# Camera

Source: [https://docs.qualcomm.com/doc/80-PV086-5P/topic/camera-support.html](https://docs.qualcomm.com/doc/80-PV086-5P/topic/camera-support.html)

## Qualcomm Spectra 480 camera ISP

The QRB5165 device uses the Qualcomm Spectra 480 camera architecture, which has six interfaces for external cameras – six 4-lane interfaces with CSI D-PHY 1.2 or C-PHY 1.2.

Each of the D-PHY and C-PHY has a 1.2 interface has a data rate of 2.5 Gbps/lane and 1.2 interface has a data rate of 10.26 Gbps per T (4.5 Gsps/T) respectively.

The QRB5165 device can be connected to six cameras (4 + 4 + 4 + 4 + 4 + 4) or up to 12
        (D-PHY)/18 (C-PHY) cameras. It can support seven concurrent camera usages. In case of dual
        camera, sync is done through the VSYNC pin.

The QRB5165 camera architecture supports HVX streaming.

The Qualcomm Spectra 480 camera architecture can support a 25 MP + 25 MP + 2 MP + 2 MP +
        2 MP + 2 MP + 2 MP ISP configuration.

- IFE0 – 25 MP
- IFE1 – 25 MP
- IFE\_Lite0 – 2 MP raw interface
- IFE\_Lite1 – 2 MP raw interface
- IFE\_Lite2 – 2 MP raw interface
- IFE\_Lite3 – 2 MP raw interface
- IFE\_Lite4 – 2 MP raw interface

Up to seven concurrent cameras

Dedicated computer vision processor (CVP) located in VPU

- Offload fundamental CV tasks from CPU, Compute DSP, GPU, and NPU
- Lower overall use-case power and increase system performance

## CSI differential and three-phase

The CSI differential and three-phase configuration are listed below:

- Six 4-lane CSI (4 + 4 + 4 + 4 + 4 + 4) D-PHY 1.2 at 2.5 Gbps per lane or six 3-trio C-PHY 1.2 at 30.78 Gbps.
- C-PHY 1.2 is supported on the QRB5165 chipset, which uses single-ended signaling with an embedded clock (three wires per trio).

Figure :  1. Camera support – example configurations for combination PHY
        
        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)

Note: When a CSI PHY is used in a 2 + 1 dual-camera mode, only DLN3 can be used as CLK for the second camera.

Note: These are only example configurations. Other configurations are possible.

## Dedicated camera I^2^C ports for the camera control interface

In addition to the QUP I^2^C ports, there are four I^2^C ports that are
        dedicated to the camera control interface (CCI); do not use GPIO\_101–GPIO\_108 as
        general-purpose I^2^C ports.

Depending on the use case, the front and rear cameras can either share the CCI\_I2C ports, or can have separate CCI\_I2C ports.

It can support up to seven CAM\_MCLK running at 19.2 MHz by default.

- CAM\_MCLKx peak-to-peak jitter < 400 ps with default frequency.
- Contact QTI customer engineering before using any CAM\_MCLK frequency other than 19.2
          MHz, to investigate if jitter is acceptable for such cases.

## Camera related GPIOs

The following table lists the camera related GPIOs.

Table :  1. Camera related GPIOs

| GPIO no. | Function | Comments |
| --- | --- | --- |
| 92 | #CAM1\_RST\_N | Camera 1 reset |
| 93 | #CAM0\_RST\_N | Camera 0 reset |
| 94 | CAM\_MCLK0 | Sensor 0 master clock |
| 95 | CAM\_MCLK1 | Sensor 1 master clock |
| 96 | CAM\_MCLK2 | Sensor 2 master clock |
| 97 | CAM\_MCLK3 | Sensor 3 master clock |
| 98 | CAM\_MCLK4 | Sensor 4 master clock |
| 99 | CAM\_MCLK5 | Sensor 5  master clock |
| 100 | CAM\_MCLK6 | Sensor 6 master clock |
| 101 | CCI\_I2C\_SDA0 | I^2^C master 0 SDA |
| 102 | CCI\_I2C\_SCL0 | I^2^C master 0 SCL |
| 103 | CCI\_I2C\_SDA1 | I^2^C master 1 SDA |
| 104 | CCI\_I2C\_SCL1 | I^2^C master 1 SCL |
| 105 | CCI\_I2C\_SDA2 | I^2^C master 2 SDA |
| 106 | CCI\_I2C\_SCL2 | I^2^C master 2 SCL |
| 107 | CCI\_I2C\_SDA3 | I^2^C master 3 SDA |
| 108 | CCI\_I2C\_SCL3 | I^2^C master 3 SCL |
| 109 | CCI\_TIMER0/#CAM3\_RST\_N | CCI timer/Cam 3 reset |
| 110 | CCI\_TIMER1 | CCI timer |
| 111 | CCI\_TIMER2 | CCI timer |
| 112 | CCI\_TIMER3/CCI\_ASYNC\_IN1 | CCI timer/camera interrupt |
| 113 | CCI\_TIMER4/CCI\_ASYNC\_IN2 | CCI timer/camera interrupt |
| 114 | CCI\_ASYNC\_IN0/#CAM6\_RST\_N | Camera interrupt/cam 6 reset |

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

Last Published: Jul 07, 2023

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