# GPIO pad configuration

Source: [https://docs.qualcomm.com/doc/80-88500-4/topic/19_Hardware_overview.html](https://docs.qualcomm.com/doc/80-88500-4/topic/19_Hardware_overview.html)

The GPIO functionality has a corresponding pad configuration. A GPIO pin can be
    configured as a general input, output, or one of several alternate functions.

- When used as an input, a GPIO pin can also be set up as an interrupt source.
- A subset of GPIOs can generate interrupts that bring the device out of deep sleep.
- The GPIO pins can be configured to have internal pull (up, down, keeper, or no-pull) circuits and different drive strengths.

Figure : Conceptual diagram of GPIO pad structure
      
      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)

- **[GPIO registers configuration](https://docs.qualcomm.com/doc/80-88500-4/topic/20_GPIO_registers_configuration.html)**  

The GPIO control registers are part of the top-level mode multiplexer (TLMM) controller     in the SOC architecture. The TLMM\_GPIO\_CFGn registers control the configuration of     GPIOs.

**Parent Topic:** [GPIO](https://docs.qualcomm.com/doc/80-88500-4/topic/18_Pin_I_O.html)

Last Published: Aug 18, 2023

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