求助：USB与电池电源隔离电路
本帖最后由 fangdongchao 于 2020-10-19 16:28 编辑我参考网上的电路，不知道这样可行不可行？会不会存在什么问题，求指点
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
本帖最后由 liufabing 于 2020-10-19 16:59 编辑
1. DC_5V会通过 SW的2-3给电池充电,
2. USB_5V会通过Q1内部二极管到BAT(这是电池正还是网络名忘记修改?)这个网络
3. 看你这图好像有3种供电方式.你要先说清楚实现的功能及输入是什么.
最简单的就是三个二极管
DC_5V---------------|>--------+
USB_5V--------------|>--------+----输出
BAT(AA*3=4.5V)---|>--------+
哪边高哪边供电. liufabing 发表于 2020-10-19 16:57
1. DC_5V会通过 SW的2-3给电池充电,
2. USB_5V会通过Q1内部二极管到BAT(这是电池正还是网络名忘记修改?)这 ...
是这样的：
1，电源只有两种，要么4.5V供电，要么USB供电；（DC_5V是电池盒的电，即4.5V）
2，供电方式有3种：A只有4.5V，B只有USB（这里是做烧录更新程序用），C4.5V，USB同时供电（考虑到产品上有电池再直接接电脑USB）
我的想法是：在电池盒和USB同时供电的情况下，不影响到电路工作
这有个现成的图
https://www.amobbs.com/thread-4199396-1-1.html
3楼 http://cache.amobbs.com/bbs_upload782111/files_32/ourdev_574043.jpg liufabing 发表于 2020-10-20 12:02
这有个现成的图
https://www.amobbs.com/thread-4199396-1-1.html
3楼
谢谢，刚点去看了，很有帮助，再次感谢
饭桶 发表于 2020-10-20 12:38
太谢谢了，看着像和我的类似，具体的我再得试下
这有个汇总贴
https://www.amobbs.com/thread-5661807-1-1.html liufabing 发表于 2020-10-20 16:54
这有个汇总贴
https://www.amobbs.com/thread-5661807-1-1.html
太感谢了{:handshake:}
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