18217781932 发表于 2022-10-10 16:40:26

出栈后值是否仍存在验证结果与书不符,是什么原因?

本帖最后由 18217781932 于 2022-10-10 16:52 编辑

书中提到:出栈后,SS:SP指向新的栈顶,pop操作前的栈顶元素,1000CH处的2266H依然存在,但在实验出栈过程中,2266H经过pop已不在了。
是我理解的问题还是我用的dosbox有问题吗?请教,谢谢!

18217781932 发表于 2022-10-10 16:48:52

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

jackz007 发表于 2022-10-10 16:54:21

本帖最后由 jackz007 于 2022-10-10 17:03 编辑

      对于堆栈而言只有从 SP 到堆栈栈顶部之间的数据是到受保护的,执行 POP 指令会把堆栈所指 SP 处的一个 WORD 从堆栈中弹出,同时 SP 的值增加 2,这一操作只是意味着被弹出的这 1 个 WORD 的存储空间已经位于 SP 之下,不再受到保护而已,如果再有 PUSH 操作,这 1 个 WORD 就会首当其冲被覆盖掉,并不意味着这 1 个 WORD 所占用的堆栈空间内原来的数值会立即被改变。
      我们知道,CPU 在运行过程中,除了 DOS 中断,还有很多的硬件中断,例如,时钟中断、键盘中断等等,这些中断一般都不可控,一旦发生,是必然会使用到堆栈的,所以,有的时候我们会发现,位于当前 SP 以下的区域的数据可能会无缘无故地变来变去,应该就是这个原因了。

18217781932 发表于 2022-10-10 17:28:35

jackz007 发表于 2022-10-10 16:54
对于堆栈而言只有从 SP 到堆栈栈顶部之间的数据是到受保护的,执行 POP 指令会把堆栈所指 SP 处的 ...

谢谢,同时解决了我另一个疑惑,区域内的数据会变动的问题{:5_110:}
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查看完整版本: 出栈后值是否仍存在验证结果与书不符,是什么原因?