深圳湾 发表于 2025-11-30 12:48:42

请教一下,能否用MOS管做出单刀双掷开关电路

请教一下,能否用MOS管做出单刀双掷开关电路

晓飛飛 发表于 2025-11-30 13:11:19

模拟开关的本质就是MOS器件构成的传输门,不过需要使用衬底和源极独立的器件才行,一对相反的控制信号分别控制两个传输门,同一时刻只开一个,就是单刀双掷结构了。
这只是纯理论的说法。回归到需求本质,你需要做什么东西,为什么一定要用MOS管,有比这更合适的器件不妨考虑一下。
我随便举个例子你参考一下,希望有些用处:
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

fjstcmcu 发表于 2025-11-30 15:18:38

晓飛飛 发表于 2025-11-30 13:11
模拟开关的本质就是MOS器件构成的传输门,不过需要使用衬底和源极独立的器件才行,一对相反的控制信号分别 ...

这个贵比芯片贵{:touxiao:}

xiaobendan 发表于 2025-11-30 16:47:39

晓飛飛 发表于 2025-11-30 13:11
模拟开关的本质就是MOS器件构成的传输门,不过需要使用衬底和源极独立的器件才行,一对相反的控制信号分别 ...

到立创看了,挺贵的啊

深圳湾 发表于 2025-11-30 17:25:10

芯片要1,2块或更高

深圳湾 发表于 2025-11-30 17:34:51

晓飛飛 发表于 2025-11-30 13:11
模拟开关的本质就是MOS器件构成的传输门,不过需要使用衬底和源极独立的器件才行,一对相反的控制信号分别 ...

也没啥需求,就是突然想到,如果用ADC测一排电阻的阻值,用一个带ADC的IO,一个一个去测,每次要测谁就用普通IO通过MOS管将带ADC的IO切换到哪个电阻上,这样不就能实现自动用一个ADC IO 扫描测度多条连接着电阻的线路了,比如1对50,

晓飛飛 发表于 2025-11-30 20:41:32

所以,你说的是信号开关而不是功率开关,那最经济的做法就是选集成模拟开关来处理,比如CH448是十六选一模拟开关,只需要4片即可扩展60路以上输入通道,增加的成本也就五六元。
当然了,非要用MOS也不是不行,需要提供具体的需求信息,如果是巡检50个电阻的阻值,要求不高的情况下,是可以使用MOS来做通道选择的,当然也有一定的约束条件,比如MOS的Ron和待测电阻要量级差异够大才能消除误差。

晓飛飛 发表于 2025-11-30 22:53:38

fjstcmcu 发表于 2025-11-30 15:18
这个贵比芯片贵

因为楼主没有讲清是信号开关还是功率开关,只是举个例子抛个砖而已,芯片是贵了些,也有廉价方案,需要的器件多一些。

深圳湾 发表于 2025-11-30 23:51:29

晓飛飛 发表于 2025-11-30 20:41
所以,你说的是信号开关而不是功率开关,那最经济的做法就是选集成模拟开关来处理,比如CH448是十六选一模 ...

查了下CH448资料,发现用这个的确更适合,特别是焊接成本少很多,毕竟元件少了许多,IO需求也少,谢谢,有空我琢磨着玩一下试试

猫虎的 发表于 2025-12-1 08:08:50

应该可以用一个Pmos+一个Nmos做成半桥式的,来实现单刀双掷的效果
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查看完整版本: 请教一下,能否用MOS管做出单刀双掷开关电路