# Object detection and display

Source: [https://docs.qualcomm.com/doc/80-70015-50/topic/camera-detection-display.html](https://docs.qualcomm.com/doc/80-70015-50/topic/camera-detection-display.html)

The **gst-camera-detect-display.py** script uses a YOLO v8 TFLite model to detect
        objects in the camera stream, draw bounding boxes around the identified objects, and then
        display the results.

## Use cases

1. Ensure that you complete the [Prerequisites](https://docs.qualcomm.com/doc/80-70015-50/topic/python-sample-applications.html#python-sample-applications__section_gm5_s5j_bdc).
2. Run the object detection
                    script:

        python3 /usr/bin/gst-camera-detect-display.pyCopy to clipboard

The following are the default file paths in the Python script:

MODEL_FILE = "/opt/data/YOLOv8-Detection-Quantized.tflite" Copy to clipboard

    LABELS_FILE = "/opt/data/yolov8.labels"Copy to clipboard

## Expected output

Figure : Expected output for object detection application
                
                ![](data:image/png;base64,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)

## Pipeline flow

Figure : Pipeline for object detection and preview
                
                ![](data:image/png;base64,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)

| Process | Description |
| --- | --- |
| [qtiqmmfsrc](https://docs.qualcomm.com/doc/80-70015-50/topic/qtiqmmfsrc.html) | <ol class="ol" id="camera-detection-display__ol_l2f_zgm_vbc"><br>                                    <li class="li">Collects the video stream (source) and creates two copies of<br>                                        the source:<ul class="ul" id="camera-detection-display__ol_m2f_zgm_vbc"><br>                                            <li class="li">One stream is sent to the <a href="https://docs.qualcomm.com/doc/80-70015-50/topic/qtimetamux.html">qtimetamux</a> plugin to retain the<br>                                                video stream.</li><br><br>                                            <li class="li">The other stream is sent to an ML inferencing<br>                                                pipeline.</li><br><br>                                        </ul><br></li><br><br>                                </ol> |
| **Preprocessing** | **Preprocessing** |
| [qtimlvconverter](https://docs.qualcomm.com/doc/80-70015-50/topic/qtimlvconverter.html) | <ol class="ol" id="camera-detection-display__ol_xsf_q5l_vbc"><br>                                    <li class="li">Receives the video stream on its sinkpad.</li><br><br>                                    <li class="li">Performs preprocessing:<ul class="ul" id="camera-detection-display__ul_ff2_twl_vbc"><br>                                            <li class="li">Color conversion</li><br><br>                                            <li class="li">Scaling down/up</li><br><br>                                            <li class="li">Normalization on the stream data when the model<br>                                                expects the floating point values as input</li><br><br>                                        </ul><br></li><br><br>                                    <li class="li">Converts the video stream to a tensor stream on its source<br>                                            pad.<p class="p">The object detection model uses this tensor<br>                                            stream for inferencing.</p><br></li><br><br>                                </ol> |
| **Inferencing** | **Inferencing** |
| [qtimltflite](https://docs.qualcomm.com/doc/80-70015-50/topic/qtimltflite.html) | <ol class="ol" id="camera-detection-display__ol_ufn_2lm_vbc"><br>                                    <li class="li">Loads the object detection model.</li><br><br>                                    <li class="li">Modifies the graph for the chosen delegate.</li><br><br>                                    <li class="li">Receives the tensor stream on its sinkpad.</li><br><br>                                    <li class="li">Runs the inference and produces a tensor stream with the<br>                                        object detection results on its source pad.</li><br><br>                                </ol> |
| **Postprocessing** | **Postprocessing** |
| [qtimlvdetection](https://docs.qualcomm.com/doc/80-70015-50/topic/qtimlvdetection.html) | <ol class="ol" id="camera-detection-display__ol_w4p_bck_bdc"><br>                                    <li class="li"> Receives the inference tensors from object detection. </li><br><br>                                    <li class="li">Converts the inference tensors on its sinkpad into formats<br>                                        such as video or text that the multimedia plugins can<br>                                        process later.</li><br><br>                                    <li class="li">Applies the threshold to the chosen number of results. </li><br><br>                                    <li class="li">Loads the corresponding modules for detection models. <p class="p">In<br>                                            this use case, qtimlvdetection does the following:<br>                                            </p><ol class="ol" type="a" id="camera-detection-display__ol_jcd_wnk_5bc"><br>                                            <li class="li">Loads the YOLOv8 submodule. </li><br><br>                                            <li class="li">Produces results as structures of text.</li><br><br>                                            <li class="li">Sends them to the sinkpad of qtimetamux.</li><br><br>                                        </ol><br></li><br><br>                                </ol> |
| [qtimetamux](https://docs.qualcomm.com/doc/80-70015-50/topic/qtimetamux.html) | <ol class="ol" id="camera-detection-display__ol_ll3_x5l_vbc"><br>                                    <li class="li">Receives video stream and text stream with bounding box<br>                                        results corresponding to the video stream on its<br>                                        sinkpads.</li><br><br>                                    <li class="li">Produces GST buffers with contents of video stream from its<br>                                        sink pad.</li><br><br>                                    <li class="li">Adds bounding boxes as GstVideoRegionOfInterest from data<br>                                        sinkpad to GST buffers meta (meta multiplexing) on its<br>                                        source pad.</li><br><br>                                </ol> |
| [qtioverlay](https://docs.qualcomm.com/doc/80-70015-50/topic/qtioverlay.html) | <ol class="ol" id="camera-detection-display__ol_wst_y5l_vbc"><br>                                    <li class="li">Receives the multiplexed stream.</li><br><br>                                    <li class="li">Overlays the bounding boxes on the VideoFrame using CL. </li><br><br>                                    <li class="li">Produces GST buffers with overlays in its source pad.</li><br><br>                                </ol> |
| **Output** | **Output** |
| [Waylandsink](https://docs.qualcomm.com/doc/80-70015-50/topic/waylandsink.html) | <ol class="ol" id="camera-detection-display__ol_dyv_1lm_vbc"><br>                                    <li class="li">Receives the video stream on its sinkpad.</li><br><br>                                    <li class="li">Submits the video stream to Weston. </li><br><br>                                    <li class="li">Weston renders the video stream and bounding boxes generated<br>                                        for the objects in that scene on a local display<br>                                        device.</li><br><br>                                </ol> |

**Parent Topic:** [Python sample applications](https://docs.qualcomm.com/doc/80-70015-50/topic/python-sample-applications.html)

Last Published: Oct 27, 2025

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