嵌入式菜鸟^_^ 发表于 2024-1-25 18:01:09

USBX检测USB掉线



在USB使用过程中,突然掉线会导致发送数据时卡死在这个信号量里面,还会导致重新连接上USB也无法重连,哪这样ux_slave_transfer_request_timeout就不能是死等,不死等感觉同步性就没那么好,请教一下大佬们有啥更好的解决方案嘛?

wanglehui_12 发表于 2024-1-26 09:22:23

ux_slave_transfer_request_timeout是等待超时参数,可以设置

嵌入式菜鸟^_^ 发表于 2024-1-26 15:55:45

wanglehui_12 发表于 2024-1-26 09:22
ux_slave_transfer_request_timeout是等待超时参数,可以设置

这个我知道,除了超时还有啥办法嘛,我感觉这里还是死等会合理一点,当前我设置的500

miss-you 发表于 2024-1-26 22:39:27

一段时间内 主机没有发状态说明链路或者主机/设备出问题了

嵌入式菜鸟^_^ 发表于 2024-1-28 15:10:52

miss-you 发表于 2024-1-26 22:39
一段时间内 主机没有发状态说明链路或者主机/设备出问题了

谢谢,我找到解决方案了;当USB突然掉线的时候,PCD中断会去调用挂起回调,这个挂起回调会调用我们注册的从机状态改变函数,并将挂起状态通过参数传递给回调函数,所以直接在回调函数里面处理就知道USB被突然掉线了
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
USBX内部PCD回调函数
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