完美解决3.3V电压系统和5V电压系统的串口通讯问题
完美解决3.3V电压系统和5V电压系统的串口通讯问题data:image/png;base64,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
1.整个转换电路非常简单，成本极低。
2.采用高速开关二极管1N4148实现高波特率，塑料封装壳提高使用的温度，测试最高通讯波特率57600没有异常。
3.通过二极管的压降实现对电压的变换。
本帖最后由 little_Monkey 于 2016-7-29 18:17 编辑
3.3V输出低的时候，5V端有两个二极管压降的输入，还不如MOS管来得方便，而且还是双向
补充一下，连二极管和上拉电阻都可以不用比楼主电路还更好，要完全电平匹配用MOS管更靠谱 补充一下，这个也是可以双向通讯的 早用过了，不理想，其实一个二极管都够了，两个没有必要。
IN4148用在与SD卡的连接，速度上不去！ rain73 发表于 2016-7-29 18:25
早用过了，不理想，其实一个二极管都够了，两个没有必要。
IN4148用在与SD卡的连接，速度上不去！ ...
一个二极管显然不够，单从压降上可以知道，一个二极管的压降0.7V，3.3+0.7也就才4.0V，所以你的速度会上不去。 little_Monkey 发表于 2016-7-29 18:15
3.3V输出低的时候，5V端有两个二极管压降的输入，还不如MOS管来得方便，而且还是双向
补充一下，连二极管和 ...
用MOS管的话速度是个大问题，高于19200就开始丢数据了，不知这位大哥有没有更合适的MOS管 这个谈不到完美，智能说可用
5V * 2/3 = 3.34V 为高电平，能用和参数合格不是一个概念，我试过很多芯片3.3V都能认为高电平，但是这和手册上承诺的2/3可是有差距的。靠的是厂家的设计余量，属于灰色地带。 3.3V的TXD发送低电平的时候，5V的RXD端是1.3V左右 hskyjq@163.COM 发表于 2016-7-29 18:35
用MOS管的话速度是个大问题，高于19200就开始丢数据了，不知这位大哥有没有更合适的MOS管 ...
mos速度够高呀，115200肯定没问题。 串1个1k电阻最简单实用 hskyjq@163.COM 发表于 2016-7-29 18:35
用MOS管的话速度是个大问题，高于19200就开始丢数据了，不知这位大哥有没有更合适的MOS管 ...
2Mbps试过没有问题，至于你说的高于19200就丢数据，我只能呵呵了，至于你这个，去掉二极管感觉更好，现在只是把5V端的电平都抬高了两个二极管的压降而已！在这里的4148并不是你认为的0.7V，实际压降更低
我说的双向是单根线数据可以双向，而不是串口这种一根线只有一个方向 这种方案早试过，并不完美。肯定能用，但实际工程中有你受的 本帖最后由 QZDZ 于 2016-7-30 14:34 编辑
+5V System TXD与+3.3V System RXD 直接连接，要求3.3V这端IO是5V容限，不然5V那边TX驱动能力大的话直接通过3.3V IO内寄生二极管干到3.3V电源上去了。
至于
+3.3V System TXD与+5V System RXD 看电路情况，我一般都直接连接，没有必要这些个零件。 这个，实际使用真心不敢啊，不过一般5转3.3很少，1.8转3.3倒是使用很多。 堪用而已，完美算不上
脉冲上升速度取决于上拉电阻
mos/三极管方式 的好处是输出是全电压范围，而不像二极管哪样高低受限。 有实际测试过的朋友吗? 笑话，这也就完美。 McuPlayer 发表于 2016-7-29 18:52
3.3V的TXD发送低电平的时候，5V的RXD端是1.3V左右
是啊1.3v已经超过一些5V单片机手册上标明的低电平门限了，灰色地带而已。。 同样的结论，楼主这个只能说可以用，离完美还差了很远。 我以为发现新国内了呢，这种不用为好
低电平的时候能拉到多低，一些片子高于0.7V好像就不能认为是0了 jsntzxh 发表于 2016-7-29 19:04
串1个1k电阻最简单实用
我也一直这么用，没见出过问题 申请专利没有？ 这个不完美，3.3V 发送0 的时候， 5V 那边已经是1.4V ， 所以，显然容错率不够高啊~！
还不如将3.3V的发送脚连一个三极管的发射极，基极接一个电阻到3.3V，发射极输出，这才是完美方案的， little_Monkey 发表于 2016-7-29 22:40
2Mbps试过没有问题，至于你说的高于19200就丢数据，我只能呵呵了，至于你这个，去掉二极管感觉更好，现在 ...
你说的双向是指单总线串口通信吗？ hy317 发表于 2016-8-1 14:00
你说的双向是指单总线串口通信吗？
IIC的SDA是不是双向？ 我觉得用AHCT和LVC系列的74芯片做3.3V与5V之间的电平转换靠谱些 little_Monkey 发表于 2016-8-1 14:05
IIC的SDA是不是双向？
是啊！
我以为你想说的是之前有人讨论过的单线串口通信，那个其实用个单刀双掷的开关芯片就搞定了，便宜又简单。 这个电路 是有问题的，在部分器件部分功能上 根本不能用；问题在 5V 的 TXD 和 3V3的RXD上，如果TXD输出 H，则3V3 IO上会出现5V电压，如果用stm32F0 这类MCU 通讯是没问他的，如果你碰巧用 ADC 那就 挂了，因为ADC 受到影响了，看手册，超过3V3到 MCU虽然不会引起问题，但是会影响ADC转换结果，所以这个电路在部分功能上根本不能用。 貌似没有stc的ds上的电路好用吧 一个电阻搞定的问题 二极管没见过这样使的 电阻影响通信速率是你们意淫出来的 影响多少要那计算说话？？？？？？ 转载请注明出处，设计，QQ。。。。
差点以为你发现了新国内！ 大家散了吧，楼主估计是初学者。 1，双MOS转换电路，IIC的400K也不在话下；再高点也可以。
2，单芯片电平转换，速率可以上M。都是双向通信的。
liaub07 发表于 2016-8-1 13:40
我也一直这么用，没见出过问题
我一般串看10K 算不上完美 看来大家都不认同 1t45或者txb系列芯片才稳定 电平转换 学习一下！ 直接串一个1k的电阻应该就可以了 电平转换完美解决方案
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