Curry 发表于 2016-3-23 19:28:25

915MHZ的数传连接不上,应该如何设置?

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哪里不对,正确的应该如何设置,在线等,谢谢大家!

微信凸凸 发表于 2016-3-23 19:34:29

顶着


















迟伤 发表于 2016-3-23 19:47:25

选对com口,波特率57600就行了

Curry 发表于 2016-3-23 20:14:46

补个图

txy123456txy 发表于 2016-3-23 20:46:36

路过帮顶

冬子 发表于 2016-3-23 20:47:54

看空地两端版本号一致嘛

无机翼的飞机8 发表于 2016-3-24 06:27:54

弄好了没有啊这个

蝈蝈。 发表于 2016-3-24 09:11:12

要安装驱动,用驱动精灵既可安装,波特率57600

微信凸凸 发表于 2016-3-24 09:28:45

顶                        

mcby008 发表于 2016-3-24 09:58:45

顶!!!!!!!!!!

Curry 发表于 2016-3-24 10:13:21

无机翼的飞机8 发表于 2016-3-24 06:27
弄好了没有啊这个

基本OK了,调了空速

空中骄子 发表于 2016-3-24 14:01:32

你问如何处置?应该就一个字:斩!!!
页: [1]
查看完整版本: 915MHZ的数传连接不上,应该如何设置?