# Video super-resolution Source: [https://docs.qualcomm.com/doc/80-70020-50/topic/video-super-resolution.html](https://docs.qualcomm.com/doc/80-70020-50/topic/video-super-resolution.html) The **gst-ai-superresolution** application allows you to generate high resolution video frames from low-resolution input. Note: This application isn't supported on Dragonwing IQ-9075. The following figures shows the pipeline, which receives a video stream from a file source as input, processes it through the super resolution module using LiteRT, and displays the output. For information about the plugins used in the pipeline, see [Pipeline flow](https://docs.qualcomm.com/doc/80-70020-50/topic/video-super-resolution.html#video-super-resolution__section_kkk_xhz_lcc). Figure : gst-ai-superresolution pipeline (Wayland display) Figure : gst-ai-superresolution pipeline (file sink) ## Sample model files Table : Sample model for gst-ai-superresolution | Runtime | Model files | | :--- | :--- | | LiteRT | quicksrnetsmall_quantized.tflite | ## Run the application on the target device Note: The commands in this section are targeted for the sample applications based on QLI GA 1.5 (PPA version 05900 in Ubuntu) or later releases. Run the `apt-cache policy gstreamer1.0-qcom-sample-apps` command to check your QIM version. If you are using sample applications from older versions, run the application with the `--help` option for more instructions. The sample application uses the /etc/configs/config-superresolution.json file to read the input parameters. To create your own config JSON file, use [config-superresolution.json](https://git.codelinaro.org/clo/le/platform/vendor/qcom-opensource/gst-plugins-qti-oss/-/blob/imsdk.lnx.2.0.0.r2-rel/gst-sample-apps/gst-ai-superresolution/config-superresolution.json) as a reference. 1. Ensure that you complete the [Prerequisites](https://docs.qualcomm.com/doc/80-70020-50/topic/download-model-and-label-files.html). 2. Update the config JSON file based on the model, input stream, and other properties. For more information, see [Config JSON field description](https://docs.qualcomm.com/doc/80-70020-50/topic/video-super-resolution.html#video-super-resolution__section_ett_nd4_nfc). 3. Use the following format of the config-superresolution.json file: { "input-file-path": "", "model": "", "constants": "" "output-file-path": "" }Copy to clipboard For example, run the application using the custom video input file, model paths, and constants: { "input-file-path": "/etc/media/video.mp4", "model": "/etc/models/quicksrnetsmall_quantized.tflite", "constants": "srnet,q-offsets=<0.0>,q-scales=<1.0>;" }Copy to clipboard 4. Run the gst-ai-superresolution application: gst-ai-superresolution --config-file=/etc/configs/config-superresolution.jsonCopy to clipboard Note: The values for the `q-scales` and `q-offsets` constants are `<1.0>` and `<0.0>` respectively. 5. To display the available help options, run the following command in the SSH shell: gst-ai-superresolution -hCopy to clipboard 6. To stop the use case, use CTRL + C. ## Expected output The output is displayed on an HDMI monitor. Figure : Expected output for VSR ![](data:image/png;base64,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) ## Pipeline flow The following table lists the plugins used in the video super resolution pipeline:| Plugin | Description | | --- | --- | | filesrc | Captures the video stream and uses tee to split the stream for
inferencing. | | [qtimlvconverter](https://docs.qualcomm.com/doc/80-70020-50/topic/qtimlvconverter.html) | Used by AI processing stream for preprocessing:

  1. Receives the video stream on its sink pad.


  2. Performs the following preprocessing on the stream data.
    This preprocessing is done when the model expects
    floating-point values as input.

    1. Color conversion


    2. Scaling (up or down)


    3. Normalization





  3. Converts the preprocessed video stream to a tensor stream on
    its source pad.




The tensor stream is used for inferencing in the later
stages of the pipeline. | | [qtimltflite](https://docs.qualcomm.com/doc/80-70020-50/topic/qtimltflite.html) | Runs on LiteRT and uses the
quicksrnetsmall\_quantizedmodel.

  1. The inference runtime receives the tensor stream on its sink
    pad.


  2. The runtime runs the inference.


  3. Produces a tensor stream with the inference results on its
    source pad.


| | [qtimlvsuperresolution](https://docs.qualcomm.com/doc/80-70020-50/topic/qtimlvsuperresolution.html) | Handles inference results from any super resolution mode.

  1. Loads SRNet module.


  2. Produces results as video frames.


  3. Sends them to the sink pad of qtivcomposer.




For the INT8 model, add the following constants:

  • q-offsets


  • q-scales


| | [qtivcomposer](https://docs.qualcomm.com/doc/80-70020-50/topic/qtivcomposer.html) |

  1. Composes frames with contents from its sink pads.


  2. Pushes the GStreamer buffers containing these composed
    frames to its source pad.


| | [Waylandsink](https://docs.qualcomm.com/doc/80-70020-50/topic/waylandsink.html) |

  1. Waylandsink submits the video stream received on its sink
    pad to Weston.


  2. Weston renders the video stream on a local display.


| ## Config JSON field description The different parameters available to configure the JSON file and run the use case are as follows: Table : Field description–config-superresolution.json file | Field | Values/description | | :--- | :--- | | **Input source** | `input-file-path`: The directory path of the input
video. | | **Models** |

  • model: The path to the super resolution
    model.


  • constants: The LiteRT detection model
    constants.


| | **Output source** | `output-file-path`: The directory path of the
output video. If the output-file-path isn't provided, the
display output is enabled. | ## Related information [Video super resolution and display with LiteRT](https://docs.qualcomm.com/doc/80-70020-50/topic/video-super-resolution-and-display-with-litert.html) **Parent Topic:** [Run AI/ML sample applications](https://docs.qualcomm.com/doc/80-70020-50/topic/ai-ml-sample-applications.html) Last Published: Jan 30, 2026 [Previous Topic Monodepth from video](https://docs.qualcomm.com/bundle/publicresource/80-70020-50/topics/mono-depth-from-video.md) [Next Topic Multistream inference](https://docs.qualcomm.com/bundle/publicresource/80-70020-50/topics/multistream-inference.md)