MOS管做开关无法彻底关闭
做一个无线温湿度传感器,使用AO3401,P沟道MOS管做开关,控制CC1310的电源和DHT11的电源 。STM32F030进入待机模式,通过RTC定时唤醒,唤醒后读取温湿度 ,通过无线发送,再进入待机模式。问题是: 没焊接DHT11,CC1310模组,其他都焊上,测试AO3401的打开 、关闭,量电源正常,低电平打开,DHT11和CC1310电源处的电压是3.3V;高电平关闭AO3401,电压是0。当焊接上DHT11,CC1310的时候,CC1310的电源关闭时是2.3;DHT11一直是3.3。使用万用表量单片机IO脚,电平翻转正常,0和3.3V。
后面将DHT11的数据脚、CC1310的串口那2个引脚都设为输入模式,DHT11的电源打开和关闭正常,CC1310在关闭时是1.3,还是不正常。
现在不知道什么原因,向大家请教。图在楼下。
MOS管做开关无法彻底关闭
本帖最后由 hellobug 于 2022-10-12 09:19 编辑图在楼下
MOS管做开关无法彻底关闭
本帖最后由 hellobug 于 2022-10-12 09:18 编辑data:image/png;base64,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**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**qrAD2+QDaAszoFy3M8vy84YoNNzc3x3ICzm0/F+FhQA/7zO5bcibEn7abitgBBCCCGEEELIKmO4SsxXwrXzkSPC0JBPnQBvwaZidg70vf85J5P/PFvSfhJaDhBCCCGEEELICaR8CqRCnuaoiVxQSns1SimovkebOj6EWdwS+eDJdF0HY1q08cPie51LUjlACCGEEEIIISfhtIYBYIyBjkzrnfMh/3zUP///KQTg4PkfZjHB9tfVpf0kTynH3TjnIx2cnfZuTlIO/IbDCUIIIYQQQgjJ4VfWAdNMf4fnnPP7833YP68cCCf3XafhnIbWgHNuXJFXClVpd2EMHABnfntOZ4w3EdBawbkOzjlIaEMhlrH4E/AT/jK1aT/puPAk5UAL4EfCchBCCCGEEEJIhq5zMPDWA7rrom0FS2uCEJ/WX6+dg0N+krglbYlRJfAVygEDLDY97KP0npZpVbWjwbW0Su7b3+/c8rBDQhHar5qQEEIIIYQQQoiglMKwryA6Xjdvyl1/NG0Ov83BoO/7L/i1o/O/rT9Z0Y8n7pP1xvK9KaWq5/Bb0n4KRisghBBCCCGEkBPR2nnLgcGDv/fiX7YaCBEneN60/by0Obas**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**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**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**8XANhNOAAAjZmmSeMZADjzx6srAAC8zzRNUUqJnCNyPm3PEVFSir7vl23jOK72KVHK+eMAQJuEAwA0aX3n/F7jeO9+e8v8jIb46Zwl0joMGMdIqUQp8z71uRwOw/Hh+fHDQTgAAK0zrACAH22aphjHLsaui3Ecj7+PMXbjZtf5+vhaPe7Z/cbxsszrOlyea6usz5JSuto2DMPV4y0MMTBJIQDcp+cAAD9a3/dRytxPvjZ8+76PKU1RUoooZbmTPo5jRI4YDsPVeUoqEcc77Hv3S6mc9QQoEcud+1qHiIhSytn2sRuXc3ymUkpEnMrZKi/f2P6bLJMUJkMoAOAWPQcA+PG27pBXtYFcG4ipXO/b931EzlFK2b3f8vsdS1f+fLHvemKAT7DuqVA2nseZz60KAPBDCAcA+NXuBQdXVg3/R/vt7YpfSt**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 大部分芯片的IO口内都有钳位二极管,当电源脚不供电时,IO口如果有电也可以给芯片供电的。
LcwSwust 发表于 2022-10-12 09:09
大部分芯片的IO口内都有钳位二极管,当电源脚不供电时,IO口如果有电也可以给芯片供电的。
...
刚才图没传上来。
在程序中,电源控制引脚IO设置为输出,无上拉;打开MOS管,是将IO设为低电平,关闭MOS管,是将IO设为高电平。
像这种情况,IO该如何设置呢。 hellobug 发表于 2022-10-12 09:21
刚才图没传上来。
在程序中,电源控制引脚IO设置为输出,无上拉;打开MOS管,是将IO设为低电平,关闭MOS ...
你没看懂,
我的意思是单片机与CC1310、DHT11相连的IO口如果输出高电平,会使CC1310、DHT11的VCC有电压。
不用看图了,AO3401,不接芯片都关的好好的,说明管子关闭逻辑是完全正常的。
当接上芯片,执行关闭命令,则VCC上面有电压,说明是从别的地方过来的,很正常,比如没关闭的单片机有高电平输出端到连到这些芯片组,就会从芯片端口寄生二极管反向送到VCC端。
想证明这个分析,很简单,拆掉2个芯片的远端所有连接,单独看看是不是被关的好好的?
这种情况解决其实挺简单,单片机那边有高电平输出控制端口的,在关闭前一刻,必须全部拉低。你再去看看这2个芯片是不是被关掉了。或者呢,远端的控制信号采用开漏接法,这边上拉到可以别关闭的VCC。 本帖最后由 储小勇_526 于 2022-10-12 09:58 编辑
估计是I/O配置有问题,现在设置成了推挽输出?从你的描述中是一路开关正常,另外一路不正常,可以考虑把两个I/O口调换试试,假如问题转移,那就是I/O配置问题。 本帖最后由 hellobug 于 2022-10-12 10:23 编辑
tianxj01 发表于 2022-10-12 09:55
不用看图了,AO3401,不接芯片都关的好好的,说明管子关闭逻辑是完全正常的。
当接上芯片,执行关闭命令, ...
嗯,刚才试了下。我将CC1310的RX、TX线割断;将DHT11的数据脚隔断;在进入待机模式前,将CC1310的RX、TX引脚拉低,将DHT11的数据脚拉低。
重新试了下,cc1310的VCC还是有1.3V的电压,还有其他的可能的原因吗。
在进入待机模式时,2个MOS管的控制引脚DHT11_PW,CC1310_PW都是高电平,这个是关闭MOS管,切断给CC1310的电源。
对于SOT23封装的小MOSFET,如果GS电压已经为0,但是还有比较大的电流(常温下大于1uA),则可能是管子坏了。 不用时将通信口设为输出IO,输出低电平 本帖最后由 一周一天班 于 2022-10-12 15:51 编辑
建议直接使用功率开关IC,比如MT9700,0.25元。简单可靠还便宜。立创商城有。你这个问题应该是IO输出高电平到不了3.3V,还差一点。这种PMOS开关都需要和NPN三极管搭伙的。NMOS才可以IO驱动。你可以去除R4验证这个说法。 你这种应用我经常用,应该是引脚那里漏电了,仔细检查程序 肯定是从你那个模组反灌过来的,也许是个电压信号而已,你在MOS的D极接个100Ω的电阻到地,然后再控制它开关,用示波器看波形就知道啥情况了 你最好把和其他设备的连接的io都配置成输出,并置零看看
配置成输入可能上拉还在起作用
MOS管做开关无法彻底关闭
你这种应用我经常用,应该是引脚那里漏电了,仔细检查程序MOS管做开关无法彻底关闭
有原理图没?先把原理图传上来看看,从描述现象来看,像是单片机的IO反灌电流到关闭的电路了。MOS管做开关无法彻底关闭
问问题直接上图不是简单得多。MOS管做开关无法彻底关闭
看看GS电压吧,和数据手册上面的曲线对比下 hellobug 发表于 2022-10-12 10:19嗯,刚才试了下。我将CC1310的RX、TX线割断;将DHT11的数据脚隔断;在进入待机模式前,将CC1310的RX、TX引 ...
看一下D S极接反没有,如果没有,就在2脚 PHT11加一个下拉电阻10K左右,是I/O 电压反向进去的。
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