# QUP ports (I^2^C, I3C, SPI, and UART)

Source: [https://docs.qualcomm.com/doc/80-PV086-5P/topic/QUP-ports-I2C-I3C-SPI-and-UART.html](https://docs.qualcomm.com/doc/80-PV086-5P/topic/QUP-ports-I2C-I3C-SPI-and-UART.html)

The QUP is highly flexible and programmable module for supporting a wide range of serial
        interfaces (I^2^C, I3C, SPI, and UART). There are 20 QUP engines available in GPIOs
        and eight QUP engines available in Qualcomm Sensing Hub SSC\_I/Os. Each QUP has up to seven
        lanes (I/O) numbered from 0 to 6. The supported assignments are listed in the table the for
        each QUP. Only one protocol can be selected in one QUP engine at a time. For example,
        simultaneous UART and I^2^C functionality is no longer supported.

Table :  1. QUP ports

| Generic I/O | UART | I^2^C | SPI | I3C |
| --- | --- | --- | --- | --- |
| QUP\_L0 | CTS | SDA | MISO | SDA |
| QUP\_L1 | RFR | SCL | MOSI | SCL |
| QUP\_L2 | Tx | – | SCLK | – |
| QUP\_L3 | Rx | – | CS\_0 | – |
| QUP\_L4 | – | – | CS\_1 | – |
| QUP\_L5 | – | – | CS\_2 | – |
| QUP\_L6 | – | – | CS\_3 | – |

Note:  See the *QRB5165 Data Sheet* (80-PV086-1) and the *QRB5165 Pin Assignment and the GPIO Configuration Spreadsheet* (80-PV086-1A) for detailed QUP assignments.

The serial interface can be configured using the following two steps:

1. **Pin configuration**: See the *QRB5165 Pin Assignment and GPIO Configuration            Spreadsheet* (80-PV086-1A) and select the QUP I/O functions on GPIOs by writing to
          TLMM\_GPIO\_CFGn [FUNC\_SEL] field. For example, if I^2^C is needed, only qup\_l0 and
          qup\_l1 should be configured on GPIOs. If a 4-wire SPI is needed, qup\_l0 to qup\_l3 should
          be configured on GPIOs.
2. **Protocol selection**: Select and configure the serial protocol engine by writing to the QUP registers.

## I^2^C and I3C

I^2^C is a 2-wire bus that can be routed to multiple devices; each line of each bus is supplemented by a 2.2 kΩ pull-up resistor.

I3C is also a 2-wire bus interface with higher performance; each line of each bus does not require any pull-up resistor.

Each QUP core can be configured to support one I^2^C interface, always using lane 1 and lane 0. Only certain QUPs or SSC\_QUPs support I3C interface.

Figure :  1. I^2^C and I3C configuration
        
        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)

## SPI

The following figure shows the SPI configuration for QUP ports.

Figure :  2. SPI configuration
        
        ![](data:image/png;base64,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)

**Parent Topic:** [Connectivity](https://docs.qualcomm.com/doc/80-PV086-5P/topic/connectivity.html)

Last Published: Jul 07, 2023

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Non-QUP GPIO ports – SDCs](https://docs.qualcomm.com/bundle/publicresource/80-PV086-5P/topics/Non-QUP-GPIO-ports-SDCs.md)