基础教学第三部分的作业的疑问
尝试做project3后面的作业,第一个就遇到了问题data:image/png;base64,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这个代码是为了减缓繁杂代码的,效果也是从左往右挨个点亮熄灭,但是有个问题出了左边第一个最亮,后面的亮度都很低。。。一开始以为是接线的问题。但是测试了设置int led1,led2,led3分开做测试,三个灯亮度没问题。。。所以想知道到底问题出在哪里?求教!
定义输出了吗
hnyzcj 发表于 2016-11-29 08:23
定义输出了吗
图片没上传是成功 定义了 led1,2,3都是OUTPUT 试一下uno单独外部供电 可能usb供电不足 吹口琴的钢铁侠 发表于 2016-11-29 10:30
试一下uno单独外部供电 可能usb供电不足
知道问题了 是因为pinmode就算led++或--也要注明才可以 原来这样子
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