小白学习 发表于 2024-7-11 09:13:20

51驱动四个数码管,如何做到开始显示***0,然后递增,目前只能0000开始的递增



#include <reg51.h>


#include <intrins.h>    //延时需要的头文件
void Delay1000ms(void)        //@12.000MHz延时函数
{
        unsigned char data i, j, k;

        _nop_();
        i = 8;
        j = 154;
        k = 122;
        do
        {
                do
                {
                        while (--k);
                } while (--j);
        } while (--i);
}


int a,b,c;            
int shi=0,bai=0,qian=0;   //十位、百位、千位默认显示数组的第一个元素0,    /*如果把第一个元素换成0XFF不显示,那进位后原本显示0的就不显示了,这里没找到好办法*/
int G = {0xC0,0XF9,0XA4,0XB0,0X99,0X92,0X82,0XF8,0X80,0X90};//定义的数组显示0-9,10个数,


void main()
{
        for(a=0; a<=9; a++)
           {
                        for(b=0; b<=9; b++)
                     {               
                                       for(c=0; c<=9; c++)
                                          {       
                                                       P3 = G;
                                                       P2 = G;
                                                       P1 = G;
                                                       P0 = G;
                                                      Delay1000ms();
                                                       }
                                       shi++;            //个位显示一轮后十位+1显示
                                       if(shi == 10)   //判断十位是否加到9了,如果是则清零
                                               {
                                                  shi = 0;
                                               }
                                        }         
                                        bai++;             //十位显示一轮后百位+1显示
                                        if(bai == 10)      //判断百位是否加到9了,如果是则清零
                                                {
                                               bai = 0;
                                                }
           }
           qian++;               //百位显示一轮后千位+1显示
           if(qian == 10)          //判断千位是否加到9了,如果是则清零
                   {
                          qian = 0;
                   }
}

显示效果
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

这是程序选择的显示0000-9999,不希望上电就显示0000,应该上电显示个位0,其余不显示然后每秒递增
朋友们请问如何做到***0~**10~*100-1000~9999,*表示还没有进位的就不显示。。

小白学习 发表于 2024-7-11 09:16:29

占个楼,如果在数组里添加0XFF,那么进位时如何避免显示到这个0XFF呢
重新建一个数组的话,什么时机来显示这个呢

h09721 发表于 2024-7-15 08:13:25

:(:D

h09721 发表于 2024-7-15 08:13:30

:loveliness:;P

h09721 发表于 2024-7-15 08:13:35

:lol:$

h09721 发表于 2024-7-29 08:18:53

:):)

h09721 发表于 2024-7-29 08:18:58

:(:(

h09721 发表于 2024-7-29 08:19:05

:D:lol

fyljx888 发表于 2024-9-2 19:02:46

//从最高为开始,遇到0不显示,遇到非0退出循环
            for (j=3; j>=1; j--)
            {
                if (buf == 0)
                  LedBuff = 0xFF;
                else
                  break;
            }
            //将剩余的有效数字位如实转换
            for ( ; j>=0; j--)//for()起始未对j操作,j即保持上个循环结束时的值
            {
                LedBuff = LedChar];
            }

网上找的,供参考
页: [1]
查看完整版本: 51驱动四个数码管,如何做到开始显示***0,然后递增,目前只能0000开始的递增