熊仔 发表于 2023-8-1 13:10:08

杨为民 发表于 2023-8-1 10:19
在范例程序中使用两个定时器除了准确测量任务切换时间,还有以下的目的:
(1)给出规范的RTOS中断ISR写 ...

杨老师回答的 很详细,受益匪浅。谢谢。

熊仔 发表于 2023-8-1 13:29:38

本帖最后由 熊仔 于 2023-8-1 20:21 编辑

杨为民 发表于 2023-8-1 09:55
(1)我压根不赞同给单片机RTOS的任务函数设置上面输入参数,所以不高兴保存它,我自己写的RTOS的任务函 ...
关于1,解决方法,通用指针通过R3,R2,R1传参。保存下就好。当然杨老师不喜欢传参不处理也行,或许有人跟着其他资料实验测试,用到传参的例子,会有问题调试半天。
{
    OS_STK *stk;
    p_arg = p_arg;
    opt          = opt;                                                /* opt没被用到,保留此语句防止警告产生                         */
    stk          = (OS_STK *)ptos;                        /* 任务堆栈最低有效地址                                                 */
    *stk++ = 15;                                                /* 任务堆栈长度                                                                 */
    *stk++ = (INT16U)task & 0xFF;                /* 任务代码地址低8位                                                         */
    *stk++ = (INT16U)task >> 8;                /* 任务代码地址高8位                                                         */
    /* 处理器是按特定的顺序将寄存器存入堆栈的,所以用户在将寄存器存入堆栈的时候也要依照这一顺序 */
    *stk++ = 0x00;                                        /* PSW                                                                                         */
    *stk++ = 0x0A;                                        /* ACC                                                                                         */
    *stk++ = 0x0B;                                        /* B                                                                                         */
    *stk++ = 0x00;                                        /* DPL                                                                                         */
    *stk++ = 0x00;                                        /* DPH                                                                                         */
    *stk++ = 0x00;                                        /* R0                                                                                         */
    *stk++ = (INT16U)p_arg & 0xFF;/* R1                                                                                         */
    *stk++ = (INT16U)p_arg >> 8;        /* R2                                                                                         */
    *stk++ = (INT32U)p_arg >> 16;        /* R3                                                                                         */
    *stk++ = 0x04;                                        /* R4                                                                                         */
    *stk++ = 0x05;                                        /* R5                                                                                         */
    *stk++ = 0x06;                                        /* R6                                                                                         */
    *stk++ = 0x07;                                        /* R7                                                                                         */
    /* 不用保存SP,任务切换时根据用户堆栈长度计算得出                                                                   */
    *stk++ = (INT16U)(ptos + opt) >> 8;        /* ?C_XBP 仿真堆栈指针高8位 opt传入任务堆栈大小   */
    *stk++ = (INT16U)(ptos + opt) & 0xFF;        /* ?C_XBP 仿真堆栈低8位 opt传入任务堆栈大小   */
    return ((void *)ptos);        /* 返回最低地址,这里不用弹出栈顶指针是为了提高计算效率   */
}

关于2,系统(中断)级别切换任务 里面调用了两次OSTaskSwHook 钩子函数,我还特意查了下移植到Ix86L处理器的版本。
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

OSTaskSwHook 函数总共出现3次调用情况。3个任务切换都是只调用一次,后面两个任务切换基本都是在;OSTCBCur = OSTCBHighRdy之前调用的。
所以_?OSIntCtxSw: 这个系统切换函数里面应该删除一个。
data:image/png;base64,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





熊仔 发表于 2023-8-1 15:28:45

本帖最后由 熊仔 于 2023-8-1 15:35 编辑

杨为民 发表于 2023-8-1 09:38
(1)一个事件发生后,又发生了另一个事件,两个事件未必关联,也未必有是因果关系。就像大哥先生了个儿 ...
找到问题了, 任务休眠进入的任务切换。
优先级较高,中断抢占调度,之后翻转IO马上就进入休眠引起一次任务调度。

杨为民 发表于 2023-8-1 17:46:54

熊仔 发表于 2023-8-1 15:28
找到问题了, 任务休眠进入的任务切换。
优先级较高,中断抢占调度,之后翻转IO马上就进入休眠引起一次任 ...

这个解释是不对的。我专门在本版块发了个新帖,你试着用“孤立疗法”来研究一下,那个出现那个现象的原因是什么

熊仔 发表于 2023-8-1 19:51:23

本帖最后由 熊仔 于 2023-8-1 20:15 编辑

我特意在os延时函数之前加了个普通延时,P23的高电平脉冲就隔开了延迟的时间。当然重点是因为有就绪任务才能进入软件级调度。
如果没有就绪任务,即便执行os延时函数,也是不会出现P23的高电平脉冲。

杨为民 发表于 2023-8-2 00:57:58

熊仔 发表于 2023-8-1 19:51
我特意在os延时函数之前加了个普通延时,P23的高电平脉冲就隔开了延迟的时间。当然重点是因为有就绪任务才 ...

方法正确,见我下面的回复

杨为民 发表于 2023-8-2 01:02:23

本帖最后由 杨为民 于 2023-8-2 01:04 编辑

本帖子前面提到的关于瑕疵问题:
其中的“重要瑕疵,如果当前有任务调度,会导致随后任务级OSCtxSw 任务切换函数执行”不存在。并且按照用户程序设计的次序,从时间次序上P23脉冲发生在P21脉冲前面。
(1)通过孤立疗法,将3个任务依次注释掉,可以看到这个现象出现在“任务C”中。因此将程序进一步修改为研究程序,只运行任务C:

其中将任务C的第74行注释掉,使该任务无限循环执行。然后用P25夹住“uCx51_Task_SleepMS”休眠函数。这样从时间次序上为:P25=0-->休眠-->睡醒-->P25=1。
这样我们就可以看到该现象被“孤立”出来,唯一而重复第发生了,这样就便于我们研究查找问题了:
(2)将单次的事件放大:
1)图中可以看到当程序执行到第70行的T1时刻,P25=0,然后开始执行第71行程序,访问休眠函数。2)在休眠函数中,经过14.875微秒,程序设置好延时计数,挂起本任务后,T2时刻开始进行非中断的任务切换,将任务切换给空闲任务,图中呈现出P23的正脉冲。3)经过100毫秒的休眠后,由RTOS的“_?OSTimeTick” 系统节拍处理程序唤醒任务C,由“_?uCx51_IntSched”中断任务切换函数将任务执行权切换给任务C。但是按照时间顺序这个切换过程的P21通道正脉冲位于图的右面,在本图中是看不到的。本图上显示的P21通道正脉冲是上一个程序循环的。4)当任务C被唤醒后,程序从第72行P25=1开始执行,继续从第68行执行到第70行,实现下一个循环。图中P25的正脉冲代表了执行这一段用户程序的过程。(3)结论。对于任何一个RTOS的休眠函数,都将产生两次关联的任务切换,第一次是将本任务挂起,进入休眠状态,由非中断任务切换函数将任务控制权切换给其他任务,第2次是休眠时间到后,有中断任务切换函数将任务控制权切换回本函数,从休眠函数的下一行程序开始执行。两者从时间上非中断切换在线,中断切换在后,但不是因果关系。休眠函数是因,两者皆是果。(4)任务切换函数是uC/OS-II原有的,本移植并未改变,因此uC/OS-II的任务切换函数没有错误。在这里仍然要谢谢熊仔坛友的这次的抛砖引玉,经这一轮的讨论使得我们大家加深了对RTOS的认识。


熊仔 发表于 2023-8-2 12:45:28

本帖最后由 熊仔 于 2023-8-2 12:46 编辑

杨老师回答很详细。
我也把uC/OS-II优化了一遍,把遇到的瑕疵都改了。

还有2点需要讨论的:
讨论1,原版移植的作者对中断的处理,进出需要开关中断,算是正确的,不算瑕疵。因为他是照顾LCALL _?OSIntEnter      ;通知内核进入中断函数调用,这个函数调用前需要关中断。
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

当然,函数介绍的说明2也提示用户可以直接OSIntNesting++ 操作。已经声明了全局变量。
所以这个时候有更优化的方案。
方案1 ,就是杨老师的方案,但是改动较大。
方案2,我现在用的方案 。OS_EXTINT8U      DF_DATA       OSIntNesting;// 用data声明变量 可以直接在中断入口++操作(INCOSIntNesting )。这个和杨老师的方案一致。
考虑到原函数是有对OSRunning 判断,系统启动了才进行++或者--操作。
如果用户在没有启动系统的时候,就把EA打开。会进入中断 OSIntNesting ++。但是LCALL _?OSIntExit      ;通知内核退出中断    这个不能--,导致出问题。所以需要改造这个函数。
把OSIntNesting--;部分移动出来,在if (OSRunning == OS_TRUE)之前。
另外if (OSIntNesting > 0u)没必要,成对出现的,不会小于0的情况。
OSIntExit函数改造后这样:
data:image/png;base64,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

下面是中断函数:
data:image/png;base64,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


讨论2,是否规定用户只用寄存器组0.因为用上系统后,中断函数需要系统管理,不能使用C51自带的C语言中断函数。
我认为统一用工作寄存器0。这样还可以更加优化对寄存器组的进出堆栈。
直接用绝对地址方式出入栈。不然要使用相对地址,需要通过ACC出入栈,效率慢了一倍。如果使用其他寄存器组速度反而慢了,没意思。
下面是绝对地址操作寄存器组出入栈:

                PUSH AR0
                PUSH AR1
                PUSH AR2
                PUSH AR3
                PUSH AR4
                PUSH AR5
                PUSH AR6
                PUSH AR7




                POP      AR7
                POP      AR6
                POP      AR5
                POP      AR4
                POP      AR3
                POP      AR2
                POP      AR1
                POP      AR0


杨为民 发表于 2023-8-2 13:20:33

熊仔 发表于 2023-8-2 12:45
杨老师回答很详细。
我也把uC/OS-II优化了一遍,把遇到的瑕疵都改了。



你能够“我也把uC/OS-II优化了一遍,把遇到的瑕疵都改了。”,说明你已经深入地研究过了。依我对你的了解,你有能力自己独立移植一个uC/OS-II的版本,但是缺一点点勇气。你是时候推出一个你自己的RTOS移植版本了。不必顾忌我已经写的那些。我只是一个老师,只是一个给你引路的,说的也未必都正确。因此你就根据你已经提出的关于不等长堆栈、关于中断任务保护以及在堆栈中保存寄存器现场等等观点,移植一个你自己的版本,勇敢地迈这一步

熊仔 发表于 2023-8-2 15:45:19

杨为民 发表于 2023-8-2 13:20
你能够“我也把uC/OS-II优化了一遍,把遇到的瑕疵都改了。”,说明你已经深入地研究过了。依我对你的了解 ...

好的,忙完,抽空把移植的记录写下来,另发一个帖子。
我优化后的切换任务函数时间缩短到11.4us,原来是14.多us左右
页: 1 2 [3] 4
查看完整版本: STC单片机uC/OS-II移植记(3):整理移植源