可以跟动态工厂那样配置如:![spring小结3:Spring三种实例化Bean的方式 - 叶恋星空 - 缘梦今生 技术分享](data:image/png;base64,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)
经过测试,发现此法不妥,会报:
org.springframework.beans.factory.BeanCreationException:
Error creating bean with name ‘personStaticFactoryWithName‘ defined in
class path resource [beans-instance.xml]: No matching factory method
found: factory bean ‘staticFactory‘; factory method
‘creatPersonInstace()‘. Check that a method with the specified name and
arguments exists and that it is
non-static.异常,至于为什么会这样,具体细节目前小飞我尚未清楚,应该是跟静态工厂类中静态方法属于整个类有关吧!
总结下(抄的,觉得挺好的!拿来分享下):
方式一:通过bean的缺省构造函数创建,当各个bean的业务逻辑相互比较独立的时候或者和外界关联较少的时候可以使用。
方式二:利用静态factory方法创建,可以统一管理各个bean的创建,如各个bean在创建之前需要相同的初始化处理,则可用这个factory方法险进行统一的处理等等。
方式三:利用实例化factory方法创建,即将factory方法也作为了业务bean来控制,觉得1可用于集成其他框架的bean创建管理方法,2能够使bean和factory的角色互换。