问答

[i=s] 本帖最后由 tyw 于 2024-9-2 14:49 编辑 [/i] 9脚6位数码管如何驱动，前三位显示电流，后三位显示电压，不知道如何写段码[img]data:image/png;base64,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这是相关代码： /* 头文件声明区 */ #include //89c52专用头文件 #include //初始化底层驱动专用头文件 #include //按键底层驱动专用头文件 #include //数码管底层驱动专用头文件 #include //Led底层驱动专用头文件 #include //包含了各种内联函数和宏，用于访问处理器特定的指令和功能的头文件 /* 变量声明区 */ unsigned char Key_Val,Key_Down,Key_Old,Key_Up;//按键专用变量 unsigned char Key_Slow_Down;//按键减速专用变量 unsigned char Seg_Buf[8] = {10,10,10,10,10,10,10,10};//数码管显示数据存放数组 unsigned char Seg_Point[8] = {0,0,0,0,0,0,0,0};//数码管小数点数据存放数组 unsigned char Seg_Pos;//数码管扫描专用变量 unsigned int Seg_Slow_Down;//数码管减速专用变量 unsigned char ucLed[8] = {0,0,0,0,0,0,0,0};//Led显示数据存放数组 unsigned char Seg_Disp_Mode=1;//数码管模式显示变量 0为学号显示 1为按键显示 unsigned char Seg_Student[16]={8,2,0,6,2,2,0,7,2,7,0,0,0,0,0,0};//学号存储数组 /*自定义延迟函数（毫秒）*/ void Delay(unsigned int xms) //@12.000MHz { unsigned char i, j; while(xms--) { i = 2; j = 239; do { while (--j); } while (--i); } } /* 键盘处理函数 */ void Key_Proc() { if(Key_Slow_Down) return; Key_Slow_Down = 1;//键盘减速程序 Key_Val = Key_Read();//实时读取键码值 Key_Down = Key_Val & (Key_Old ^ Key_Val);//捕捉按键下降沿 Key_Up = ~Key_Val & (Key_Old ^ Key_Val);//捕捉按键上降沿 Key_Old = Key_Val;//辅助扫描变量 switch(Key_Down) { case 16: if(Seg_Disp_Mode==1) Seg_Buf[0] =0; LcdGotoXY(3,0); LcdPrintStr("键盘显示0 "); break; case 1: if(Seg_Disp_Mode==1) Seg_Buf[0] =1; LcdGotoXY(3,0); LcdPrintStr("键盘显示1 "); break; case 2: if(Seg_Disp_Mode==1) Seg_Buf[0] =2; LcdGotoXY(3,0); LcdPrintStr("键盘显示2 "); break; case 3: if(Seg_Disp_Mode==1) Seg_Buf[0] =3; LcdGotoXY(3,0); LcdPrintStr("键盘显示3 "); break; case 4: if(Seg_Disp_Mode==1) Seg_Buf[0] =4; LcdGotoXY(3,0); LcdPrintStr("键盘显示4 "); break; case 5: if(Seg_Disp_Mode==1) Seg_Buf[0] =5; LcdGotoXY(3,0); LcdPrintStr("键盘显示5 "); break; case 6: if(Seg_Disp_Mode==1) Seg_Buf[0] =6; LcdGotoXY(3,0); LcdPrintStr("键盘显示6 "); break; case 7: if(Seg_Disp_Mode==1) Seg_Buf[0] =7; LcdGotoXY(3,0); LcdPrintStr("键盘显示7 "); break; case 8: if(Seg_Disp_Mode==1) Seg_Buf[0] =8; LcdGotoXY(3,0); LcdPrintStr("键盘显示8 "); break; case 9: if(Seg_Disp_Mode==1) Seg_Buf[0] =9; LcdGotoXY(3,0); LcdPrintStr("键盘显示9 "); break; case 10: if(Seg_Disp_Mode==1) Seg_Buf[0] =11; LcdGotoXY(3,0); LcdPrintStr("键盘显示A "); break; case 11: if(Seg_Disp_Mode==1) Seg_Buf[0] =12; LcdGotoXY(3,0); LcdPrintStr("键盘显示b "); break; case 12: if(Seg_Disp_Mode==1) Seg_Buf[0] =13; LcdGotoXY(3,0); break; case 13: if(Seg_Disp_Mode==1) Seg_Buf[0] =14; LcdGotoXY(3,0); LcdPrintStr("键盘显示d "); break; case 14: if(Seg_Disp_Mode==1) Seg_Buf[0] =15; LcdGotoXY(3,0); LcdPrintStr("键盘显示E "); break; case 15: if(Seg_Disp_Mode==1) Seg_Buf[0] =16; LcdGotoXY(3,0); LcdPrintStr("键盘显示F "); break; case 17: Seg_Disp_Mode = 0; LcdWriteCmd(0xff); LcdGotoXY(3,0); LcdPrintStr("学号流水显示"); break; case 18: Seg_Disp_Mode = 1; break; } } /* 信息处理函数 */ void Seg_Proc() { unsigned char i,j;//循环变量 if(Seg_Slow_Down) return; Seg_Slow_Down = 1;//数码管减速程序 if(Seg_Disp_Mode==0)//学号显示界面 { Seg_Buf[7] =0; for(i=0,j=0;i<=5,j<=15;i++,j++) { if(i==6) { i=0; Seg_Buf[i] =Seg_Student[j]; Delay(500); } else { Seg_Buf[i] =Seg_Student[j]; Delay(500); } } } if(Seg_Disp_Mode==1)//按键响应界面 { Seg_Buf[1] =10; Seg_Buf[2] =10; Seg_Buf[3] =10; Seg_Buf[4] =10; Seg_Buf[5] =10; Seg_Buf[6] =10; Seg_Buf[7] =1; } } /* 其他显示函数 */ void Led_Proc() { } void Timer0Init(void) //1毫秒@12.000MHz { AUXR &= 0x7F; //定时器时钟12T模式 TMOD &= 0xF0; //设置定时器模式 TL0 = 0x18; //设置定时初始值 TH0 = 0xFC; //设置定时初始值 TF0 = 0; //清除TF0标志 TR0 = 1; //定时器0开始计时 ET0 = 1; //定时器中断0打开 EA = 1; //总中断打开 } void Timer0Server() interrupt 1 { if(++Key_Slow_Down == 10) Key_Slow_Down = 0;//键盘减速专用 if(++Seg_Slow_Down == 500) Seg_Slow_Down = 0;//数码管减速专用 if(++Seg_Pos == 8) Seg_Pos = 0;//数码管显示专用 Seg_Disp(Seg_Pos,Seg_Buf[Seg_Pos],Seg_Point[Seg_Pos]); Led_Disp(Seg_Pos,ucLed[Seg_Pos]); } /* Main函数 */ void main() { Timer0Init(); LcdInit(); // LCD12864液晶功能初始化 LcdShowInit(); while (1) { Key_Proc(); Seg_Proc(); Led_Proc(); } } 有些是关于lcd12864的代码我去掉了，与这个模块没关系 [url=" d:\桌面\7dedfb64eaa278e39a3a202a7d3c797.jpg][img][/img][/url] [url=" d:\桌面\3930d12871e68cda4111828a19f5159.jpg][img][/img][/url] [url=" d:\桌面\3930d12871e68cda4111828a19f5159.jpg][img][/img][/url] [url=" d:\桌面\7dedfb64eaa278e39a3a202a7d3c797.jpg][img][/img][/url] [url=" d:\桌面\3930d12871e68cda4111828a19f5159.jpg][img][/img][/url]

用两个移位寄存器级联分别控制位选和段选来让三个数码管显示需要显示的数字。在主函数while循环中按顺序位选三个数码管并分别显示数字。但是只有在给移位寄存器和数码管触电一瞬间三个数码管才能显示，然后数码管就熄灭。若是只让一个数码管显示就没有问题，数码管也不会熄灭。当用两个和三个数码管时均出现触电一瞬间显示对应数字，然后就熄灭的情况。求问各位大佬这是啥问题呢

数码管显示的原理是什么？

哪家数码管工厂生产常规红光的，最好是有经常有备货的工厂。

做一个设计，需要使用IWDG监控系统异常后复位，复位后需要检测复位源进行相关操作。具体测试了一下系统复位后复位寄存器RST_SR的数值，实际使用数码管显示器显示，看门狗定时最大为1.7s，不清狗任由它复位，能够根据LED数码管复位暂停现象判断狗的复位动作。 给系统上电，显示器只显示上电复位标志PORF=1，电源跌落标志ORF=1，而IWDG复位标志IWDGF一直为0，不置位。 请教大神指点。

请问该芯片是否支持热插拔？如果用该芯片通过IIC控制显示数码管显示数据，能不断电插拔显示模块的板吗？

[align=left]乒乓球赛采用“11”分制，因规则限制，最高得分不会超出“19”分，所以数码管个位能显“0—9”十个数，而十位只要能显“0”与“1”即可，当计分至“20”，自动复位显“0”。（20瞬间为0）[/align][align=left]‚计分有加、减功能。计分信息用按键置入，每按一次键，加（或减）1分。[/align][align=left]ƒ数码管能同步复位。（记分：15分，按下复位键，00）[/align][align=left]„单独按“加”键或按“减”键都能使个位数显“0—9”十个数，在计分时，偶尔（不是常见）发现误显，可用加、减键予以调整、纠正。[/align][align=left] 不知道该如何下手啊[/align]