学习锁机制之前首先要知道对象头是什么:对数组对象和非数组对象分别用3或2字的长度记录对象的一些信息
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)
其中mark word就是和锁有关的头,第二个是指向方法区中该对象的类型数据指针,第三个是数组对象特有的头,放的数组长度(这也是为什么数组的length不是成员变量的原因,仅仅是编译器现象)
mark word根据不同的状态是会放不同信息的:
![](data:image/png;base64,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)
java1.6之后加入了偏向锁和轻量级锁,所以一共有四种锁状态:无锁,偏向,轻量级,重量级,随着竞争加大锁状态会升级。锁只能升级不能降级,为的是增加获得锁和释放锁的效率。
偏向锁
适用场景:只有一个或大多数时间只有一个线程使用该锁(无竞争或竞争小)
进
入同步代码前,当锁对象是无锁状态被第一次获得,使用cas把锁对象mark
word中的线程id指向自己,并一直持有锁对象。以后再进入同步代码中只需要判断该锁对象是否指向当前线程,如果是的话因为一直没有释放锁对象,也不用
获得锁,因此提升了效率。如果不是则判断锁对象指向的线程是否活着,如果死了则把锁对象重新指向当前线程,如果活着使用cas竞争锁,进入轻量级锁的场景
(也叫作偏向锁的撤销,没有偏向锁的解锁一说)。
偏向锁在java1.6之后默认开启,但是会在应用程序启动几秒之后才激活,因此可以使用jvm参数来优化。
当确定任务中有多个线程使用一把锁,并且竞争频繁的时候可以关闭偏向锁默认进入轻量级锁-XX:UseBiasedLocking=false。-XX:BiasedLockingStartupDelay=0关闭延迟。
轻量级锁
适用场景:多个线程使用同一把锁,但是大部分时间都是一个线程使用()。
执
行同步代码之前会在栈中创建用于存取锁记录的空间,把锁对象的mark word复制过来,尝试使用cas将mark
word替换为指向锁记录的指针。如果成功获得锁,如果失败通过自旋尝试获得锁,还失败则进入重量级锁场景并阻塞。当轻量级锁解锁的时候,会尝试把线程栈
中锁记录空间的内容恢复给锁对象mark word,如果成功表示没有竞争,如果失败表示有竞争唤醒阻塞的线程然后进入重量级锁的竞争。
重量级锁对象会指向运行jvm的操作系统提供的互斥量。
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