eoorosy 发表于 2023-11-8 15:10:09

32定时器溢出时,定时器的值不应该是65535或0这类的临界值吗?为什么是随机值?(附代码)


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




uint32_t timer_ov;

void gpio_config(void)
{
    rcu_periph_clock_enable(RCU_GPIOA);
    gpio_init(GPIOA, GPIO_MODE_IN_FLOATING, GPIO_OSPEED_50MHZ, GPIO_PIN_6);
}

void timer2_config(void)
{
    timer_ic_parameter_struct timer_icinitpara;
    timer_parameter_struct timer_initpara;

    rcu_periph_clock_enable(RCU_TIMER2);
    timer_deinit(TIMER2);

    /* TIMER0 configuration */
    timer_initpara.prescaler         = 120-1;
    timer_initpara.alignedmode       = TIMER_COUNTER_EDGE;
    timer_initpara.counterdirection= TIMER_COUNTER_UP;
    timer_initpara.period            = 65535;
    timer_initpara.clockdivision   = TIMER_CKDIV_DIV1;
    timer_initpara.repetitioncounter = 0;
    timer_init(TIMER2,&timer_initpara);

    timer_icinitpara.icpolarity = TIMER_IC_POLARITY_RISING;
    timer_icinitpara.icselection = TIMER_IC_SELECTION_DIRECTTI;
    timer_icinitpara.icprescaler = TIMER_IC_PSC_DIV1;
    timer_icinitpara.icfilter = 0;
   
    timer_interrupt_flag_clear(TIMER2,TIMER_INT_FLAG_UP|TIMER_INT_FLAG_CH0);
    timer_input_capture_config(TIMER2,TIMER_CH_0,&timer_icinitpara);
    timer_interrupt_enable(TIMER2,TIMER_INT_UP|TIMER_INT_CH0);
    nvic_irq_enable(TIMER2_IRQn, 13,0);

    /* auto-reload preload enable */
    timer_auto_reload_shadow_enable(TIMER2);
    timer_enable(TIMER2);
}

int main(void)
{   
    /* configure the TIMER peripheral */
    timer2_config();
   
    /* configure systick */
    systick_config();
   
    gd_eval_com_init(EVAL_COM1);
   
    printf("Start\r\n");

    while (1)
    {
      printf("timer_ov = %lu\r\n", timer_ov);
      delay_1ms(100);
    }
}

void TIMER2_IRQHandler(void)
{
    if(timer_interrupt_flag_get(TIMER2,TIMER_INT_FLAG_UP)==SET)
    {
      timer_ov = timer_channel_capture_value_register_read(TIMER2,TIMER_CH_0);
      timer_interrupt_flag_clear(TIMER2,TIMER_INT_FLAG_UP);
    }
}


NaOHSol 发表于 2023-11-8 22:21:55

你把你定时器2通道0的引脚拉低或者拉高固定到一个稳定的电平再看就是临界值了

eoorosy 发表于 2023-11-9 00:55:25

NaOHSol 发表于 2023-11-8 22:21
你把你定时器2通道0的引脚拉低或者拉高固定到一个稳定的电平再看就是临界值了

请问这个和引脚电平的高低有什么关系吗,求解答

tcs_stm32 发表于 2023-11-30 16:05:24

假设单片机定时器计数频率是120M, 120分频后, 计数频率是1M,也就是1us计数加1. 中断相应到中断处理,再读取定时器的值不一定就是0了,如果还牵涉到中断嵌套或开关中断操作就更加不准确了

NaOHSol 发表于 2023-12-29 05:30:33

eoorosy 发表于 2023-11-9 00:55
请问这个和引脚电平的高低有什么关系吗,求解答

timer_ov = timer_channel_capture_value_register_read(TIMER2,TIMER_CH_0);
这里你 timer_ov 的值是通道0捕获的值,你通道0的引脚设置成浮空之后鬼知道什么时候被判定是高还是低,所以 timer_ov 的值不是0或65535
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查看完整版本: 32定时器溢出时,定时器的值不应该是65535或0这类的临界值吗?为什么是随机值?(附代码)