kaka 发表于 2015-11-30 11:52:46

基于arduino和I2C接口制作的计数器(原创)

本帖最后由 kaka 于 2015-11-30 12:00 编辑

前几天帮朋友做了一个计数器,非常简单的计数器
我看论坛上还没人发如何制作计数器,所以抛砖引玉下
有人会问这么简单的东西有什么应用啊,哈哈,这个是
韩国的running men,来南京演唱会,这个是给他们
现场做的点赞器。
主要硬件就是一个按钮、一个arduino主板+一块1.2寸的
7段数码管


制作过程
1、将数码管和arduino连接,由于采用的是I2C接口
所以信号线只需要2根即可实现功能


接线方式

[*]"D" - I2C Data Pin (SDA)
[*]"C" - I2C Clock Pin (SCL)
[*]"+" - 5v. (Will not run on 3.3v!)
[*]"-" - GND
[*]"IO" - I2C bus voltage
对于uno采用如下接线方式

[*]D -> SDA
[*]C -> SCL
[*]+ -> 5v
[*]- -> GND
[*]IO -> jumper to + for 5v.
代码:

为了检测按钮信号,采用了中断方式
将开关的OUT接入D2
/*接线:
kaiguan
out----D2
vcc ---3.3V
gnd----gnd


sumaguan
scl----a5
sda----a4
vcc----5V
GND----GND

*/
#include <Wire.h>

#include "Adafruit_LEDBackpack.h"
#include "Adafruit_GFX.h"

Adafruit_7segment matrix = Adafruit_7segment();

long count=0 ;
unsigned long time = 0;
void setup() {
   matrix.begin(0x70);
Serial.begin(9600);
   attachInterrupt(0, runCount, FALLING);    //设置触发,中断号0,即数字2口
// put your setup code here, to run once:

}

void loop() {
Serial.println(count);
matrix.print(count, DEC);
matrix.writeDisplay();
delay(500);
// put your main code here, to run repeatedly:

}
void runCount()            //触发函数
{

if ((millis() - time) > 150) //防抖动处理
{
    count ++;
      //for(int i = 0; i < 4; i++) {
       //EEPROM.write(i,*dpointer);
      
      //   dpointer++;
   // }

}

time = millis();

}下面的附件是程序中涉及的库文件


Ricky 发表于 2015-11-30 11:56:00

数码管颜色挺好看,代码乱了。 代码最好黏贴到记事本里,然后去掉里面的标记,再复制到论坛里,就看起来整齐了。

kaka 发表于 2015-11-30 11:58:51

Ricky 发表于 2015-11-30 11:56
数码管颜色挺好看,代码乱了。 代码最好黏贴到记事本里,然后去掉里面的标记,再复制到论坛里,就看起来整 ...

不好意思,在修改

kevinzhang19701 发表于 2015-11-30 12:06:52

有意思:handshake

MoonShine 发表于 2015-11-30 12:10:58

这个LED比我红色的高端多了

kaka 发表于 2015-11-30 15:14:14

MoonShine 发表于 2015-11-30 12:10
这个LED比我红色的高端多了

我也有红色的这个数码管

hnyzcj 发表于 2015-11-30 15:24:33

不错不错,值得学习。

Juice 发表于 2015-11-30 17:48:56

running man ~~~那用你东西的人好多了啊~赞赞~~

大连林海 发表于 2015-11-30 18:47:27

学习了

孙毅 发表于 2015-11-30 22:51:09

哈哈,什么情况,竟然论坛置顶了?!

jczaza 发表于 2015-12-1 10:14:26

按钮呢{:5_118:}

kaka 发表于 2015-12-1 11:25:36

jczaza 发表于 2015-12-1 10:14
按钮呢

按钮我没拍进去了,买的是下面的这种按钮,3个接线,VCC,GND,OUT接D2口

kaka 发表于 2015-12-1 11:26:49

你也可以用普通按钮,甚至拿根线接3v3,接电阻,去碰D2口

kaka 发表于 2015-12-1 11:27:10

孙毅 发表于 2015-11-30 22:51
哈哈,什么情况,竟然论坛置顶了?!

我也不清楚

jczaza 发表于 2015-12-1 15:35:39

很好奇他们策划用这个在现场是怎样用呢

kaptar 发表于 2016-12-26 23:54:53

为什么我的不行呢总是这个样子,求解答谢谢
data:image/png;base64,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

kaka 发表于 2016-12-29 12:41:52

jczaza 发表于 2015-12-1 15:35
很好奇他们策划用这个在现场是怎样用呢

给喜欢的明星投票啊,有一次跑男中国结束投票还是用纸然后统计,我这个直接按了就投票

kaka 发表于 2016-12-29 12:42:38

kaptar 发表于 2016-12-26 23:54
为什么我的不行呢总是这个样子,求解答谢谢

我看不见你发的,一直在刷新,什么都出不来

wuhq1207 发表于 2017-2-25 23:03:26

您好,我也想想用Arduino做个秒表,请问下你附件里的程序怎么使用,还有D2是板子上的Digital2吗,谢谢

kaka 发表于 2017-2-27 11:48:25

wuhq1207 发表于 2017-2-25 23:03
您好,我也想想用Arduino做个秒表,请问下你附件里的程序怎么使用,还有D2是板子上的Digital2吗,谢谢 ...

是的

DFH1cUlGQdQ 发表于 2018-9-14 22:36:57

能用红外传代替按键吗
页: [1] 2
查看完整版本: 基于arduino和I2C接口制作的计数器(原创)