杨为民
发表于 2023-8-24 21:56:05
熊仔 发表于 2023-8-24 21:46
临界区方法对的。
解决这个问题需要更改任务级别函数。
应该说任务级别函数有bug。
闻过则喜。闻过就是知道自己的天花板在什么地方,克服了则喜,因为你就已经上了一个新台阶。
一般说读硕士是使得自己的水平达到国际国内先进水平,换言之,就是突破自己未读之前的天花板。
一般说读博士是使得自己的水平在某一点上突破国际国内先进水平,换言之,就是突破大家的天花板。
熊仔
发表于 2023-8-24 21:56:25
之前看过一篇文章
http://www.taodudu.cc/news/show-4969578.html?action=onClick
任务的切换主要发生在以下几种情况:
中断产生:当程序产生中断后,CPU处理中断服务函数,但当CPU中断处理完成后并不一定返回到被中断的任务中,而是执行任务就绪表查询,当有更高优先级的任务就绪时会先切换到高优先级任务运行。
主动让出使用权:当高优先级的任务调用延时函数后,会主动让出CPU使用权,该任务会被挂起,重新从任务就绪表中查找最高优先级任务执行。
更高优先级就绪:比如一个低优先级的任务,在运行过程中,虽然没有使用延时等让出CPU使用权,但是由于ucosii 每个固定的周期(心跳时间)会执行一次任务就绪表查询,当有高优先级的任务就绪了以后,那么这个低优先级的任务就被打断了,从而切换到高优先级任务运行。
这就等于剥夺了低优先级任务的CPU使用权了。
任务自挂起:将自己从就绪表中删除,引发一次任务调度,使得CPU去运行就绪表中的其他任务。
1.当任务处于中断服务处理中或者临界区内,不会发生任务切换。
2.如何保证系统的实时性?
在中断服务函数中,因为滴答中断是周期性发生的,所以任务切换也是周期性发生的。
当有一个优先级低的任务执行时,如果有优先级更高的任务就绪了,那么只要发生了一次滴答中断,任务就能被立即切换过去,延时只有一个滴答时钟的时间,如果定义的时钟周期是1ms,那么低优先级的任务最多也就能运行1ms,然后便会强行剥夺CPU的执行权限,转交给高优先级的任务。
由于存在这种机制,因此便能保证UCOSII系统任务的实时性。
熊仔
发表于 2023-8-24 22:11:26
移植到到STM32的代码,触发一个PENDSV异常,OS_CPU_PendSVHandler:中断函数里面切换任务。最后开启中断。
这样测试也是不通过的。
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
熊仔
发表于 2023-8-24 22:49:56
通过网上查了资料,临界区内是不允许切换任务的。
临界区内的代码要尽快完成,才能保证系统的实时性。
测试例子使用不当。
杨为民
发表于 2023-8-24 23:36:49
熊仔 发表于 2023-8-24 21:56
之前看过一篇文章
http://www.taodudu.cc/news/show-4969578.html?action=onClick
(1)读书要读经典,这种文章的学术水平不够。
(2)“1.当任务处于中断服务处理中或者临界区内,不会发生任务切换。”。这句话已经被你自己推翻了,这是你的移植例子:
其中第95行的“LCALL _?OSIntExit ;通知内核退出中断”中断任务切换是不是处于定时器1的中断服务处理中?
(3)并且在你的移植版中:
其中第723行的“OSIntCtxSw();”任务切换函数是不是已经在临界区中了?
杨为民
发表于 2023-8-24 23:46:31
熊仔 发表于 2023-8-24 22:49
通过网上查了资料,临界区内是不允许切换任务的。
临界区内的代码要尽快完成,才能保证系统的实时性。
(1)读书要读原著,读经典。
(2)“通过网上查了资料,临界区内是不允许切换任务的。”对于一个结论,我们首先要弄清是针对什么情况和什么操作系统而言的。对于低档的RTOS,或者功能不完备的RTOS,这个结论可能是正确的。
(3)我确定:对于RT-Thread、FreeRTOS、uC/OS-III以及uC/OS-II,在临界区都是允许切换任务的。
杨为民
发表于 2023-8-25 00:04:20
楼主,你说“测试例子使用不当。”的意思是你的移植版通不过这个测试了?你准备放弃吗?我确定uC/OS-II肯定可以通过这个测试,你要不再试试?
杨为民
发表于 2023-8-25 00:05:01
熊仔 发表于 2023-8-24 22:11
移植到到STM32的代码,触发一个PENDSV异常,OS_CPU_PendSVHandler:中断函数里面切换任务。最后开启中断。
...
那是移植的水平不够
熊仔
发表于 2023-8-25 11:36:00
本帖最后由 熊仔 于 2023-8-25 11:37 编辑
这个问题是能解决,我在19#有说到:需要保存IE入栈,出来的时候判断是否开中断
中断处理和任务切换的时候就是麻烦一点呗
熊仔
发表于 2023-8-25 12:10:36
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
任务A和任务B运行过程EA一直是1,把IE保存到任务栈,保存的EA状态也是开启的,也解决不了嵌套。
恢复任务的时候还是会根据IE打开。
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