Java-装饰模式(转)

装饰模式

在阎宏博士的《JAVA与模式》一书中开头是这样描述装饰（Decorator）模式的：

　　装饰模式又名包装(Wrapper)模式。装饰模式以对客户端透明的方式扩展对象的功能，是继承关系的一个替代方案。

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装饰模式的结构

　　装饰模式以对客户透明的方式动态地给一个对象附加上更多的责任。换言之，客户端并不会觉得对象在装饰前和装饰后有什么不同。装饰模式可以在不使用创造更多子类的情况下，将对象的功能加以扩展。

　　装饰模式的类图如下：

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" alt="" />

　　在装饰模式中的角色有：

　　●　　抽象构件(Component)角色：给出一个抽象接口，以规范准备接收附加责任的对象。

　　●　　具体构件(ConcreteComponent)角色：定义一个将要接收附加责任的类。

　　●　　装饰(Decorator)角色：持有一个构件(Component)对象的实例，并定义一个与抽象构件接口一致的接口。

　　●　　具体装饰(ConcreteDecorator)角色：负责给构件对象“贴上”附加的责任。

源代码

　　抽象构件角色

public interface Component {

    public void sampleOperation();

}

　　具体构件角色

public class ConcreteComponent implements Component {

    @Override
    public void sampleOperation() {
        // 写相关的业务代码
    }

}

　　装饰角色

public class Decorator implements Component{
    private Component component;

    public Decorator(Component component){
        this.component = component;
    }

    @Override
    public void sampleOperation() {
        // 委派给构件
        component.sampleOperation();
    }

}

　　具体装饰角色

public class ConcreteDecoratorA extends Decorator {

    public ConcreteDecoratorA(Component component) {
        super(component);
    }

    @Override
    public void sampleOperation() {
　　　　　super.sampleOperation();
        // 写相关的业务代码
    }
}

public class ConcreteDecoratorB extends Decorator {

    public ConcreteDecoratorB(Component component) {
        super(component);
    }

    @Override
    public void sampleOperation() {
　　　　  super.sampleOperation();
        // 写相关的业务代码
    }
}

　　

齐天大圣的例子

　　孙悟空有七十二般变化，他的每一种变化都给他带来一种附加的本领。他变成鱼儿时，就可以到水里游泳；他变成鸟儿时，就可以在天上飞行。

　　本例中，Component的角色便由鼎鼎大名的齐天大圣扮演；ConcreteComponent的角色属于大圣的本尊，就是猢狲本人；Decorator的角色由大圣的七十二变扮演。而ConcreteDecorator的角色便是鱼儿、鸟儿等七十二般变化。

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" 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源代码

　　抽象构件角色“齐天大圣”接口定义了一个move()方法，这是所有的具体构件类和装饰类必须实现的。

//大圣的尊号
public interface TheGreatestSage {

    public void move();
}

　　具体构件角色“大圣本尊”猢狲类

public class Monkey implements TheGreatestSage {

    @Override
    public void move() {
        //代码
        System.out.println("Monkey Move");
    }

}

　　抽象装饰角色“七十二变”

public class Change implements TheGreatestSage {
    private TheGreatestSage sage;

    public Change(TheGreatestSage sage){
        this.sage = sage;
    }
    @Override
    public void move() {
        // 代码
        sage.move();
    }

}

　　具体装饰角色“鱼儿”

public class Fish extends Change {

    public Fish(TheGreatestSage sage) {
        super(sage);
    }

    @Override
    public void move() {
        // 代码
        System.out.println("Fish Move");
    }
}

　　具体装饰角色“鸟儿”

public class Bird extends Change {

    public Bird(TheGreatestSage sage) {
        super(sage);
    }

    @Override
    public void move() {
        // 代码
        System.out.println("Bird Move");
    }
}

　客户端类

public class Client {

    public static void main(String[] args) {
        TheGreatestSage sage = new Monkey();
        // 第一种写法
        TheGreatestSage bird = new Bird(sage);
        TheGreatestSage fish = new Fish(bird);
        // 第二种写法
        //TheGreatestSage fish = new Fish(new Bird(sage));
        fish.move();
    }

}

　　“大圣本尊”是ConcreteComponent类，而“鸟儿”、“鱼儿”是装饰类。要装饰的是“大圣本尊”，也即“猢狲”实例。

　　上面的例子中，系统把大圣从一只猢狲装饰成了一只鸟儿（把鸟儿的功能加到了猢狲身上），然后又把鸟儿装饰成了一条鱼儿（把鱼儿的功能加到了猢狲+鸟儿身上，得到了猢狲+鸟儿+鱼儿）。

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" alt="" />

　　如上图所示，大圣的变化首先将鸟儿的功能附加到了猢狲身上，然后又将鱼儿的功能附加到猢狲+鸟儿身上。

　　

装饰模式的简化

　　大多数情况下，装饰模式的实现都要比上面给出的示意性例子要简单。

　　如果只有一个ConcreteComponent类，那么可以考虑去掉抽象的Component类（接口），把Decorator作为一个ConcreteComponent子类。如下图所示：

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" 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　　如果只有一个ConcreteDecorator类，那么就没有必要建立一个单独的Decorator类，而可以把Decorator和ConcreteDecorator的责任合并成一个类。甚至在只有两个ConcreteDecorator类的情况下，都可以这样做。如下图所示：

　　aaarticlea/png;base64,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" 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透明性的要求

　　装饰模式对客户端的透明性要求程序不要声明一个ConcreteComponent类型的变量，而应当声明一个Component类型的变量。

　　用孙悟空的例子来说，必须永远把孙悟空的所有变化都当成孙悟空来对待，而如果把老孙变成的鱼儿当成鱼儿，而不是老孙，那就被老孙骗了，而这时不应当发生的。下面的做法是对的：

TheGreatestSage sage = new Monkey();
TheGreatestSage bird = new Bird(sage);

　　而下面的做法是不对的：

Monkey sage = new Monkey();
Bird bird = new Bird(sage);

半透明的装饰模式

　　然而，纯粹的装饰模式很难找到。装饰模式的用意是在不改变接口的前提下，增强所考虑的类的性能。在增强性能的时候，往往需要建立新的公开的方法。即便是在孙大圣的系统里，也需要新的方法。比如齐天大圣类并没有飞行的能力，而鸟儿有。这就意味着鸟儿应当有一个新的fly()方法。再比如，齐天大圣类并没有游泳的能力，而鱼儿有，这就意味着在鱼儿类里应当有一个新的swim()方法。

　　这就导致了大多数的装饰模式的实现都是“半透明”的，而不是完全透明的。换言之，允许装饰模式改变接口，增加新的方法。这意味着客户端可以声明ConcreteDecorator类型的变量，从而可以调用ConcreteDecorator类中才有的方法：

TheGreatestSage sage = new Monkey();
Bird bird = new Bird(sage);
bird.fly();

　　半透明的装饰模式是介于装饰模式和适配器模式之间的。适配器模式的用意是改变所考虑的类的接口，也可以通过改写一个或几个方法，或增加新的方法来增强或改变所考虑的类的功能。大多数的装饰模式实际上是半透明的装饰模式，这样的装饰模式也称做半装饰、半适配器模式。

装饰模式的优点

　　（1）装饰模式与继承关系的目的都是要扩展对象的功能，但是装饰模式可以提供比继承更多的灵活性。装饰模式允许系统动态决定“贴上”一个需要的“装饰”，或者除掉一个不需要的“装饰”。继承关系则不同，继承关系是静态的，它在系统运行前就决定了。

　　（2）通过使用不同的具体装饰类以及这些装饰类的排列组合，设计师可以创造出很多不同行为的组合。

装饰模式的缺点

　　由于使用装饰模式，可以比使用继承关系需要较少数目的类。使用较少的类，当然使设计比较易于进行。但是，在另一方面，使用装饰模式会产生比使用继承关系更多的对象。更多的对象会使得查错变得困难，特别是这些对象看上去都很相像。

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设计模式在JAVA I/O库中的应用

　　装饰模式在Java语言中的最著名的应用莫过于Java I/O标准库的设计了。

　　由于Java I/O库需要很多性能的各种组合，如果这些性能都是用继承的方法实现的，那么每一种组合都需要一个类，这样就会造成大量性能重复的类出现。而如果采用装饰模式，那么类的数目就会大大减少，性能的重复也可以减至最少。因此装饰模式是Java I/O库的基本模式。

　　Java I/O库的对象结构图如下，由于Java I/O的对象众多，因此只画出InputStream的部分。

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1yujt34ZBdTkK2trYqlUq468Vx2O4pPV2XuP3fvL29Ld3KXJxIX47fi7e2tmShldFK0oVlapB6EtJqtcrlchAEnU6nVCr1WXpub2/HWTtKAxz4tmTK5XJatW/up16v6/9KbYicR/lkV0LM1MKseas7BUFQq9X6JyHyHrMGBmHVXrlc7nQ6wQ9rO/y2fLiThMikqKnFxo3ZV3fn9fXN1Tnzna/vL1hJyLsHV5NNdevL5y+WJtKa1M3y6KL85qUzr+8vDFjOTOfgyObYXJ27eemM1LYcy+v7C73q6uPjZXlz4hqjOQbpTcneo2OmJA/6enjMjM8ch1utVqlUSrYfizXt6jqs1WotLS3p67ktSg6VhFwsTXx8vNzdvL5xYzaVsydpba/vL5ydPJbKrqwhutchW28blR6XbhKyvb2tQVupVLS/xFxbJuie2itl7d7/nUEQ1Ot1LeHS0lKr1dre3j5sXy6VSgcutGIyV0eOLFOD7JKQ4KC6i7OElWzSWsXK0tOU+Cx7siREC6Cf2+l0zBHcTHbNVNt8j7WHLAyYhFj1HC5qWklInwY1P9SsvXa7be5WK7nZbIYbNLz/1DmbhHQ3r8sc1mvutOby9eXzurLss4X3mWzVq/vRE/YfHy+blwI2V+f0jPuHjUV9f8xy5jwHRzbHxdKEFvViaeLdg6t9khCzKuLXYfjiCc2RrDcle4+ZMJgrDGvMPNRA1D8JCe8q5rRoDdp6KicIAp2zrOksQeHji5+EfNhYNENaz63E2WL2qT5DZf8tThIS3rmWyiye2d16HfKru/PhHCxx4fPscekmIY1GQ69ItNttDdHwyiSyLyTonub1SV2BhBeE5jJYxck9IstpLaQP2xP1/dbqyJFlapBREtJqtTQFbDabpVKpVqt1Op1yuVyv14MgqNVqcklLXpfflWtq5jWyer2+vb1dLpelFqThJQctl8tbW1uNRkMvVes1MglN+Qjds4y2sgf9RDMJaTQapVJJLu1pycvlsl6Aa7VaMjrLr2h2JE0rxyhJ5NbWlvyvVot8tLworzebzWq1WiqVpKI0ZMOVIBfL9HK5HEuvGwAObKP4SYjuWQtvvdPq6s1mU8pjniEw+6rUp9SwtKnUp7y4tLQkB6gVKy0SWXtSTutyqrS7NJC8Hg6YyHJWDYERCVKwOFdy3ExCnt8q69JQVqXWStFKQuQGLblrS6c0uRlgcfa0TIGyn9uXp+QOBL39wFz1vro7f7E0ITftXCxNfNhYlFcWZ0/LnUiv7y/I6lY+/fblKfldmVzPTh7TizYfNhbPTh67eemMOU9b5fz4eFl+a+PG7M1LZ85OHpM3ry+fl3LqMcpdDbJ1N69vrs7JzqW0vVbtAyYh5urkYmli48asLFmkNsybmvTwdQkihV+cPa2Hr80hNR+uMZpjkN6U7D06ZsoQF0SNmTLaW4N2+HaIRqMhE5m58jCTEBkzlYxp4Z3r4ClF0pWTNe3KYGue+wxPZzFHUWvabbfb1igauZQ57JUQHYh0swYoM64khCSutCPIGGh1Lol/3cxhzbr58NXdeflf84qlmYSEu5vsXF5cnD0tXSlcPO045lmk8CHLiQDprX3G5HA55RflkON3N5eTEI0xM7SsII9caMXsnrK8lOiVX5TOIpcNt7a2ei0IZW/agyIXMO12Wzr+0tJSu93utSAMfpiE9Orp4YWrtV4Nr44SL1OtkgdB0Gq19BW5uCTLM12p9r8DLf0kRI7BHJ5qtZrkHtby1FzC6mFLriIvyvvN21V1UdtsNuVo5RNbrVa73ZZD1dzDPJmkV8fMC3DWlRC9f0x/0RxzZQ9aTivZtdJHaadSqWSO7+EUU1pXChZZCVtbW/Ij/TipW032+iyREych0oGtPYcLHz6pJv+oVqvh9tL36MQmRyqHo7URhC6m9SlAo9GQKNdXWq2WdSUkHDBWOaWlIgsg/xvnBIZrSYhMUeYNM92o09UHXgnR6fDj42WdpXSB++ruvN6EY516v1iakLlW92DOjvJO/ZF1ZSDyvP7ZyWPmej18LDKVdvdvVHh1d173I0sBWXZ0jcRAP1f+t9e5zHSTECm5vijXRiLfr4sPeQzDrLGNG7NmLR14JWQ8myNBb0r2Hllnyxzf6+KtOayVy+Vms9lsNs2pSn5RR5s+V0LknJS5z/DOe+0qfJJYimE94GcNtgeOokHUtCsF0Hkq8rL5YR9M31ydk3V5rwHKvFinIWR2NwnUyM6lt03q+CYf9O7BVXMP3f1UR9N+60pIuLtJBh4Z7Vaoh7ubdcjdHuO2NSaHy2l2wNf3F2J2t3R7XBYPpsu62TwbGw5ya6ElrO6p/aXPP3R1pAvryAVhnCshegpVHmvpU85e5yPMf+g5BakH87yDrojCq6Nky9RwyfW5XP04GYVqhqC3DG/HqlQqUuh2uy3lNg81vISV1jUzVMnbzMeAwscTbm89SWM2ntwyaNVvOAnR1zUJsa6zx0xCtGzmgzGRrWuVJ1wJMuVoni0/zTQJkUO2bg3sn4Ro8intpbUaTkKsvmE2qPw0fhIi5ByAFiOchJivRJZTzj5qnXuQhMgUZd2pnyAJkRNsskOdpazbvaxZ0JrszVWv7ll2FX/Vq4sMnfUjV71W+iSZmHkJaHN1Tl4cYhKyuTpnHm/48pS5cpLyy4nPyDf3qjGaI1lvSvaeXivsXkmITswy7MggaQ19/ZMQaw4K7zyInYQIOaETWfIg3igannazSEJkk+sMkQOUeamtTxIS7lzh+A8PdJJsyOvmt3qEkxCru1kXN8wcoHtQEmIdcrfHuG2+EllOvTZydvKYT0lIsH/S1jz1GU5Cwr/Vq3ua689Op2OeFtcwloswwQBJiPYgOXnRp5xWEhIup/5DfxozCdHXD7VMDZdckhm90qIFGH4SYn629VVLgREoksOZl2z0Eo91ESCIkYRIcMg+zYFPh0jzd+MnIf1jLvhhy5mfYj4vdWDrhitBr9SbV0LySUIs/ZMQuWsu/FuHSkJKpdL29nacJKTdbuupAvMOZu1m5u2hZhOHyykZiPlx3iQh4dfjJyFyO5Z5Z4LegTNgEiK39ETO+uFpeHN1TvOozdU5/VyrnN3QqnfjxqyeepT3yJLXnPXzSULkfict5IeNxfhJiPWQhvlm87cGSUI8bo4EvSnZew6bhMjpuXq9bt7yar0ncRKi5/76JyHyieakHD8JCY+ikdNuuknIh43FjRuzGkISPOEByvwOwP5JiNW5+ich8uZ3D65G3rZ0qCTk7OQx68GwXklI5CF3jXHbfCjLHJPD5ZRuLu/35kpIo9HQG1sajYZ56tMM8mCAJMT6+s2YZ6VjJiHhh0kGTEJ0MdM/CdHLJvoRh1qmhkuuV1/145xIQiR91CW1udQTtVqt0Wh0Oh0ZMfXKTqfTkX+Ya1w97AOTEPPLB8rlsnn/laxxzd+Nk4TodShpM/2H9cS8ZgiBcYuRmUMHQSAX67e2tswimeUJV4I+KSFnquQLDRxMQgIjEOv1ujnnHZiEWLcW6AxXr9etBN2sPf2R+SUPrVZLrw9qAayAscpZr9flV2QelRc1CZEveetfY4FfScjm6tzHx8sy+em9Cua3NiVOQmSfuh7Vf+jt0fq73f0vZdJvlOpuXr956Yz1TV9azm5o1SvPdOq6RD5ODkHmY3k2Q6fhj4+XM0pC5ASk+Q/9XPMmN920GLcvT8nRaTPpF22Z9zJZNUZzDNKbkr0nZhIi44lMCu12W75dQwYxHa/K+zdzm/dIxElCrJ0H+yOkPJNpniQ2p12do63bBMzpLIgxikZOu6lfCdHni/SrosIDlN5DZSYG8ouv7s6fnTymj2RYnSuchEjQysJdU+iLpQkJe4nYbuwkxOr7mids3JjV4+puXpdnVJ7fKku2Hz5k2YnsTUsVHpOtclp3lMXvbun2uHSTEDNoK5WKPiBqBXkwQBKiD2DIKxrG9XpdVynhBWGcJKRarepJdvM8bLiccZIQeYM+ay7rRhlhdGyxVkeJl6nhkutiTHI2WawOLQkxP9V8aNi6F0tYlyZkCa71Utt/rEfuLZNM1zok80XzWz5kP9blJzPmZP/m3mRXErtmPidNZd6iJ4+7yGPxZuH1Osb29rY8BmT9CQv5RjnZlXnDnFlRZiVYH1ev16Uardro9W0JCZIQLZX5ollXZj8X1i125sUcs4blETEz95AXa/s3m5mHLE9BySHr0Zm1FwRBo9GQ/MFsmmA/qzHvUAwfkVVO3Y+0aTjeDvw2cXeSEHm6cd14stycpdaNx5flTHZ49rKelpZp3prtrN8yX/z4eFkeaDandllty80Puk6VSfTmpTPPb5XNh6qf3yqbJzjlJm95W2Q59ZDXf/hw9rsHV+UX9eS9LHw3bszKJ0o5zXqI/MqdAZOQ7n76YZ7UfH6rLLWhZdNViJkAyLMfZo3JBQTrb3RYNUZzJO5NCd4Tc8yU1YPMJjophP+YgN7YoKdyrIFI99zpdORHzWYzcucyJdXrdfOEcfDDaVe/3MW6R8CczmKOota0qzN45EzRv8579aPN1TmNmV4DlEbsunEHqbyycWPWvJRndi5z2JQIlNiTnmsGbXf/3kKzR5gRG9nd1vf/UpBZTinA81vljRuzOlzLt2DrAUYecnc/q5FSRY7J4XJqRUneFbO7pdvjUr8dSxZa4T++oSEdudAKd0/9t87+8ofI5P1yk7y5qz4LQnPn1h0Z1lpC1jl9FoTmi+bDtGY5g/37o8xK0L+itrW1ZX6iuToaZJlqljzYH8e077fb7VqPFXuklJOQMHkgpNcN/fmoJvqDLNaNhiMn2ZWQnFnpx4hyJwlxc7MeIRitbfAkJM52dvLY81tl82lXmmPA5kjQm1J5TyQ5O5jRF91muvNMJXsmJM4mVydS/2OdyTYr/RitzeUkJDtyGUEy/AO/32mIWvvfzDTsgiSXeRISBEGr1cr6m4b7a7fbCRqp0+nIw4JZFCkHI5GEjHQNK5KQ/tvHx8tyF/LQS5LpHDxIc8izIvmsmcakORL0plTeE0kGuozyhEx3nqnskhB57iK7v55xqG10u1u6PW6EkhDh/vpEHqNN/EdRXZBHEoKhGIkkxA8kIR5v+SQhbKk3R4LelMp7EF92SQhbWts4JyHIAUmIt0hCckMS4vFGEuLURhLiE5IQ9zeSEGSKJMRbJCG5IQnxeCMJcWojCfEJSYj7G0kIMpUwCTly5EgBbjty5AgNl4/Iqj5sT0vgyE9+POxD99+Rn/yY5nBH/OY4rEKMHsr4ma7oSYp+5JIUe1zh8JMgPc57By6fuBIyqiLbiIbLQpxazaLmac0cxK9kmiMH2VXysHrxOGOScl+KzZFgVwSD9w5sYpKQUcX4nhuSEI+RhDiFJMQnTFLuIwlBpkhCvMX4nhuSEI+RhDiFJMQnTFLuIwlBpkhCvMX4npvsli+fPn168uTJ/Pz806dP09onDoUkxCmRlfz06dP5+flHjx7t7e2lu+cE70F8TFLuS7HHkYQgjCTEW4zvucli+bK7u3vv3r1Tp06tra01m82VlZVisWilIrRmDkhCnGJV8tOnT4vF4srKSrPZvHPnTrFYvHPnzs7OzuB7TvwexMck5b4UexxJCMJIQrzF+J6bdJcvb9++XVlZOXXq1MOHD83zTDs7O1YqQmvmgCTEKVrJuhgyF0B7e3uPHj0qFotfffXVmzdvku15wPcgPiYp96XY40hCEEYS4i3G99yktXx58eLF/Pz8zMxM5M1XwkxFaM0ckIQ4pVAoRC6GLM+ePbtw4cKFCxeePXsWf8+pvAfxMUm5L8UeRxKCMJIQbzG+5yZOrR4/frxwkCNHjrx48SLOJ+7s7BSLRVozByQhTikUCjMzMzFv/3jz5s3Pf/7zA/udOH78eJxPH/QAYGCScl+hUCgWizF7XLPZ7POXPeJ0sfCnH7rEGCkkId5ifM9NKrW6s7MT8xZbPS9Fa+aAJMQphULhypUrX3311e7ubv93vn37dn5+/sqVK5TY/tkAABBYSURBVO/fv0/x09PaFQImqVFQKBQin0i0mA8xJnsoq9enp7UruIkkxFuM77lJsVb732JrXRanNXNAEuIUqeRnz55NT08/efIk8j27u7srKyszMzPNZjOLT0damKTcJ80RfiJR9XqIMcVPh8dIQrzF+J6bLGrVusU28q5cWjMHJCFO0Ure29tbW1u7cOGCeaFjb2/vm2++OfCs7eCfjlQwSbnPbA4rFYnzEGOKnw4vkYR4i/E9N9nV6ps3b7766iu5IB6+xk1r5oAkxClWJb9582Z6evrevXvyF3Wmp6e/+eabT58+5fPpGBCTlPvCzSGpSKFQuHbtWuoXGw/8dHiGJMRbjO+5GVat0po5IAlxSmQlP3z48Kc//ena2tqBD4pk8elIjEnKfcNtDoLBeyQh3mJ8zw1JiMdIQpzCksgnTFLuo8chUyQh3mJ8zw1JiMdIQpzCksgnTFLuo8chUyQh3mJ8zw1JiMdIQpzCksgnTFLuo8chUwmTkDh/eQ3DFfmHgWi4LCT4G0ypGMXW/Oyzz4ZdhMOJ37ij2BwjZ1h9jSbOApOU++hxyNSBAUYaCiAdX3zxxblz506dOjXsggAAANeRhABIwd/+9rdisbi3t3fixInvv/9+2MUBAABOIwkBkIITJ07I34Df3NzkYggAAOiPJATAoEql0srKiv7vb37zm7/+9a9DLA8AAHAcSQiAgXz//feTk5N7e3v6yosXL06ePDnEIgEAAMeRhAAYyMmTJ1+8eGG9WC6X//jHPw6lPAAAwH0kIQCSu3DhwsLCQvj1t2/f/vKXv8y/PAAAYCSQhABI6F//+tfJkyd3d3cjf7qwsHDhwoWciwQAAEYCSQiAhE6dOvXtt9/2+unu7u4vfvGL//3vf3kWCQAAjASSEABJ/OUvfzl37lz/93z99ddffPFFLsUBAACjhCQEQBJHjx4txHD06NFhlxQAADiHJARAagoFhhQAAHAwVgwAUkMSAgAA4mDFACA1JCEAACAOVgwAUkMSAgAA4mDFACA1JCEAACAOVgwAUkMSAgAA4mDFACA1JCEAACAOVgwAUkMSAgAA4mDFACA1JCEAACAOVgwAUkMSAgAA4mDFACA1JCEAACAOVgwAUkMSAgAA4mDFACA1JCEAACAOVgwAUkMSAgAA4mDFAKfNzMwUAADoYWZmZtgzFYAkSELgtAJn1rGPYIAiGKAIBmBE0XXhNGYXKIIBimCAIhiAEUXXhdOYXaAIBiiCAYpgAEYUXRdOY3aBIhigCAYoggEYUXRdOI3ZBYpggCIYoAgGYETRdeE0ZhcoggGKYIAiGIARRdeF05hdoAgGKIIBimAARhRdF05jdoEiGKAIBiiCARhRdF04jdkFimCAIhigCAZgRNF14TRmFyiCAYpggCIYgBFF14XTmF2gCAYoggGKYABGFF0XTmN2gSIYoAgGKIIBGFF0XTiN2QWKYIAiGKAIBmBE0XXhNGYXKIIBimCAIhiAEUXXhdOYXaAIBiiCAYpgAEYUXdcrvzs3XYDbfndummCAIBigCAao3IIBGC6SEK8UCoXu5nU2l7dCXiftCAb3N4KBTTeCgU233IIBGC4C3SvMLu5vLDXYdCMY2HQjGNh0IwnBmCDQvcLs4v7GUoNNN4KBTTeCgU03khCMCQLdKwfOLjcvnVmcPX378tTi7Onnt8r937xxY/b25an15fP6yvNb5duXp25eOpPKOCuF6W5e/7CxKEWSsqU+oK8vn5dim8fi/eySylLj+a2ytsuru/ODN8TNS2culiZuX546MPwOu717cPXmpTO3L0/dvjz17sHVoTe0y8EgrRDuDlZ/jxke0pTy75i//vxW+WJp4vX9hcPWWNZjxfNb5ZuXzkggjUkwhDftpDcvnYnfTz9sLIYDQAf5w27h4ZppAvAPge6VA2eX1/cXLpYmupvXPz5ePjt57MPGYq93btyY3bgx2928fnbymCzpZJHX3by+OHtafjTgpoWRLXJVlGzbXJ0zD0R3a36c+R4vZ5e0znfqYvHmpTP9Ky1O872+v3B28ljqrSzl/Ph42WrxITa0y8HQqxXWl88ftrrWl89rtzrUcjNZEqK/m9ZYYe7n3YOregg3L53R4r17cDWHtNadkcEcmS+WJuLnIevL5612sQb5Q7VLZBMzTQA+IdC9cqjZ5ezkMZllI1OR8BKh16xgbX0Smz6FCc8usqCMv+n7X92dN/djnswzz+WHF0zxSz4Ss0vqSci7B1f75A8fHy/HWYOGl7/hhg6/ok1jtpH5cR82Fs1Y0oa2gqHX/oe1uZaEJNjWl8/rWQltkcj2srb4SUi4vZKtRHU/WioraDdX5/QU+4eNRX3/+vL5xPmS+8EQ3syRWYf9OMNj/kkI0wQw0gh0r8ScXV7fX9i4MSvD6+bqnCxHXt2d12XB+vL5s5PH5N4MGbU3V+fkOvj68nkdo63r15urc3odX6+Yf9hYlDcszp7W4VtvCeuVhNy+PHV28tji7Gm9L0LKKXdKSMm1wLKS0DLInrWcz2+Vz04es+YtOUCd517dnZdPlGrRUsmnL86e1kOWY9FrAhdLE/J+qZw4pwzdWWrE3MzFooTK6/sL2qZyhlhmdKlSPXcod0bJZkagLn+l4XST2gs3/e3LU9IiGqvhFtS2MBcQ4WCQ0/YStHqK99Xdefksvc9QflEOUGJYYu9iaUL+m9ZCxKkkRCpH2zrc4yK78/ryec1O5W3h9pJKk1bWZpVXZOd6ncHqcZHtZY0VvUYG3bk1RGjxwkGrDW22rxysDoYaexs3Zm9eOqPXk8M381hjRWQluBAM4c3MHBZnT2+uzkVOE3LhSOrHbC+zO0ukWYccHhl0V9q5pGt/fLwsnc4cjpgmAG8Q6F6JM7vIqGouuXQ5Yi5BDrwS8uruvC5NdOaQ/b++v/BhY1GGWh2a5WbrrnHfeZ8rIeYiyfyHZEQ6e5lZk/m74ZuJZblgXlsPn+KS2aW7eV3+q/uUiVAOQX6kJb9YmpCljG7uzC7ZJSH60IV1yNaliXCAdUPLX5mqzSq1bgV5dXfeunzXpwU3V+dkpjc/zmoUvX3o1d15OQrd+e3LUxIhZmDLscvnyv8Och+RI8HQ53Ys89B0ha2HHO7OUr2amXRDl1u7+wt0rTrtO1LbOpKEe1xke3VDp8PD5TQzTPl13bk17ISjSE/B9KoW2b8cvnUI3f3BMDxWRFaCC8EQ3iQ8ZGGtd96Gp4n15fNSyR82FqUe5Bi7P+zO5i++e3A1cmTQuNJPlPbaXJ2zbv1lmgB8QqB75VCnuG5eOqNPfVizSzdGEiJrDnlR3xyeXPVMkkxp5p77JyHhdaf+wxzc48wu5oxlXo0Jzy7WbCf5kixK9KjlvJdZADdnl+ySEJmt9VRirwlbrp6ZtdeNSkKspWH4VpD4SYgGtq5yIpMQ8xVNyzWeu8a1Eb1lcWyTECsGwt15ff9enbOTx8ItqEmItmO485qvRPa4cLcKJyFWOcNBGz8J6e4vKHUxGpmEmK9EDobWWBFZCS4EQ3iLLF64kt89uCo5v1lRfbqz/mJ4ZIi8LicpgfV9GEwTgE8IdK8ku9k3WRIi352lc3av2UvPS3X376YdPAmROezA2UXPh+lHmA+bHji7mNfNpeR6r4U1vbk5u6SehOhJZTmxFw4J6/Z6/d/ESYjkyXGSkA8bi3rG1LzR3wqGcJllIWUer6yn5f1jciVE4zxOEmJ1Z61MWTJ2B0hCwj0u3F5anphJiLRmZKRFBq1ebNlcndOP0GrRY7diIDwYhscK/5IQHRb0YOMkIZEjgzVEdPfX8eHuyTQB+IRA98qhvh1L71iQEz+v7s6bV6IPTELkUWAZdnUED89ety9P6bXpdePRke7+jRbmvH7g7PJ6/2ua9F6vzdU5KYlZBr3vq2vcIWDe4yG/K3dN6LLDml30hpOPj5f1a8GkfuS2n40bsy7PLukmIVLJknvomUK54cGMme7+qlTumO/urwI1Q4iThMhKV9rrw8aiLkQ2bsxaJynNFtQfmV90YwVDOIy7Rk4lCY/5/L20sr7iZRJi3vFyYBIS7s5ambrcD7dXryREerG2SLjHRbZXN14SovfMSNPrP/T8dDhoX99fML8dy3z4bXN17uPjZa0oKwbCg2F4rPAgCbGmCa0E+er2Xt3ZnHG6PUYGvSyvz4vrrqzvzGWaAHxCoHvlwNnFHAd1ipUv+N+4MasnAuUs4LrxkLF5S6vu7d2Dq/JsifVb6/uPs8smj/GZt/bKOSr5RH3W09y/llA+V4oht4KYX2Oifxri+a2yedVez6LJe+QxROvPR8ijkObMZ1WLTjDmSTL97vyNG7NaNjdnl1SSELNmdPUv7S43uJuvm381QlcbGzdmn98q66xs1rO2+8fHy/IjfQJE1gTaXhJCUu0aWmYLdvcX07qaiQyGXi21vnzeLLm2uxyglNMsfFpf3DmsYDDrQXurdXRyvNJDzRozu7PZPbvGFRWrvXRX5idKVGhWE9njwu0VHisiy6khZO5cO6/ZfFbQSpHCfx9DS2UWwNyPNRiGx4rISnAhGMJbeCTsRk0Tkllpj4vsztLQ4e5sjQzd0DQRuSumCcAzBLpXPP5TuK/3H3kfekkG3NxZari5yelDd75FN9ONYMhis57oGJWNYBh8Y5oARguB7hWPZ5d3D67KrTJDL8mAG0uN/tvr+wuv7y+QhBAMibePj5clioZekkNtBMPgG9MEMFoIdK94PLt4s7HUYNONYGDTjWBg040kBGOCQPcKs4v7G0sNNt0IBjbdCAY23UhCMCYIdK8wu7i/sdRg041gYNONYGDTjSQEY4JA98qRn/y4ALcd+cmPCQYIggGKYIDKLRiA4SIJ8UqB0yfOy62NCAb3EQxQBAMUbYQxQaB7hZHLfSw1oAgGKIIBijbCmCDQvcLI5T6WGlAEAxTBAEUbYUwQ6F5h5HIfSw0oggGKYICijTAmCHSvMHK5j6UGFMEARTBA0UYYEwS6Vxi53MdSA4pggCIYoGgjjAkC3SuMXO5jqQFFMEARDFC0EcYEge4VRi73sdSAIhigCAYo2ghjgkD3CiOX+1hqQBEMUAQDFG2EMUGge4WRy30sNaAIBiiCAYo2wpgg0L3CyOU+lhpQBAMUwQBFG2FMEOheYeRyH0sNKIIBimCAoo0wJgh0rzByuY+lBhTBAEUwQNFGGBMEulcYudzHUgOKYIAiGKBoI4wJAt0rjFzuY6kBRTBAEQxQtBHGBIHuFUYu97HUgCIYoAgGKNoIY4JA98rx48cLcNvx48cJBgiCAYpggMotGIDhIgkBAAAAkCuSEAAAAAC5IgkBAAAAkCuSEAAAAAC5IgkBAAAAkCuSEAAAAAC5IgkBAAAAkCuSEAAAAAC5IgkBAAAAkCuSEAAAAAC5IgkBAAAAkCuSEAAAAAC5IgkBAAAAkCuSEAAAAAC5IgkBAAAAkCuSEAAAAAC5IgkBAAAAkCuSEAAAAAC5IgkBAAAAkCuSEAAAAAC5IgkBAAAAkCuSEAAAAAC5IgkBAAAAkCuSEAAAAAC5IgkBAAAAkCuSEAAAAAC5IgkBAAAAkCuSEAAAAAC5+j8KvaDFQJIk0gAAAABJRU5ErkJggg==" alt="" />

　　根据上图可以看出：

　　●　　抽象构件(Component)角色：由InputStream扮演。这是一个抽象类，为各种子类型提供统一的接口。

　　●　　具体构件(ConcreteComponent)角色：由ByteArrayInputStream、FileInputStream、PipedInputStream、StringBufferInputStream等类扮演。它们实现了抽象构件角色所规定的接口。

　　●　　抽象装饰(Decorator)角色：由FilterInputStream扮演。它实现了InputStream所规定的接口。

　　●　　具体装饰(ConcreteDecorator)角色：由几个类扮演，分别是BufferedInputStream、DataInputStream以及两个不常用到的类LineNumberInputStream、PushbackInputStream。

半透明的装饰模式

　　装饰模式和适配器模式都是“包装模式(Wrapper Pattern)”，它们都是通过封装其他对象达到设计的目的的，但是它们的形态有很大区别。

　　理想的装饰模式在对被装饰对象进行功能增强的同时，要求具体构件角色、装饰角色的接口与抽象构件角色的接口完全一致。而适配器模式则不然，一般而言，适配器模式并不要求对源对象的功能进行增强，但是会改变源对象的接口，以便和目标接口相符合。

　　装饰模式有透明和半透明两种，这两种的区别就在于装饰角色的接口与抽象构件角色的接口是否完全一致。透明的装饰模式也就是理想的装饰模式，要求具体构件角色、装饰角色的接口与抽象构件角色的接口完全一致。相反，如果装饰角色的接口与抽象构件角色接口不一致，也就是说装饰角色的接口比抽象构件角色的接口宽的话，装饰角色实际上已经成了一个适配器角色，这种装饰模式也是可以接受的，称为“半透明”的装饰模式，如下图所示。

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" alt="" />

　　在适配器模式里面，适配器类的接口通常会与目标类的接口重叠，但往往并不完全相同。换言之，适配器类的接口会比被装饰的目标类接口宽。

　　显然，半透明的装饰模式实际上就是处于适配器模式与装饰模式之间的灰色地带。如果将装饰模式与适配器模式合并成为一个“包装模式”的话，那么半透明的装饰模式倒可以成为这种合并后的“包装模式”的代表。

InputStream类型中的装饰模式

　　InputStream类型中的装饰模式是半透明的。为了说明这一点，不妨看一看作装饰模式的抽象构件角色的InputStream的源代码。这个抽象类声明了九个方法，并给出了其中八个的实现，另外一个是抽象方法，需要由子类实现。

public abstract class InputStream implements Closeable {

    public abstract int read() throws IOException;

    public int read(byte b[]) throws IOException {}

    public int read(byte b[], int off, int len) throws IOException {}

    public long skip(long n) throws IOException {}

    public int available() throws IOException {}

    public void close() throws IOException {}

    public synchronized void mark(int readlimit) {}

    public synchronized void reset() throws IOException {}

    public boolean markSupported() {}

}

　　

　　下面是作为装饰模式的抽象装饰角色FilterInputStream类的源代码。可以看出，FilterInputStream的接口与InputStream的接口是完全一致的。也就是说，直到这一步，还是与装饰模式相符合的。

public class FilterInputStream extends InputStream {
    protected FilterInputStream(InputStream in) {}

    public int read() throws IOException {}

    public int read(byte b[]) throws IOException {}

    public int read(byte b[], int off, int len) throws IOException {}

    public long skip(long n) throws IOException {}

    public int available() throws IOException {}

    public void close() throws IOException {}

    public synchronized void mark(int readlimit) {}

    public synchronized void reset() throws IOException {}

    public boolean markSupported() {}
}

　　

　　下面是具体装饰角色PushbackInputStream的源代码。

public class PushbackInputStream extends FilterInputStream {
    private void ensureOpen() throws IOException {}

    public PushbackInputStream(InputStream in, int size) {}

    public PushbackInputStream(InputStream in) {}

    public int read() throws IOException {}

    public int read(byte[] b, int off, int len) throws IOException {}

    public void unread(int b) throws IOException {}

    public void unread(byte[] b, int off, int len) throws IOException {}

    public void unread(byte[] b) throws IOException {}

    public int available() throws IOException {}

    public long skip(long n) throws IOException {}

    public boolean markSupported() {}

    public synchronized void mark(int readlimit) {}

    public synchronized void reset() throws IOException {}

    public synchronized void close() throws IOException {}
}

　　查看源码，你会发现，这个装饰类提供了额外的方法unread()，这就意味着PushbackInputStream是一个半透明的装饰类。换言 之，它破坏了理想的装饰模式的要求。如果客户端持有一个类型为InputStream对象的引用in的话，那么如果in的真实类型是 PushbackInputStream的话，只要客户端不需要使用unread()方法，那么客户端一般没有问题。但是如果客户端必须使用这个方法，就 必须进行向下类型转换。将in的类型转换成为PushbackInputStream之后才可能调用这个方法。但是，这个类型转换意味着客户端必须知道它 拿到的引用是指向一个类型为PushbackInputStream的对象。这就破坏了使用装饰模式的原始用意。

　　现实世界与理论总归是有一段差距的。纯粹的装饰模式在真实的系统中很难找到。一般所遇到的，都是这种半透明的装饰模式。

---

　　下面是使用I/O流读取文件内容的简单操作示例。

public class IOTest {

    public static void main(String[] args) throws IOException {
        // 流式读取文件
        DataInputStream dis = null;
        try{
            dis = new DataInputStream(
                    new BufferedInputStream(
                            new FileInputStream("test.txt")
                    )
            );
            //读取文件内容
            byte[] bs = new byte[dis.available()];
            dis.read(bs);
            String content = new String(bs);
            System.out.println(content);
        }finally{
            dis.close();
        }
    }

}

　　观察上面的代码，会发现最里层是一个FileInputStream对象，然后把它传递给一个BufferedInputStream对象，经过BufferedInputStream处理，再把处理后的对象传递给了DataInputStream对象进行处理，这个过程其实就是装饰器的组装过程，FileInputStream对象相当于原始的被装饰的对象，而BufferedInputStream对象和DataInputStream对象则相当于装饰器。