本帖最后由 isLucy 于 2020-11-29 16:35 编辑
楼主又又又来和大家分享用天问Mini来DIY小项目了。那么本贴给大家分享的是数码管,需要实现的效果是:数码管显示会从0开始累加,累加到10000会重新从0开始累加。
材料说明: 1块天问Mini,F3461BH 四位共阳数码管一个,导线若干。 接线说明: 数码管的6、8、9、12脚,分别接入到单片机的:P35、P16、P15、P12口。 数码管的1、2、4、5、7、10、11,分别接入单片机的:P33、34、36、37、17、14、13口 这里小数点没有用到就没有接,如果有需要可自行接。 特别说明: 如果没有我这个数码管也没事,根据自己数码管引脚的内部连线图来接 切记要分清共阳共阴,还有引脚对应的段码顺序
数码管这个就相对前面两个案例来说就要复杂一点了,了解数码管的朋友可以跳过这段,那么这里给还不只是很知道的小可爱来稍微讲解一下下(就一下下哦): 1.段码:下面给大家提供一组图片,我们可以理解为,一位数码管有8段可以显示的LED,分别为a-b-c-d-e-f-g-dp,其中有一段dp是小数点(有一些数码管没有小数点这段),我们可以通过点亮相对应的数码管段码来得到我们所需要的数字,或者简易的字母。比如说,我想要得到数字1,我们就点亮 b、c 两段LED,举一反三需要的到什么就点亮对应的段码。
2. 位码:顾名思义,我们可以理解是选择数码管位数的。比如说,我们要显示15,就让第一位数码管显示5,第二位数码管显示1。 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)
大家切记要分清数码管是共阴的还是共阳的,所谓共阴就是低电平点亮,共阳就是高电平点亮。
那么接下来给大家看一下我完成的实物图:
然后给大家附上源码的链接,不收钱的的哦:http://www.haohaodada.com/C51/stc8.php?id=20839
当然,把电路的原理图也附送给大家使用或者参考:
在楼主提供的代码当中也有详细说明电路的所需要的材料和电路连接说明,大家自行采取。 好啦,本次的分享就到这里,有什么问题记得在下方评论留言,小可爱们赶快动手试试吧,如果喜欢的话,回头记得关注,给楼主点个赞评论一下啦~
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