# Pin definitions

Source: [https://docs.qualcomm.com/doc/80-78831-1/topic/pin-definitions.html](https://docs.qualcomm.com/doc/80-78831-1/topic/pin-definitions.html)

This topic explains the pin assignments of the QCC744M. The figure and
            table within this topic provide details on pinouts, pad attributes, and their
            corresponding definitions.

## I/O parameter definitions

Source: [https://docs.qualcomm.com/doc/80-78831-1/topic/pin-definitions.html](https://docs.qualcomm.com/doc/80-78831-1/topic/pin-definitions.html)

The following table lists pad attributes and their descriptions, pad pull details, and
            the pad voltage groupings used throughout this topic.

| Symbol | Description |
| --- | --- |
| ***Pin attribute*** | ***Pin attribute*** |
| AI | Analog input (does not include pad circuitry) |
| AO | Analog output (does not include pad circuitry) |
| DI | Digital input (CMOS) |
| DO | Digital output (CMOS) |

## Pin map

Source: [https://docs.qualcomm.com/doc/80-78831-1/topic/pin-definitions.html](https://docs.qualcomm.com/doc/80-78831-1/topic/pin-definitions.html)

A high-level view of the pin assignments is shown in the following figure. For more
            information on package details and to create printed circuit board (PCB) footprint, see
                [Mechanical information](https://docs.qualcomm.com/doc/80-78831-1/topic/mechanical-information.html).

Figure : QCC744M pin assignments 

![](data:image/png;base64,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)

## Pin descriptions

Source: [https://docs.qualcomm.com/doc/80-78831-1/topic/pin-definitions.html](https://docs.qualcomm.com/doc/80-78831-1/topic/pin-definitions.html)

The following table describes the pin functions, pin pull types, and pin voltages. It
            also provides a mapping of pin numbers and pin names for all the pins on the device.
            These include general pins, GPIO pins, and power pins.

Table : Pin descriptions

| Pin | Pin Name | Type | Power Domain | Description |
| :---: | :---: | :---: | :---: | --- |
| 23 | VDD33 | PWR | – | Power input (2.97~3.63V) |
| 13 | VDDIO1 | PWR | – | Host I/O voltage input GPIO0~15 |
| 36 | VDDIO2 | PWR | – | Host I/O voltage input GPIO20~34 |
| 22, 35, 44, 46 | GND | GND | GND | Ground |
| 45 | NC | – | – | NC |
| 25 | USB\_DP | AI/AO | – | USB Data Plus |
| 26 | USB\_DM | AI/AO | – | USB Data Minus |
| 24 | CHIP\_EN | DI | – | Chip power on |
| 1 | GPIO0 | DI/DO | VDDIO1 | General purpose I/O |
| 2 | GPIO1 | DI/DO | VDDIO1 | General purpose I/O |
| 3 | GPIO2 | DI/DO | VDDIO1 | General purpose I/O |
| 4 | GPIO3 | DI/DO | VDDIO1 | General purpose I/O |
| 5 | GPIO15 | DI/DO | VDDIO1 | General purpose I/O |
| 6 | GPIO14 | DI/DO | VDDIO1 | General purpose I/O |
| 7 | GPIO13 | DI/DO | VDDIO1 | General purpose I/O |
| 8 | GPIO12 | DI/DO | VDDIO1 | General purpose I/O |
| 9 | GPIO11 | DI/DO | VDDIO1 | General purpose I/O |
| 10 | GPIO10 | DI/DO | VDDIO1 | General purpose I/O |
| 11 | GPIO4 | DI/DO | VDDIO1 | General purpose I/O |
| 12 | GPIO5 | DI/DO | VDDIO1 | General purpose I/O |
| 14 | GPIO6 | DI/DO | VDDIO1 | General purpose I/O |
| 15 | GPIO7 | DI/DO | VDDIO1 | General purpose I/O |
| 16 | GPIO8 | DI/DO | VDDIO1 | General purpose I/O |
| 17 | GPIO9 | DI/DO | VDDIO1 | General purpose I/O |
| 18 | GPIO16 | DI/DO | VDD33 | General purpose I/O |
| 19 | GPIO17 | DI/DO | VDD33 | General purpose I/O |
| 20 | GPIO18 | DI/DO | VDD33 | General purpose I/O |
| 21 | GPIO19 | DI/DO | VDD33 | General purpose I/O |
| 27 | GPIO20 | DI/DO | VDDIO2 | General purpose I/O |
| 28 | GPIO21 | DI/DO | VDDIO2 | General purpose I/O |
| 29 | GPIO22 | DI/DO | VDDIO2 | General purpose I/O |
| 30 | GPIO23 | DI/DO | VDDIO2 | General purpose I/O |
| 31 | GPIO24 | DI/DO | VDDIO2 | General purpose I/O |
| 32 | GPIO25 | DI/DO | VDDIO2 | General purpose I/O |
| 33 | GPIO26 | DI/DO | VDDIO2 | General purpose I/O |
| 34 | GPIO33 | DI/DO | VDDIO2 | General purpose I/O |
| 37 | GPIO31 | DI/DO | VDDIO2 | General purpose I/O |
| 38 | GPIO34 | DI/DO | VDDIO2 | General purpose I/O |
| 39 | GPIO27 | DI/DO | VDDIO2 | General purpose I/O |
| 40 | GPIO29 | DI/DO | VDDIO2 | General purpose I/O |
| 41 | GPIO28 | DI/DO | VDDIO2 | General purpose I/O |
| 42 | GPIO32 | DI/DO | VDDIO2 | General purpose I/O |
| 43 | GPIO30 | DI/DO | VDDIO2 | General purpose I/O |

Note: USB functionality will be supported in future
            chip-spin.

Table : GPIO pin mux

| GPIO | QSPI | SDIO | SDH | SPI | I2C<br><br>(0/1) | UART<br><br>(0/1) | I2S | PWM | CAN (ISO 11898) | ADC | DAC | EMAC | DVP | DBI | JTAG |
| :---: | :---: | :---: | :---: | :---: | :---: | :---: | :---: | :---: | :---: | :---: | :---: | :---: | :---: | :---: | :---: |
| GPIO0 | – | – | – | CS | SCL | RTS/CTS/TX/RX | BCLK | CH0P/CH0P | TX/<br><br><br>                            <br>RX | CH9 | – | – | CAM1\_VSYNC | – | TMS |
| GPIO1 | – | – | – | CLK | SDA | RTS/CTS/TX/RX | FS | CH1P/CH0N | TX/<br><br><br>                            <br>RX | CH8 | – | – | CAM1\_HSYNC | – | TCK |
| GPIO2 | – | – | – | MISO | SCL | RTS/CTS/TX/RX | DI | CH2P/CH1P | TX/<br><br><br>                            <br>RX | CH2 | – | – | – | – | TDO |
| GPIO3 | – | – | – | MOSI | SDA | RTS/CTS/TX/RX | DO | CH3P/CH1N | TX/<br><br><br>                            <br>RX | CH3 | – | – | CAM1\_DAT0 | – | TDI |
| GPIO10 | SCL | DAT2 | DAT1 | MISO | SCL | RTS/CTS/TX/RX | DI | CH2P/CH1P | TX/<br><br><br>                            <br>RX | CH7 | – | – | CAM1\_DAT1 | B\_DB2/C\_SDA0 | TDO |
| GPIO11 | CS | DAT3 | DAT0 | MOSI | SDA | RTS/CTS/TX/RX | DO | CH3P/CH1N | TX/<br><br><br>                            <br>RX | – | – | – | CAM1\_DAT2 | B\_DB3/C\_DCn | TDI |
| GPIO12 | SDA0 | CMD | CLK | CS | SCL | RTS/CTS/TX/RX | BCLK | CH0P/CH2P | TX/<br><br><br>                            <br>RX | CH6 | – | – | CAM1\_DAT3 | B\_DB4/C\_SCL | TMS |
| GPIO13 | SDA1 | CLK | CMD | CLK | SDA | RTS/CTS/TX/RX | FS | CH1P/CH2N | TX/<br><br><br>                            <br>RX | CH5 | – | – | CAM1\_CLK | B\_DB5/C\_CSn | TCK |
| GPIO14 | SDA2 | DAT0 | DAT3 | MISO | SCL | RTS/CTS/TX/RX | DI | CH2P/CH3P | TX/<br><br><br>                            <br>RX | CH4 | A\_PWM\_P | – | CAM1\_DAT4 | B\_DB6/C\_SDA0 | TDO |
| GPIO15 | SDA3 | DAT1 | DAT2 | MOSI | SDA | RTS/CTS/TX/RX | DO | CH3P/CH3N | TX/<br><br><br>                            <br>RX | – | A\_PWM\_N | – | CAM1\_DAT5 | B\_DB7/C\_DCn | TDI |
| GPIO16 | – | – | – | CS | SCL | RTS/CTS/TX/RX | BCLK | CH0P/CH0P | TX/<br><br><br>                            <br>RX | – | – | – | CAM1\_DAT6 | – | TMS |
| GPIO17 | – | – | – | CLK | SDA | RTS/CTS/TX/RX | FS | CH1P/CH0N | TX/<br><br><br>                            <br>RX | – | – | – | CAM1\_DAT7 | – | TCK |
| GPIO18 | – | – | – | MISO | SCL | RTS/CTS/TX/RX | DI | CH2P/CH1P | TX/<br><br><br>                            <br>RX | – | – | – | – | – | TDO |
| GPIO19 | – | – | – | MOSI | SDA | RTS/CTS/TX/RX | DO | CH3P/CH1N | TX/<br><br><br>                            <br>RX | CH1 | – | – | – | – | TDI |
| GPIO20 | – | – | – | CS | SCL | RTS/CTS/TX/RX | BCLK | CH0P/CH2P | TX/<br><br><br>                            <br>RX | CH0/ACH0 | – | – | – | – | TMS |
| GPIO21 | – | – | – | CLK | SDA | RTS/CTS/TX/RX | FS | CH1P/CH2N | TX/<br><br><br>                            <br>RX | ACH1 | – | – | – | – | TCK |
| GPIO22 | – | – | – | MISO | SCL | RTS/CTS/TX/RX | DI | CH2P/CH3P | TX/<br><br><br>                            <br>RX | ACH2 | A\_PWM\_P | – | – | – | TDO |
| GPIO23 | – | – | – | MOSI | SDA | RTS/CTS/TX/RX | DO | CH3P/CH3N | TX/<br><br><br>                            <br>RX | ACH3 | A\_PWM\_N | – | – | – | TDI |
| GPIO24 | – | – | – | CS | SCL | RTS/CTS/TX/RX | BCLK | CH0P/CH0P | TX/<br><br><br>                            <br>RX | – | – | – | CAM0\_DAT0 | – | TMS |
| GPIO25 | – | – | – | CLK | SDA | RTS/CTS/TX/RX | FS | CH1P/CH0N | TX/<br><br><br>                            <br>RX | – | – | REF\_CLK | CAM0\_DAT1 | – | TCK |
| GPIO26 | – | – | – | MISO | SCL | RTS/CTS/TX/RX | DI | CH2P/CH1P | TX/<br><br><br>                            <br>RX | – | – | TXD[0] | CAM0\_DAT2 | – | TDO |
| GPIO27 | – | – | – | MOSI | SDA | RTS/CTS/TX/RX | DO | CH3P/CH1N | TX/<br><br><br>                            <br>RX | CH10/ACH4 | A\_PWM\_N | TXD[1] | CAM0\_DAT3 | – | TDI |
| GPIO28 | – | – | – | CS | SCL | RTS/CTS/TX/RX | BCLK | CH0P/CH2P | TX/<br><br><br>                            <br>RX | CH11/ACH5 | A\_PWM\_P | RXD[0] | CAM0\_HSYNC | – | TMS |
| GPIO29 | – | – | – | CLK | SDA | RTS/CTS/TX/RX | FS | CH1P/CH2N | TX/<br><br><br>                            <br>RX | ACH6 | – | RXD[1] | CAM0\_VSYNC | – | TCK |
| GPIO30 | – | – | – | MISO | SCL | RTS/CTS/TX/RX | DI | CH2P/CH3P | TX/<br><br><br>                            <br>RX | ACH7 | – | RXERR | CAM0\_CLK | – | TDO |
| GPIO31 | – | – | – | MOSI | SDA | RTS/CTS/TX/RX | DO | CH3P/CH3N | TX/<br><br><br>                            <br>RX | – | – | TX\_EN | CAM0\_DAT4 | – | TDI |
| GPIO32 | – | – | – | CS | SCL | RTS/CTS/TX/RX | BCLK | CH0P/CH0P | TX/<br><br><br>                            <br>RX | – | – | RX\_DV | CAM0\_DAT5 | – | TMS |
| GPIO33 | – | – | – | CLK | SDA | RTS/CTS/TX/RX | FS | CH1P/CH0N | TX/<br><br><br>                            <br>RX | – | – | MDC | CAM0\_DAT6 | – | TCK |
| GPIO34 | – | – | – | MISO | SCL | RTS/CTS/TX/RX | DI | CH2P/CH1P | TX/<br><br><br>                            <br>RX | – | – | MDIO | CAM0\_DAT7 | – | TDO |

Note: GPIO4–GPIO9 are dedicated to the QSPI
            interface for the onboard module flash memory. These pins are fixed and can't be
            reassigned to other peripheral functions even though they're brought out as module
            pins.

Last Published: Apr 08, 2026

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