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大家好,我在工作中看到一个按键接法,不知如何识别其按下,请冲老师给与指导data:image/png;base64,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感觉是P0口在驱动D1和D4的区间,将P0设置为输入模式并扫描P0状态,哪个端口为高则代表对应的按键被按下
根据楼主给出的部分电路图看, 估计是在剖析一个成品电路板, 测绘电路时重新绘制电原理图.可能存在一点遗漏(错误)使人误解(看不懂)了.
我的判断是从数码管开始推测...
首先是二组共阳极的三位数码管模块,组成6位数码管显示. 6个9012三级管(PNP),分别控制对每位数码管阳极供电.
这6个三级管的集电极是连在一起的, 估计是测绘时漏掉了, 应该是还要接VCC电源正极的.
现以第一位数码管Q11和第一个发光二极管D1为例来分析...
当P1.0为高电平时Q11三极管导通,可给第一位数码管供电,(如果此时P1.6为低电平,那么D1发光管也可点亮的)
如果此时P0口数据数据输出8个bit中有0电平的话,那么第一个数码管就有笔划(段)显示点亮了...
其它三级管和发光管依次类推, 道理是一样的...
如果P1.0到P1.6的输出都是低电平0, 那么6个三级管都是不导通的, 由此可控制数码管和发光管都不会亮.
由于CPU与数码管之间没有其它电路芯片存在,那么可以确定,这6位数码管的显示只能是动态扫描显示方式了.
再看7个键输入是如何形成的... 很显然,CPU是读引脚P1.7电平来判断键输入的. 无论哪个键按下, 都是从读这个脚的电平来判断. 可能是开关量,也可能是模拟量...
当没有键按下时, 由于R28电阻上拉, 读回高电平1. 这是无疑的.当P0口轮流给各位(bit)输出0电平,(一次输出只能有1个位输出是0,其余都必须是1)
此时从P1.7读回是低电平的话,就可判断是对应是哪个键被按下了...
这里要插叙一下P1.7端口的电压问题了. 这是要看P0口输出电阻和R28上拉电阻(图中没标出阻值),以及二极管D7等等是如何配置了.
大致算算,如果R28上拉电阻是10K以上,P0口每路输出接200Ω,D7等若是普通二极管,当有按键按下时,二极管导通后存在压降0.7V,
从P1.7读入电压在1V以下是有可能的.
(如果电压较高难以判断高低电平的话,那就用ADC的方法用模拟电压来判断,因为按键与不按键,返回电压是不同的)
综上所述, 这个电路, 仅用两个8位的IO口, 实现6位数码管显示、6颗发光二极管亮灭、7个按键输入的功能, 确实是有创意、有一定巧妙之处的.
(关于如何判别键值的思路, 见另外帖子有回答)
看懵了,学习了
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