神农鼎 发表于 2023-2-1 11:30:32

真12位ADC, 热敏电阻/NTC 测温 视频教程

真12位ADC, 热敏电阻/NTC 测温 《STC32位8051单片机原理及C语言程序设计 视频教程》,第19集上线


https://www.stcaimcu.com/forum.php?mod=viewthread&tid=323

iop789zxc 发表于 2023-6-4 02:50:23

这个例程vref好像是2.5v,我
现在vref是vcc,请问那个adc表的数值应该怎么得到哦

iop789zxc 发表于 2023-8-1 02:08:03

顶一顶,看看有没有大佬能提供一下对应数值

梁工 发表于 2023-8-1 14:35:51

iop789zxc 发表于 2023-6-4 02:50
这个例程vref好像是2.5v,我
现在vref是vcc,请问那个adc表的数值应该怎么得到哦 ...

只要NTC供电来自ADC的AV_REF,REF的电压从2.5V~VCC,ADC值都一样,不会影响精度。

huhuan 发表于 2023-11-30 19:30:53

{:4_181:}ntc的程序在哪里 ,借鉴的

qepuemc 发表于 2024-3-26 10:48:11

梁工 发表于 2023-8-1 14:35
只要NTC供电来自ADC的AV_REF,REF的电压从2.5V~VCC,ADC值都一样,不会影响精度。 ...

一个是0~2.5。一个是2.5~5。怎么可能会一样呢?

angmall 发表于 2024-3-26 11:31:30

本帖最后由 angmall 于 2024-3-26 11:34 编辑

huhuan 发表于 2023-11-30 19:30
ntc的程序在哪里 ,借鉴的
这个是主程序。

#include "COMM/stc.h"                //调用头文件
#include "COMM/usb.h"
#include "seg_led.h"
#include "key.h"
#include "beep.h"
#include "tim0.h"
#include "exit.h"
#include "adc.h"
#include "ntc.h"


#define MAIN_Fosc 24000000UL      //定义主时钟

char *USER_DEVICEDESC = NULL;
char *USER_PRODUCTDESC = NULL;
char *USER_STCISPCMD = "@STCISP#";

bitTIM_10MS_Flag;                        //10ms的标志位
u16 Tme_CountDown = 0;                //全局变量

bit RUN_STATE = 0;                //0:正常运行1:参数设置
u8 S_HOUR = 0;
u8 S_MINUTE = 0;
u8 S_SECOND = 0;

void sys_init();      //函数声明
void delay_ms(u16 ms);      //unsigned int

void TIME_SET_Second(void)
{
      S_SECOND ++;
      if( S_SECOND>60 )
      {
                S_SECOND = 0;
                S_MINUTE++;
      }      
}
void main()                                        //程序开始运行的入口
{
      int TEMP_VAL;
      int count = 0;
      
      sys_init();                              //USB功能+IO口初始化
      usb_init();                              //usb库初始化
      
      delay_ms(500);
      Timer0_Init();                        //定时器0初始化
      ADC_Init();      
      
      P1M0 = 0x00; P1M1 = 0x08;

      
      EA = 1;                                        //CPU开放中断,打开总中断。

      while(1)                //死循环
      {
                delay_ms(2);
                if( DeviceState != DEVSTATE_CONFIGURED )         //
                        continue;
                if( bUsbOutReady )                                                               
                {
                        usb_OUT_done();
                        
                        
                        printf("当前温度:%d\r\n",TEMP_VAL);
                }
               
                if( TIM_10MS_Flag==1 )                                                                        //如果10ms到了
                {
                        TIM_10MS_Flag = 0;                                                                        //清空标志位
                        
                        count++;
                        if( count>=30 )
                        {
                              count = 0;
                              
                              TEMP_VAL = Temp_Cal(ADC_Read(3));
                              
                              SEG0 = TEMP_VAL/1000%10;
                              SEG1 = TEMP_VAL/100%10;
                              SEG2 = TEMP_VAL/10%10 +10;
                              SEG3 = TEMP_VAL/1%10;
                        }
                              
                }               

      }
}

void Timer0_Isr(void) interrupt 1
{
      static timcount = 0;
      
      SEG_LED_Show();                        //数码管刷新的
      
      timcount++;                              //1ms+1
      if( timcount>=10 )                //如果这个变量大于等于10,10ms计数到达
      {
                timcount = 0;
                TIM_10MS_Flag = 1;      //10ms时间到了
      }
}


void sys_init()                //函数定义
{
    WTST = 0;//设置程序指令延时参数,赋值为0可将CPU执行指令的速度设置为最快
    EAXFR = 1; //扩展寄存器(XFR)访问使能
    CKCON = 0; //提高访问XRAM速度

      P0M1 = 0x00;   P0M0 = 0x00;   //设置为准双向口
    P1M1 = 0x00;   P1M0 = 0x00;   //设置为准双向口
    P2M1 = 0x00;   P2M0 = 0x00;   //设置为准双向口
    P3M1 = 0x00;   P3M0 = 0x00;   //设置为准双向口
    P4M1 = 0x00;   P4M0 = 0x00;   //设置为准双向口
    P5M1 = 0x00;   P5M0 = 0x00;   //设置为准双向口
    P6M1 = 0x00;   P6M0 = 0x00;   //设置为准双向口
    P7M1 = 0x00;   P7M0 = 0x00;   //设置为准双向口
      
    P3M0 = 0x00;
    P3M1 = 0x00;
   
    P3M0 &= ~0x03;
    P3M1 |= 0x03;

    //设置USB使用的时钟源
    IRC48MCR = 0x80;    //使能内部48M高速IRC
    while (!(IRC48MCR & 0x01));//等待时钟稳定

    USBCLK = 0x00;      //使用CDC功能需要使用这两行,HID功能禁用这两行。
    USBCON = 0x90;
}


void delay_ms(u16 ms)      //unsigned int
{
      u16 i;
      do
      {
                i = MAIN_Fosc/6000;
                while(--i);
      }while(--ms);
}
15.NTC温度采集.zip
15.NTC温度采集.zip

梁工 发表于 2024-3-26 11:49:28

qepuemc 发表于 2024-3-26 10:48
一个是0~2.5。一个是2.5~5。怎么可能会一样呢?

假设,某个温度下NTC阻值为2.5K,串联10K电阻到AVREF,则输出电压为AVREF*2.5/(10+2.5)
= 0.2*AVREF, AVREF从2.5~5V都是这个比值,而ADC的值就是一样的:4096*0.2*AVREF/AVREF = 819。STC官方的例子直接下载就可以测试,并不难,你调整AVREF会发现,温度值不变的。

您认为不一样,请您给出不一样的计算结果。

胡冰2025 发表于 2025-6-2 08:09:45

梁工 发表于 2024-3-26 11:49
假设,某个温度下NTC阻值为2.5K,串联10K电阻到AVREF,则输出电压为AVREF*2.5/(10+2.5)
= 0.2*AVREF ...

''STC官方的例子直接下载就可以测试'"你好,请问这个例子在哪儿,有没有高手讲解一下,这个例子,谢谢

梁工 发表于 2025-6-2 13:42:07

胡冰2025 发表于 2025-6-2 08:09
''STC官方的例子直接下载就可以测试'"你好,请问这个例子在哪儿,有没有高手讲解一下,这个例子,谢谢
...

data:image/png;base64,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





页: [1] 2
查看完整版本: 真12位ADC, 热敏电阻/NTC 测温 视频教程