Hibernate框架进阶（上篇）

导读

前面一篇文章介绍了Hibernate框架的入门，主要是讲解Hibernate的环境搭建和简单测试，有兴趣的童鞋出门左转。本文在入门的基础上进行Hibernate的进阶讲解，分为上中下三篇，本篇为上篇，该篇主要以讲解hibernate原理为主。主要内容包括：
一、hibernate中的实体创建规则

二、hibernate主键生成策略(7种)

三、hibernate对象的三种状态

四、hibernate中的缓存

五、事务管理

六、Hibernate支持的三种数据库操作语法：HQL、Criteria、SQL

一、hibernate中的实体创建规则

hibernate中的实体类是需要与数据库中的表格进行建立映射关系的，所以我们在创建实体类时需要注意一些规则，如果你的实体类不符合这些规则可能就会无法映射成功。

1）持久化类提供无参构造函数

　　一般如果没有创建有参构造函数，默认就可以了。

2）成员变量私有，提供共有的get/set方法访问。需提供属性。

3）持久化类的属性，应尽量适用封装数据类型。

　　即数据类型是int尽量替换成Integer类型，long类型使用Long类型代替，依次类推。这样适用的好处是Integer、Long等这些封装型数据类型可以传入null值，而基本数据类型不能传入null。

4)持久化类需要提供oid，与数据库中的主键列对应。（即表格必须要有主键）

5）class之前不能使用final来修饰。

　　这是由于final修饰的类不能被继承，而hibernate框架会使用cglib代理生成代理对象，而被代理对象的创建是通过继承来实现的。

二、hibernate主键生成策略(7种)

主键就是唯一存在能代表这条数据唯一性的字段或字段组合。就像你的身份证一样独一无二。上面的规则中说了在hibernate中的表必须指明主键，一般主键分为自然主键和代理主键，就像你的指纹是天生的，但又可以代表你这个人，这就是自然主键，而身份证是后天专门设计，这种主键就是代理主键。实际项目中，我们几乎都是使用代理主键，即自己设计的主键作为表中每一条数据的主键。在我们的数据库中也会为你自动生成主键，比如主键自增，这就是要下面要讲的主键生成策略之一，在hibernate中有7种主键生成策略。其实大部分我们不会使用到，所以除了几个常用的，其他作为了解即可。

1）identity（sql使用） ： 主键自增。由MySQL数据库来维护主键值。录入时不需要指定主键。

2）sequence（Oracle使用）：Oracle数据库中的主键生成策略。

3）increment(了解):：主键自增。由hibernate来维护。每次插入前会先查询表中id最大值。+1作为新主键值。（其实存在并发问题）

4）hilo(了解）： 高低位算法。主键自增。由hibernate来维护。开发时不使用。

5）native（推荐）：hilo+sequence+identity ，自动三选一策略。

6）uuid：产生随机字符串作为主键。主键类型必须为String 类型。

7)assigned：自然主键生成策略。hibernate不会管理主键值，由开发人员自己录入，若忘记手动录入会发生异常。

三、hibernate对象的三种状态

在Hibernate框架中，会将实体对像分为三种状态，分别为：瞬时状态、持久化状态和游离状态。当对象在持久化下，对对象进行操作就会将变化同步到数据库中，所以叫持久化状态。

1、每种状态都有不同的标志：

瞬时状态：该对象没有id，或说id=null。即该对象主键尚未赋值。

持久化状态：该对象主键已经赋值，且与处于session绑定状态。

游离状态：该对象主键已经赋值，但没有雨session进行绑定。

具体可参考下面的实例代码说明：

 package demo;

 import org.hibernate.Session;

 import org.hibernate.Transaction;

 import org.junit.Test;

 import domain.User;

 import utils.HibernateUtils;

 public class demo {

     @Test

     public void test(){

         //获得对话参数

         Session session = HibernateUtils.openSession();

         Transaction tx = session.beginTransaction();

         //---------------------------

         User user = new User();//创建实体对象

         session.save(user);//与会话对象session进行绑定

         user.setUname("小黄人");

         //---------------------------

         //关闭资源

         tx.commit();

         session.close();//关闭session意味着对象与session解绑

     }

 }

结论：hibernate的对象在持久化状态下才会自动持久化到数据库中，我们要面向对象操作数据库，必须保证对象处于持久化状态。

2、三种状态的相互装换

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" 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四、hibernate中的缓存

缓存是一种提高效率的方法或者说机制，而hibernate中的缓存也是用来提高数据库效率的。

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" 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扩展：快照原理

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" alt="" />

五、事务管理

1、事务（Transaction）

事务，一般是指要做的或所做的事情。在计算机术语中是指访问并可能更新数据库中各种数据项的一个程序执行单元(unit)。

1.1事务的特性：

1）原子性：说的是在一个事务内是不可分割的，要么成功，要么失败。

2）一致性：可以理解为事务的前后数据的变化的一致性，例如把张三给李四转账500元看做一个事务，在这个事务结束后，张三的钱少了500那么李四的钱必然增加500。

3）隔离性：是指事务之间互不干扰和影响，即并发执行事务时应当按照是连续地执行、互不干扰地执行(一个接一个)。（数据库的隔离级别的设置会导致不同的隔离性，看下文）

4）持久性：简单说就是事务一旦执行成功就持久化到数据库中。

1.2事务的隔离级别：

事务的隔离级别从低到高有：（不同的隔离级别涉及不同的并发访问问题）
Read Uncommitted（读未提交）：最低的隔离级别，什么都不需要做，一个事务可以读到另一个事务未提交的结果。所有的并发事务问题都可能会发生。
Read Committed（读已提交）：只有在事务提交后，其更新结果才会被其他事务看见。可以解决脏读问题。
Repeated Read（可重复读）（MySQL默认级别）：在一个事务中，对于同一份数据的读取结果总是相同的，无论是否有其他事务对这份数据进行操作，以及这个事务是否提交。可以解决脏读、不可重复读。
Serialization（串行化）：理想的真正的事务隔离性，事务串行化执行，隔离级别最高，牺牲了系统的并发性。可以解决并发事务的所有问题。

1.3隔离性级别导致的并发访问问题：

上面说到的隔离级别处理Serialization（串行化）都存在并发访问问题，但串行化是不允许并发访问的（这样做虽然安全，但效率也极低），所以我们一般不采用。

1）脏读(Drity Read)：事务A修改了一个数据，但未提交，事务B读到了事务A未提交的更新结果，如果事务A提交失败，事务B读到的就是脏数据。

2）不可重复读(Non-repeatable read) : 在同一个事务中，对于同一份数据读取到的结果不一致。比如，事务B在事务A提交前读到的结果，和提交后读到的结果可能不同。不可重复读出现的原因就是事务并发修改记录，要避免这种情况，最简单的方法就是对要修改的记录加锁，这导致锁竞争加剧，影响性能。

3）幻读（虚读）(Phantom Read) : 在同一个事务中，同一个查询多次返回的结果不一致。事务A新增了一条记录，事务B在事务A提交前后各执行了一次查询操作，发现后一次比前一次多了一条记录。幻读仅指由于并发事务增加记录导致的问题，这个不能像不可重复读通过记录加锁解决，因为对于新增的记录根本无法加锁。需要将事务串行化，才能避免幻读。

2、hibernate设置隔离级别（一般默认就好了）

3、开启hibernate中的事务

一个很重要的问题就是，session.beginTransation()是开启事务的方法，但我们必须要保证开启事务和处理事务的session是同一个session，否则无法控制事务。所以获得session的方法不再是openSession()而是getCurrentSession()，这样获得的session就是与线程绑定的session。

所以先指定与当前线程绑定：

3.1在主配置文件hibernate.cfg.xml中配置

3.2测试

 @Test

 public void test2(){

     //获得普通session

     Session s1 = HibernateUtils.openSession();

     Session s2 = HibernateUtils.openSession();

     //获得与线程绑定的session

     Session session1 = HibernateUtils.getCurrentSession();

     Session session2 = HibernateUtils.getCurrentSession();

     //比较

     System.out.println(s1==s2);//false

     System.out.println(session1==session2);//true

 }

注：与线下绑定的session不用再手动close,会自动回收，有时候手动关闭还会出现异常。

六、Hibernate支持的三种数据库操作语法：HQL、Criteria、SQL

1、HQL

HQL即Hibernate Query Language，是hibernate框架自己定义的数据库查询语言，是属于面向对象的数据库操作语言；

1）基本查询

 package demo;

 import java.util.List;

 import org.hibernate.Query;

 import org.hibernate.Session;

 import org.hibernate.Transaction;

 import org.junit.Test;

 import domain.User;

 import utils.HibernateUtils;

 public class hql {

     //1、使用hql进行简单查询

     @Test

     public void getAllUser(){

         //1获得session

         Session session = HibernateUtils.openSession();

         //2控制事务

         Transaction tx = session.beginTransaction();

         //3执行操作

         //1>书写hql语句

 //        String hql = "select * from domain.User";//select*可省略，如果在该项目中只有一个User包名也可以直接省略

         String hql = "from User";

         //2>根据语句创建查询对象

         Query query = session.createQuery(hql);

         //3>根据查询对象获得查询结果

         /*    查询结果分为以下两种：list代表查询结果集，uniqueResult代表单个查询结果（这个结果封装成了对象）

          * query.list();

             query.uniqueResult();*/

         List<User> list = query.list();

         //4>处理查询结果

         for(User u:list)

             System.out.println(u);

         //4、关闭相关资源

         tx.commit();

         session.close();

     }

 }

getAllUser

2）条件查询

 package demo;

 import java.util.List;

 import org.hibernate.Query;

 import org.hibernate.Session;

 import org.hibernate.Transaction;

 import org.junit.Test;

 import domain.User;

 import utils.HibernateUtils;

 public class hql {

     //2、使用hql根据Uid查询User

     @Test

     public void getUserByUid(){

         //1获得session

         Session session = HibernateUtils.openSession();

         //2控制事务

         Transaction tx = session.beginTransaction();

         /*//3执行操作(方式一)

         //1>书写hql语句

         String hql = "from User where uid = ?";

         //2>查询对象

         Query query = session.createQuery(hql);

         //3>设置参数

         query.setParameter(0, 1l);

         //4>获得结果

         User user = (User)query.uniqueResult();

         //5>处理结果

         System.out.println(user);*/

         //3执行操作(方式二)

         //1>书写hql语句

         String hql = "from User where uid = ：uid";

         //2>查询对象

         Query query = session.createQuery(hql);

         //3>设置参数

         query.setParameter("uid", 1l);

         //4>获得结果

         User user = (User)query.uniqueResult();

         //5>处理结果

         System.out.println(user);

         //4、关闭相关资源

         tx.commit();

         session.close();

     }

 }

getUserByUid

3）分页查询

 package demo;

 import java.util.List;

 import org.hibernate.Query;

 import org.hibernate.Session;

 import org.hibernate.Transaction;

 import org.junit.Test;

 import domain.User;

 import utils.HibernateUtils;

 public class hql {

     //2、使用hql分页查询

     @Test

     public void getUserByPage(){

         //1获得session

         Session session = HibernateUtils.openSession();

         //2控制事务

         Transaction tx = session.beginTransaction();

         //3执行操作(方式二)

         //1>书写hql语句

         String hql = "from User ";

         //2>查询对象

         Query query = session.createQuery(hql);

         //3>设置分页信息(从0开始的2条数据)

         query.setFirstResult(0);

         query.setMaxResults(2);

         //4>获得结果

         List<User> list = query.list();

         //5>处理结果

         for(User u:list)

             System.out.println(u);

         //4、关闭相关资源

         tx.commit();

         session.close();

     }

 }

getUserByPage

2、Criteria

Criteria是一种比hql更面向对象的查询方式。

1）基本查询

package demo;

import java.util.List;

import org.hibernate.Session;

import org.hibernate.Transaction;

import org.junit.Test;

import domain.User;

import utils.HibernateUtils;

public class Criteria {

    //2、使用Criteria简单查询

    @Test

    public void getAllUser(){

        //1获得session

        Session session = HibernateUtils.openSession();

        //2控制事务

        Transaction tx = session.beginTransaction();

        //3执行操作

        //1>获得执行操作的对象

        org.hibernate.Criteria criteria = session.createCriteria(User.class);

        //2>获得结果

        List<User> list = criteria.list();

        //3>处理结果

        for(User u:list)

            System.out.println(u);

        //4、关闭相关资源

        tx.commit();

        session.close();

    }

}

getAllUser

2）条件查询

 package demo;

 import java.util.List;

 import org.hibernate.Session;

 import org.hibernate.Transaction;

 import org.hibernate.criterion.Restrictions;

 import org.junit.Test;

 import domain.User;

 import utils.HibernateUtils;

 public class Criteria {

     //2、使用Criteria根据uid查询user

     @Test

     public void getUserByUid(){

         //1获得session

         Session session = HibernateUtils.openSession();

         //2控制事务

         Transaction tx = session.beginTransaction();

         //3执行操作

         //1>获得执行操作的对象

         org.hibernate.Criteria criteria = session.createCriteria(User.class);

         //2>添加查询参数

         criteria.add(Restrictions.eq("uid",2l));

         //3>获得结果

         User user = (User)criteria.uniqueResult();

         //4>处理结果

         System.out.println(user);

         //4、关闭相关资源

         tx.commit();

         session.close();

     }

 }

getUserByUid

常用的添加查询条件的方法：

3）分页查询

和上面的hql一毛一样，这里就不插代码了。

3、SQL

sql不用多说，还是和JDBC一样的操作语句。方法和hql基本一样，只需将hql语句换成sql语句就可以了。

4、选哪种？

面向对象地操作数据库是我们所追求的理想状态，但目前对于比较复杂的业务，面向对象的方式还会有些力不从心，所以原生的sql依然重要。

单表查询基本可以使用Criteria来查询。对于业务简单的多表查询建议使用Hql来查询，而复杂业务就最好使用严谨的sql来查询好了。