# ISP tuning process

Source: [https://docs.qualcomm.com/doc/80-88500-4/topic/125_ISP_tuning_process.html](https://docs.qualcomm.com/doc/80-88500-4/topic/125_ISP_tuning_process.html)

The camera tuning is done using an image signal processor (ISP) and an on-device image
    tuning tool. It is an iterative process where the entire process or sections of the process is
    repeated several times.

Figure : Camera tuning process
      
      ![](data:image/png;base64,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)

The colored boxes represent tasks involving the Qualcomm® Chromatix™ Camera Calibration Tool
      (image tuning tool) and show how they fit in the overall tuning process. Prerequisite tasks
      for ISP tuning begin after driver bringup is complete and ISP tuning itself occurs mostly in
      parallel with AF, AWB, and AEC tuning. Changes in these other areas may have an impact on ISP
      tuning, so maintain best practices in team communication and collaboration to minimize
      avoidable delays.

After completing the initial tuning and saving your Chromatix project, subsequent iterations for
      the same project usually begin by opening the existing project and refining the parameters
      with additional basic or advanced tuning.

Table : Camera tuning process

| Task | Description |
| --- | --- |
| Prerequisites | Perform tasks that are prerequisite to ISP tuning: create a new project, load the settings on the device, and capture images with the device. |
| Initial tuning | Perform ISP tuning in multiple iterations. Evaluate the results of tuning at any time using the simulation feature. |
| Simulate the tuning | Use the simulation feature at any time during the tuning process to see how a specific set of parameters for a specific series of tuning modules affect the raw image. Use the simulator to check the image results as it passes through each tuning module to identify where a specific issue is introduced. |
| Image quality evaluation | After each tuning session, capture new test images with the tuned device and objectively (numerically) measure image quality. |
| Load tuned settings | At this stage of the process, generate binary files that contain tuned parameters and load the settings on the device. |

**Parent Topic:** [Camera](https://docs.qualcomm.com/doc/80-88500-4/topic/122_Camera.html)

Last Published: Aug 18, 2023

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