# 低速和高速扩展连接器

本节提供了相应表格，列出了 RB3 Gen 2 主板上每个低速和高速连接器的功能、引脚编号、GPIO 和其他详细信息。

除非另有说明，否则所有常规 GPIO 和 QUP（UART、I2C、SPI）均为 1.8 V 逻辑。

![](data:image/png;base64,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)
## 低速扩展连接器 1 (LS1)

LS1 连接器提供以下功能：

- UART (x2)
- I2C (x2)
- SPI
- PCM
- GPIO (x12)
- 直流电源
- 接地

标有 Qualcomm 通用外设 (QUP) 的 GPIO 具有额外的低速接口功能（UART、SPI、I2C）。

低速接口可用于控制各种外设，例如音频功能。

| 唤醒功能 | GPIO | 信号 | 引脚编号 | 引脚编号 | 信号 | GPIO | 唤醒功能 |
| --- | --- | --- | --- | --- | --- | --- | --- |
| – | – | GND | 1 | 2 | GND | – | – |
| 是 | 16 | UART0\_CTS | 3 | 4 | PWR\_BTN\_N | KPD\_PWR\_N | – |
| 是 | 18 | UART0\_TXD | 5 | 6 | RST\_BTN\_N | PM\_RESIN\_N | – |
| 是 | 19 | UART0\_RXD | 7 | 8 | SPI0\_SCLK | 46 | – |
| – | 17 | UART0\_RTS | 9 | 10 | SPI0\_MISO | 44 | 是 |
| – | 22 | UART1\_TXD | 11 | 12 | SPI0\_CS | 47 | 是 |
| 是 | 23 | UART1\_RXD | 13 | 14 | SPI0\_MOSI | 45 | 是 |
| – | 9 | I2C0\_SCL | 15 | 16 | PCM\_FS/I2S0\_WS | 100 | – |
| 是 | 8 | I2C0\_SDA | 17 | 18 | PCM\_CLK/I2S0\_CLK | 97 | – |
| – | 5 | I2C1\_SCL | 19 | 20 | PCM\_DO/I2S0\_D1 | 99 | – |
| 是 | 4 | I2C1\_SDA | 21 | 22 | PCM\_DI/I2S0\_D0 | 98 | – |
| 是 | 36 | GPIO-A/QUP-A0 | 23 | 24 | GPIO-B | 96 | 是 |
| – | 37 | GPIO-C/QUP-A1 | 25 | 26 | GPIO-D/QUP-A3 | 39 | 是 |
| – | 38 | GPIO-E/QUP-A2 | 27 | 28 | GPIO-F\* | 124 | – |
| 是 | 80 | GPIO-G\* | 29 | 30 | GPIO-H\* | 123 | 是 |
| 是 | 20 | GPIO-I\* | 31 | 32 | GPIO-J\* | 109 | – |
| 是 | 21 | GPIO-K\* | 33 | 34 | GPIO-L\* | 136 | 是 |
| – | – | 1.8 V-A | 35 | 36 | SYS\_DCIN | – | – |
| – | – | 5V | 37 | 38 | SYS\_DCIN | – | – |
|  |  | GND | 39 | 40 | GND |  |  |

## 低速扩展连接器 2 (LS2)

LS2 连接器提供以下功能：

- 三对 DMIC
- 附加 4 位 I2S 音频接口
- CAN-FD 接口
- 2 个摄像头 CCI I2C
- PMIC PWM 和 ADC 引脚
- 适用于 SPI/I2C 和 UART 的可配置接口
- 备用 GPIO
- 电池 ID/温度
- 其他附加功能

低速接口可用于控制各种外设，例如音频功能。

| 唤醒功能 | GPIO | 信号 | 引脚编号 | 引脚编号 | 信号 | GPIO | 唤醒功能 |
| --- | --- | --- | --- | --- | --- | --- | --- |
| 是 | 78 | GPIO-U | 1 | 2 | GPIO-Z | 149 | 是 |
| 是 | 150 | DMIC CLK1/AMIC1\_P | 3 | 4 | CAN\_H | – | – |
| 是 | 151 | DMIC DATA1/AMIC1\_M | 5 | 6 | CAN\_L | – | – |
| 是 | 148 | GPIO-V/I2S1\_DATA2 | 7 | 8 | 1.8V-A | VREG\_SYS\_1P8 | – |
|  | 152 | DMIC CLK2/AMIC3\_P | 9 | 10 | GND | – | – |
| 是 | 153 | DMIC DATA2/AMIC3\_M | 11 | 12 | PM\_GPIO-A（PWM 输出） | – | – |
| – | 110 | GPIO-W/I2S1\_DATA3 (CAM5\_RST\_N) | 13 | 14 | PM\_GPIO-B（PWM 输出） | – | – |
| 是 | 156 | DMIC CLK3/HS\_MIC\_P | 15 | 16 | GPIO-M/QUP-B0 | 32 | 是 |
| 是 | 157 | DMIC DATA3/HS\_MIC\_M | 17 | 18 | GPIO-N/QUP-B1 | 33 | – |
| – | – | PM\_GPIO-F | 19 | 20 | GPIO-O/QUP-B2（也为 PWM） | 34 | 是 |
| – | 74 | CCI\_I2C\_SCL2 | 21 | 22 | GPIO-P/QUP-B3 | 35 | 是 |
| – | 73 | CCI\_I2C\_SDA2 | 23 | 24 | GPIO-Q/I2S1\_WS | 145 | 是 |
| – | 76 | CCI\_I2C\_SCL3 | 25 | 26 | GPIO-R/I2S1\_CLK | 144 | – |
| – | – | SPK0\_P | 27 | 28 | GPIO-S/I2S1\_DATA0 | 146 | – |
| – | – | SKP0\_M | 29 | 30 | GPIO-T/I2S1\_DATA1 | 147 | – |
| – | – | SPK1\_P | 31 | 32 | PM\_GPIO-C (ADC IN) | PM\_B\_AMUX2 (PM7325) | – |
| – | – | SPK1\_M | 33 | 34 | PM\_GPIO-D (ADC IN) | PM\_B\_AMUX4 (PM7325) | – |
| 是 | 75 | CCI\_I2C\_SDA3 | 35 | 36 | BATT\_THERM | PM7250B BATT\_THERM | – |
| – | – | PM\_GPIO-E | 37 | 38 | BATT\_ID | PM7250B BATT\_ID | – |
| – | – | VBAT | 39 | 40 | USB\_VBUS | – |  |
| – | – | GND | 41 | 42 | GND | – | – |
| 是 | 6 | GPIO-X | 43 | 44 | GPIO-AA | 25 | 是 |
|  | 137 | GPIO-Y | 45 | 46 | GPIO-BB | 120 | – |

## 低速扩展连接器 3 (LS3)

LS3 连接器提供以下功能：

- 四个 Qualcomm 传感器核心 Qualcomm 通用外设 (QUP) 接口
- 传感器的中断信号
- 附加 GPIO 和电源

标有 QUP 的 GPIO 具有额外的低速接口功能（UART、SPI、I2C）。可以使用多个 GPIO 来唤醒应用处理器。

| 唤醒功能 | GPIO | 信号 | 引脚编号 | 引脚编号 | 信号 | GPIO | 唤醒功能 |
| --- | --- | --- | --- | --- | --- | --- | --- |
| – | 68 | GPIO-KK | 1 | 2 | GPIO-TT | 90 | – |
| – | PMIC | SLEEP\_CLK | 3 | 4 | CLK | PMIC | – |
| 是 | 119 | GPIO-LL | 5 | 6 | GPIO-UU | 83 | 是 |
| 是 | 40 | GPIO-MM | 7 | 8 | QCA\_GPIO-D GPIO-YY | 112 | – |
| 是 | 41 | GPIO-NN | 9 | 10 | QCA\_GPIO-E GPIO-ZZ | 113 | – |
| – | 42 | GPIO-OO | 11 | 12 | GPIO-VV | 114 | 是 |
| – | 111 | QCA\_GPIO-A GPIO-AAA | 13 | 14 | GPIO-WW | 115 | 是 |
| – | 116 | QCA\_GPIO-B GPIO-BBB | 15 | 16 | SPI3\_MISO | 48 | 是 |
| – | 117 | QCA\_GPIO-C GPIO-CCC | 17 | 18 | SPI3\_MOSI | 49 | – |
| 是 | 43 | GPIO-PP | 19 | 20 | SPI3\_CLK | 50 | – |
| – | 129 | GPIO-QQ | 21 | 22 | SPI3\_CS | 51 | 是 |
| 是 | 165 | SPI2\_CLK（在 SSC\* 上） | 23 | 24 | PS\_INT | 104 | 是 |
| – | 164 | SPI2\_MOSI（在 SSC\* 上） | 25 | 26 | ACCEL\_INT | 103 | 是 |
| 是 | 163 | SPI2\_MISO（在 SSC\* 上） | 27 | 28 | GYRO\_INT | 102 | 是 |
| 是 | 166 | SPI2\_ACCEL\_CS（在 SSC\* 上） | 29 | 30 | MAG\_INT | 142 | 是 |
| – | 161 | SPI2\_CS1（在 SSC\* 上） | 31 | 32 | MAG\_DRDY\_INT | 81 | 是 |
| 是 | 55 | SPI3\_CS1（在 SSC\* 上） | 33 | 34 | I2C4\_SDA（在 SSC\* 上） | 159 | – |
| – | VREG\_L8C\_1P8 | 1.8 V-B | 35 | 36 | I2C4\_SCL（在 SSC\* 上） | 160 | – |
| – | – | 5V | 37 | 38 | 1.8 V-C | VREG\_L2C\_1P8 | – |
| – | – | VBAT | 39 | 40 | GND | – | – |
| – | – | GND | 41 | 42 | GND | – | – |
| 是 | 130 | GPIO-RR | 43 | 44 | SPI3\_CS2 | 54 | 是 |
| 是 | 52 | GPIO-SS | 45 | 46 | GPIO-XX | 53 | – |

\* SSC 是运行在 DSP 上的传感器核心。

## 高速扩展连接器 1 (HS1)

HS1 连接器提供以下功能：
- GPIO
- 显示串行接口 (DSI)
- 摄像头串行接口 (CSI) (x2)
- 摄像头 MCLK
- 摄像头控制接口 (CCI) I2C
- USB DP/DM

| 唤醒功能 | GPIO | 信号 | 引脚编号 | 引脚编号 | 信号 | GPIO | 唤醒功能 |
| --- | --- | --- | --- | --- | --- | --- | --- |
| – | 61 | GPIO | 1 | 2 | CSI0\_C\_P | – | – |
| – | 118 | GPIO | 3 | 4 | CSI0\_C\_M | – | – |
| – | 138 | GPIO | 5 | 6 | GND | – | – |
| – | 63 | GPIO | 7 | 8 | CSI0\_D0\_P | – | – |
| – | 62 | GPIO | 9 | 10 | CSI0\_D0\_M | – | – |
| – | 60 | GPIO | 11 | 12 | GND | – | – |
| – | – | GND | 13 | 14 | CSI0\_D1\_P | – | – |
| – | 64 | CLK0/CSI0\_MCLK | 15 | 16 | CSI0\_D1\_M | – | – |
| – | 67 | CLK3/CSI3\_MCLK | 17 | 18 | GND | – | – |
| – | – | GND | 19 | 20 | CSI0\_D2\_P | – | – |
| – | – | DSI0\_CLK\_P | 21 | 22 | CSI0\_D2\_M | – | – |
| – | – | DSI0\_CLK\_M | 23 | 24 | GND | – | – |
| – | – | GND | 25 | 26 | CSI0\_D3\_P |  | – |
| – | – | DSI0\_D0\_P | 27 | 28 | CSI0\_D3\_M | – | – |
| – | – | DSI0\_D0\_M | 29 | 30 | GND | – | – |
| – | – | GND | 31 | 32 | CCI\_I2C\_SCL0 | 70 | – |
| – | – | DSI0\_D1\_P | 33 | 34 | CCI\_I2C\_SDA0 | 69 | – |
| – | – | DSI0\_D1\_M | 35 | 36 | CCI\_I2C\_SCL1 | 72 | 是 |
| – | – | GND | 37 | 38 | CCI\_I2C\_SDA1 | 71 | – |
| – | – | DSI0\_D2\_P | 39 | 40 | GND | – | – |
| – | – | DSI0\_D2\_M | 41 | 42 | CSI3\_D0\_P | – | – |
| – | – | GND | 43 | 44 | CSI3\_D0\_M | – | – |
| – | – | DSI0\_D3\_P | 45 | 46 | GND | – | – |
| – | – | DSI0\_D3\_M | 47 | 48 | CSI3\_D1\_P | – | – |
| – | – | GND | 49 | 50 | CSI3\_D1\_M | – | – |
| – | – | USB0\_DP | 51 | 52 | GND | – | – |
| – | – | USB0\_DM | 53 | 54 | CSI3\_C\_P | – | – |
| – | – | GND | 55 | 56 | CSI3\_C\_M | – | – |
| – | – | USB1\_DP / NC | 57 | 58 | GND | – | – |
| – | – | USB1\_DM / NC | 59 | 60 | Reserved | – | – |

## 高速扩展连接器 2 (HS2)

HS2 连接器提供以下功能：

- PCIe 接口和控制信号
- CSI (x2)
- SPI/QUP 接口
- 摄像头 MCLK (x2)
- 附加 GPIO
- SS USB 信号

| 唤醒功能 | GPIO | 信号 | 引脚编号 | 引脚编号 | 信号 | GPIO | 唤醒功能 |
| --- | --- | --- | --- | --- | --- | --- | --- |
| – | – | PCIE1\_REFCLK\_M | 1 | 2 | CSI1\_C\_P | – | – |
| – | – | PCIE1\_REFCLK\_P | 3 | 4 | CSI1\_C\_M | – | – |
| – | – | PCIE1\_RX\_M | 5 | 6 | GND | – | – |
| – | – | PCIE1\_RX\_P | 7 | 8 | CSI1\_D0\_P | – | – |
| – | – | PCIE1\_TX\_M | 9 | 10 | CSI1\_D0\_M | – | – |
| – | – | PCIE1\_TX\_P | 11 | 12 | GND | – | – |
| – | 87 | GPIO-CC | 13 | 14 | CSI1\_D1\_P | – | – |
| 是 | 88 | GPIO-DD | 15 | 16 | CSI1\_D1\_M | – | – |
| 是 | 89 | GPIO-EE | 17 | 18 | GND | – | – |
| – | 2 | GPIO-FF | 19 | 20 | CSI1\_D2\_P | – | – |
| 是 | 79 | GPIO-GG | 21 | 22 | CSI1\_D2\_M | – | – |
| 是 | 3 | GPIO-HH | 23 | 24 | GND | – | – |
| – | – | GND | 25 | 26 | CSI1\_D3\_P | – | – |
| – | 65 | CLK1/CSI1\_MCLK | 27 | 28 | CSI1\_D3\_M | – | – |
| – | 66 | CLK2/CSI2\_MCLK | 29 | 30 | GND | – | – |
| – | – | GND | 31 | 32 | SPI1\_CLK | 58 |  |
| – | – | CSI2\_C\_P | 33 | 34 | SPI1\_CS | 59 | 是 |
| – | – | CSI2\_C\_M | 35 | 36 | SPI1\_MOSI | 57 |  |
| – | – | GND | 37 | 38 | SPI1\_MISO | 56 | 是 |
| – | – | CSI2\_D0\_P | 39 | 40 | GPIO-AA/CSI4\_MCLK | 68 | 是 |
| – | – | CSI2\_D0\_M | 41 | 42 | GPIO-BB/CSI5\_MCLK | 93 | 是 |
| – | – | GND | 43 | 44 | GPIO-II | 77 | 是 |
| – | – | CSI2\_D1\_P | 45 | 46 | GPIO-JJ | 122 | – |
| – | – | CSI2\_D1\_M | 47 | 48 | PMIC SPMI CLK | PMK\_7325 GPIO\_01 | – |
| – | – | GND | 49 | 50 | PMIC SPMI DATA | PMK\_7325\_GPIO\_02 | – |
| – | – | CSI2\_D2\_P | 51 | 52 | GND | – | – |
| – | – | CSI2\_D2\_M | 53 | 54 | USB0\_SS\_TX0\_P | – | – |
| – | – | GND | 55 | 56 | USB0\_SS\_TX0\_M | – | – |
| – | – | CSI2\_D3\_P | 57 | 58 | USB0\_SS\_RX0\_P | – | – |
| – | – | CSI2\_D3\_M | 59 | 60 | USB0\_SS\_RX0\_M | – | – |

## 高速扩展连接器 3 (HS3)

HS3 连接器提供以下功能：

- 附加 PCIe 接口
- 附加摄像头 CSI 接口
- 附加显示 DSI 接口
- 附加时钟信号

| 唤醒功能 | GPIO | 信号 | 引脚编号 | 引脚编号 | 信号 | GPIO | 唤醒功能 |
| --- | --- | --- | --- | --- | --- | --- | --- |
| – | – | CSI4\_C\_P | 1 | 2 | GND | – | – |
| – | – | CSI4\_C\_M | 3 | 4 | PCIE1\_RX1\_M | – | – |
| – | – | CSI4\_D0\_P | 5 | 6 | PCIE1\_RX1\_P | – | – |
| – | – | CSI4\_D0\_M | 7 | 8 | PCIE1\_TX1\_M | – | – |
| – | – | GND | 9 | 10 | PCIE1\_TX1\_P | – | – |
| – | – | CSI4\_D1\_P | 11 | 12 | GND | – | – |
| – | – | CSI4\_D1\_M | 13 | 14 | PCIE2\_REFCLK\_M | – | – |
| – | – | CSI4\_D2\_P | 15 | 16 | PCIE2\_REFCLK\_P | – | – |
| – | – | CSI4\_D2\_M | 17 | 18 | PCIE2\_RX0\_M | – | – |
| – | – | CSI4\_D3\_P | 19 | 20 | PCIE2\_RX0\_P | – | – |
| – | – | CSI4\_D3\_M | 21 | 22 | PCIE2\_RX1\_M（未使用） | – | – |
| – | – | GND | 23 | 24 | PCIE2\_RX1\_P（未使用） | – | – |
| – | – | CSI3\_D2\_P | 25 | 26 | PCIE2\_TX0\_M | – | – |
| – | – | CSI3\_D2\_M | 27 | 28 | PCIE2\_TX0\_P | – | – |
| – | – | CSI3\_D3\_P | 29 | 30 | PCIE2\_TX1\_M（未使用） | – | – |
| – | – | CSI3\_D3\_M | 31 | 32 | PCIE2\_TX1\_P（未使用） | – | – |
| – | – | GND | 33 | 34 | GND | – | – |
| – | – | CSI5\_C\_P | 35 | 36 | DSI1\_CLK\_P | – | – |
| – | – | CSI5\_C\_M | 37 | 38 | DSI1\_CLK\_M | – | – |
| – | – | CSI5\_D0\_P | 39 | 40 | DSI1\_D0\_P | – | – |
| – | – | CSI5\_D0\_M | 41 | 42 | DSI1\_D0\_M | – | – |
| – | – | CSI5\_D1\_P | 43 | 44 | DSI1\_D1\_P | – | – |
| – | – | CSI5\_D1\_M | 45 | 46 | DSI1\_D1\_M | – | – |
| – | – | CSI5\_D2\_P | 47 | 48 | GND | – | – |
| – | – | CSI5\_D2\_M | 49 | 50 | DSI1\_D2\_P | – | – |
| – | – | CSI5\_D3\_P | 51 | 52 | DSI1\_D2\_M | – | – |
| – | – | CSI5\_D3\_M | 53 | 54 | DSI1\_D3\_P | – | – |
| – | – | GND | 55 | 56 | DSI1\_D3\_M | – | – |
| – | – | PMK8002\_RF\_CLK1 | 57 | 58 | GND | – | – |
| – | LNBBCLK2 | PMK8002\_RF\_CLK2 | 59 | 60 | GPIO-DDD | PM\_A\_GPIO\_05 (PM7250B) | – |

**Parent Topic:** [参考资料](https://docs.qualcomm.com/doc/80-70014-251Y/topic/references.html)

Last Published: Jan 27, 2026

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