# 菊花链检测和姿态估计

Source: [https://docs.qualcomm.com/doc/80-70015-50SC/topic/daisy-chain-detection-and-pose-detection.html](https://docs.qualcomm.com/doc/80-70015-50SC/topic/daisy-chain-detection-and-pose-detection.html)

**gst-ai-daisychain-detection-pose** 程序可以使用摄像头、文件或 RTSP 流执行级联目标检测和姿态检测。这些用例涉及检测目标并估计图像或视频中主体的身体姿态。

下图显示了应用流程，用于接收来源的输入、执行预处理、在 AI 硬件上进行推理，并在屏幕上显示结果。

有关 pipeline 流程中使用的插件的信息，可参见[Pipeline 流程](https://docs.qualcomm.com/doc/80-70015-50SC/topic/daisy-chain-detection-and-pose-detection.html#daisy-chain-detection-and-pose-detection__section_pqq_1ny_kbc)。

![](data:image/png;base64,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)

## 前提条件

- 要运行应用程序，需将模型和标签文件推送到设备。更多信息，可参见[从 AI Hub 下载 TFLite 的模型和标签文件](https://docs.qualcomm.com/doc/80-70015-50SC/topic/ai-ml-sample-applications.html#ai-ml-sample-applications__section_fsl_lgz_scc)。
- 要访问主机设备，应启用 SSH。相关说明，可参见 [SSH 使用指南](https://docs.qualcomm.com/bundle/publicresource/topics/80-70015-254/how_to.html#how-to-ssh-)
- 进入 SSH shell 并运行用例：

        ssh root@<ip-addr of the target device>Copy to clipboard
- 启用显示器：

        export XDG_RUNTIME_DIR=/dev/socket/weston && export WAYLAND_DISPLAY=wayland-1Copy to clipboard
- 从主机推送文件：

        scp <filename> root@<IP address of target device>:/opt/Copy to clipboard

- 重命名模型/标签文件：

| 模型/标签 | 重命名为... |
    | :--- | :--- |
    | YOLOv8 TFLite 模型 | yolov8\_det\_quantized.tflite |
    | yolonas.labels | yolov8.labels |
    | hrnet\_pose.labels | hrnetpose.labels |

## 用例

- 使用摄像头流并在 Wayland 显示器上查看输出：

        gst-ai-daisychain-detection-pose -c -dCopy to clipboard
- 使用文件流并将输出另存为文件：
    在执行命令之前，将 video.mp4 文件推送到 opt 文件夹：

        gst-ai-daisychain-detection-pose --input-file=/opt/video.mp4 -o /opt/out.mp4Copy to clipboard
- 使用 RTSP 流并在 Wayland 显示器上查看输出：

        gst-ai-daisychain-detection-pose --rtsp-ip-port="rtsp://<ip>:port/<stream>" --displayCopy to clipboard

## 预期输出

![](data:image/png;base64,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)

## Pipeline 流程

下表列出了菊花链检测和姿态估计 pipeline 中使用的插件：| 插件 | 说明 |
| --- | --- |
| 摄像头源：[qtiqmmfsrc](https://docs.qualcomm.com/doc/80-70015-50SC/topic/qtiqmmfsrc.html) | <ul class="ul" id="daisy-chain-detection-and-pose-detection__ul_zyl_gj1_mcc"><br>                                    <li class="li">从摄像头采集实时流：</li><br><br>                                    <li class="li">使用 tee 拆分流进行推理。</li><br><br>                                </ul> |
| 文件源：filesrc | <ul class="ul" id="daisy-chain-detection-and-pose-detection__ul_z1z_x4f_w1c"><br>                                    <li class="li">使用 filesrc 采集视频流，然后使用 qtdemux 对视频流进行解复用。</li><br><br>                                    <li class="li">使用 tee 拆分流进行推理。</li><br><br>                                </ul> |
| RTSP 源：rtspsrc | <ul class="ul" id="daisy-chain-detection-and-pose-detection__ul_vsj_2r4_tbc"><br>                                    <li class="li">使用 rtspsrc 采集 RTSP 流，然后使用 rtph264depay 提取视频。</li><br><br>                                    <li class="li">使用 tee 拆分流进行推理。</li><br><br>                                </ul> |
| [qtimetamux](https://docs.qualcomm.com/doc/80-70015-50SC/topic/qtimetamux.html) | 多路复用流。 |
| h264parse | 解析 H.264 视频。 |
| [v4l2h264dec](https://docs.qualcomm.com/doc/80-70015-50SC/topic/v4l2h264dec.html) | 解码 H.264 视频流。 |
| [qtivsplit](https://docs.qualcomm.com/doc/80-70015-50SC/topic/qtivsplit.html) | 根据检测到的边框将整个帧裁剪为较小的帧（最多 4 个）。 |
| [qtimlvconverter](https://docs.qualcomm.com/doc/80-70015-50SC/topic/qtimlvconverter.html) | AI 处理流用于预处理：<ol class="ol" id="daisy-chain-detection-and-pose-detection__ol_j34_ddg_q1c"><br>                                    <li class="li">在其接收设备接插口上接收视频流。</li><br><br>                                    <li class="li">对流数据执行以下预处理。当模型使用浮点值输入时，会执行此预处理。<ol class="ol" type="a" id="daisy-chain-detection-and-pose-detection__ol_m5z_cpr_lbc"><br>                                            <li class="li">色彩转换</li><br><br>                                            <li class="li">缩放（向上或向下）</li><br><br>                                            <li class="li">归一化</li><br><br>                                        </ol><br></li><br><br>                                    <li class="li">将预处理的视频流转换为其源接插口上的张量数据。</li><br><br>                                </ol><br><br>张量数据用于 pipeline 后期的推理。 |
| [qtimltflite](https://docs.qualcomm.com/doc/80-70015-50SC/topic/qtimltflite.html) | 在 TFLite runtime 上运行，使用 yolov5.tflite 模型进行目标检测，并使用 inception\_v3\_quantized.tflite 进行分类。<br><ol class="ol" id="daisy-chain-detection-and-pose-detection__ol_l2x_zjq_nbc"><br>                                    <li class="li">推理 runtime 在其接收设备接插口上接收到张量数据后，运行推理。</li><br><br>                                    <li class="li">生成一个张量数据，并在其源接插口上显示推理结果。</li><br><br>                                </ol> |
| [qtimlvdetection](https://docs.qualcomm.com/doc/80-70015-50SC/topic/qtimlvdetection.html) | 处理来自任何分类模型的推理结果。<ol class="ol" id="daisy-chain-detection-and-pose-detection__ol_ol3_dky_kbc"><br>                                    <li class="li">将阈值应用于所选结果数。</li><br><br>                                    <li class="li">加载 YOLOv5 模块。</li><br><br>                                    <li class="li">以带有分类标签的视频帧的形式生成结果。</li><br><br>                                    <li class="li">生成仅包含可裁剪边框的视频帧。</li><br><br>                                </ol> |
| [qtimlvpose](https://docs.qualcomm.com/doc/80-70015-50SC/topic/qtimlvpose.html) | <ul class="ul" id="daisy-chain-detection-and-pose-detection__ul_jk5_b1s_lbc"><br>                                    <li class="li">将阈值应用于所选结果数。</li><br><br>                                    <li class="li">为各种姿态检测模型加载相应的模块。 <p class="p">在本节描述的用例中，qtimlvpose 执行以下操作：</p><ol class="ol" id="daisy-chain-detection-and-pose-detection__ol_w5v_2qr_lbc"><br>                                            <li class="li">加载 HRNet 模块。</li><br><br>                                            <li class="li">以具有绘制姿态的视频帧的形式生成结果。</li><br><br>                                            <li class="li">将结果发送到 qtivcomposer 的接收设备接插口，以便进一步处理或显示。</li><br><br>                                        </ol><br></li><br><br>                                </ul> |
| [qtivcomposer](https://docs.qualcomm.com/doc/80-70015-50SC/topic/qtivcomposer.html) | <ol class="ol" id="daisy-chain-detection-and-pose-detection__ol_y1d_hqr_lbc"><br>                                    <li class="li">通过组合其接收设备接插口中的内容来合成帧。</li><br><br>                                    <li class="li">将包含组合帧的 GStreamer 缓冲区推送到其源接插口上。</li><br><br>                                </ol> |
| [Waylandsink](https://docs.qualcomm.com/doc/80-70015-50SC/topic/waylandsink.html) | <ol class="ol" id="daisy-chain-detection-and-pose-detection__ol_hgj_kqr_lbc"><br>                                    <li class="li">将接收设备接插口上接收的视频流转发到 Weston。</li><br><br>                                    <li class="li">Weston 在本地显示器上呈现视频流。</li><br><br>                                </ol> |

## 已知问题

- 如果物体距离摄像头较远，由于使用了模型会导致应用程序出现帧 fps 下降问题和精度下降。
- 该应用程序使用量化模型的固定 `g_offset` 和 `q_scale` 常量。更多信息，可参见 [AI 开发者工作流](https://docs.qualcomm.com/bundle/publicresource/topics/80-70015-15B/integrate-aihub-model.html)。 
    根据使用的模型修改值并重新编译应用程序。

**Parent Topic:** [AI/ML 示例程序](https://docs.qualcomm.com/doc/80-70015-50SC/topic/ai-ml-sample-applications.html)

Last Published: Nov 11, 2025

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