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)
关于本显示器 │ 23
USB 3.2 下游连接器
USB Type-C 连接器
针脚编号 连接器的 9 针一端
1 VCC
2 D-
3 D+
4 GND
5 SSRX-
6 SSRX+
7 GND
8 SSTX-
9 SSTX+
针脚编号 信号名称 针脚编号 信号名称
A1 GND B1 GND
A2 TX1+ B2 TX2+
A3 TX1- B3 TX2-
A4 VBUS B4 VBUS
A5 CC1 B5 CC2
A6 D+ B6 D+
A7 D- B7 D-
A8 SBU1 B8 SBU2
A9 VBUS B9 VBUS