# 为定制模型添加后处理支持

本指南介绍了如何在 Qualcomm IM SDK pipeline 中添加模型后处理支持。如果 Qualcomm IM SDK 插件不支持模型的后处理，这是很有必要的。

本节涵盖以下主题。

1. [AI IM SDK pipeline 概述](https://docs.qualcomm.com/doc/80-70022-15BY/topic/add-postprocessing-support-custom-model.html#ai-im-sdk-pipeline)。
2. [qtimlpostprocess 插件介绍](https://docs.qualcomm.com/doc/80-70022-15BY/topic/add-postprocessing-support-custom-model.html#postprocessing-plugin-introduction)
3. [如何编写后处理模块](https://docs.qualcomm.com/doc/80-70022-15BY/topic/add-postprocessing-support-custom-model.html#write-postprocessing-module)。
4. [如何编译后处理模块](https://docs.qualcomm.com/doc/80-70022-15BY/topic/add-postprocessing-support-custom-model.html#compile-postprocessing-module)。
5. [如何部署和测试后处理模块](https://docs.qualcomm.com/doc/80-70022-15BY/topic/add-postprocessing-support-custom-model.html#deploy-test-postprocessing-module)。

此示例说明了将自定义 YoloV8 模型后处理添加到 `qtimlpostprocesss` 插件的步骤。

下图显示了添加您自己的后处理模型的过程，从开发和集成模型到运行参考应用程序。

![../_images/add-postprocessing-custom-model.png](data:image/png;base64,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)

## AI IM SDK pipeline 概述

<abbr title="Qualcomm Intelligent Multimedia SDK">Qualcomm Intelligent Multimedia SDK (IM SDK)</abbr> 包含构建 AI、多媒体和机器视觉 pipeline 以构建应用程序所需的构建块。

使用 IM SDK 构建 AI 工作流涉及三个关键的 GStreamer 插件。

1. 预处理元素：将传入的数据流转换为适合 AI 推理的张量格式。
2. 推理元素：使用 AI 模型执行推理，并对输出张量应用去量化。此元素除了去量化之外不执行任何预处理或后处理。
3. 后处理元素：解析输出张量并生成包含机器学习元数据的缓存。此元素通过以下方式之一输出元数据。

    - 使用 `qtimetamuxer` 将其附加到源流
    - 将其直接流传输到 RTSP、RTMP 或 Redis 等端点。
    - 作为图像遮罩，使用 `qtivcomposer` 叠加在源视频帧上。

![../_images/ai-im-sdk-pipelines.png](data:image/png;base64,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)

示例：直接使用 ML 元数据

在以下示例中，源流不会在推理插件之后传播。

![../_images/ai-im-sdk-example-direct-metadata.png](data:image/png;base64,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)

示例：将 ML 元数据附加到源视频

在以下示例中，ML 元数据已附加到源视频。叠加使用附加的 ML 元数据来绘制边界框、文本和其他视觉元素。结果显示在屏幕上或通过网络传输。

![../_images/ai-im-sdk-example-attached-metadata.png](data:image/png;base64,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)

示例：将 ML 元数据转换为图像遮罩

在以下示例中，ML 元数据已转换为图像遮罩，然后覆盖在源流之上。

![../_images/ai-im-sdk-example-mask-metadata.png](data:image/png;base64,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)

## IM SDK 中的 AI 后处理插件简介

`qtimlpostprocess` 是一个可自定义的插件，它提供了一个库接口，用于对推理插件的张量输出进行后处理。后处理库负责张量解析并输出预测列表。

后处理 (PP) 模块处理一种 <abbr title="machine learning">machine learning (ML - 机器学习)</abbr> 模型。每个 PP 模块处理特定类型的模型及其变体，例如所有 YOLOv8 检测模型变体。该插件管理模块的执行、输出生成（ML 元数据或图像蒙版）、批处理、ML 暂存和其他相关任务。

下图显示了输入、输出、后处理模块和后处理插件之间的关系。

![图中显示了后处理模块的输入和输出。](data:image/png;base64,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)

后处理插件支持以下模型类型：

- 目标检测
- 图像分类
- 图像分割
- 超分辨率
- 姿态估计
- 音频分类

后处理插件接收张量列表作为输入。这些张量封装在 GST 缓存中。机器学习元数据附加到每个缓存，指定张量数量、张量形状、模型输入张量形状、每个输入张量中有多少来自流的数据填充、时间戳和批处理索引等细节。

后处理插件可以生成以下格式之一：

- 文字：后处理插件将机器学习元数据序列化为文本。此元数据可以由其他插件按原样使用，或使用 `qtimetamuxer` 附加到源流。
- 图像蒙版：后处理插件可以生成带有叠加文本、边界框、点、线和其他视觉元素的图像蒙版。这是一个透明的框架，仅包含机器学习结果。

    例如，如果后处理类型是目标检测，则插件会绘制带有标签的边界框。然后，`qtivcomposer` 插件可以将图像蒙版传输到源视频流上。
- 张量：后处理插件可以生成张量。当后续推理阶段需要当前推理阶段的输出张量，但张量形状不完全匹配时，使用此选项。

    例如，第一阶段产生四个输出张量，下一阶段需要其中三个。

而 GStreamer pipeline caps 协商决定了输出格式。最常用的表格式是自动协商的，但您可以使用 GStreamer caps 过滤器手动指定。

该插件仅支持一个发送端口。如果 pipeline 需要同时处理两种或更多种支持的格式，请在 pipeline 中添加并运行两次后处理插件。

后处理插件配置包含以下内容（GStreamer 属性）：

- 模块：（必填）后处理模块名称。此 GStreamer 属性指定了如何解析张量。但不定义插件输出类型。输出类型是在 pipeline caps 协商期间确定的。
- 设置：（可选）JSON 字符串或 JSON 文件的路径。此配置仅适用于模块，不适用于插件。它将任意配置传递给后处理模块，因为每个模块都有特定的需求。

    例如，使用它来传递置信度阈值、关键点、NMS 阈值和令牌。
- 标签：（可选）带有标签的文件路径。您可以使用换行符分隔的标签列表、JSON 格式的标签或自定义格式，将标签文件的路径直接传递给模块。头文件中提供了前两种格式的解析器，您可以在自定义格式的后处理模块中实现自己的解析器。
- 结果：（可选）例如，如果模型检测到 7 个结果，但最多允许 4 个结果，则会丢弃置信度得分最低的 3 个结果。该插件实现了此功能，因此模块开发者无需自行处理。

## 为自定义模型编写后处理模块

后处理模块是一个共享库，用于解析推理插件的张量输出。后处理 GST 插件 (`qtimlpostprocess`) 加载并运行模块。IM SDK 提供了各种开箱即用的后处理模块：

- 图像检测 (yolov5、yolov8、yolonas、ssd-mobilnet、qfd、qpd、east-textdt)
- 分类 (mobilnet、resnet、ocr、qfr)
- 姿态估计 (hrnet、lite-3dmm、posenet)
- 分割 (deeplab、midas-v2、yolov8)
- 超分辨率 (snet)

使用 `gst-inspect-1.0 qtimlpostprocess` 查看设备上支持的完整模块列表。

以下日志显示了示例输出。

module           : Module name that is going to be used for processing the tensors
                       flags: readable, writable
                       Enum "GstMLPostProcessModules" Default: 0, "none"
                          (0): none             - No module, default invalid mode
                          (1): ssd-mobilenet    -
                               Supported tensors:
                                 Type: FLOAT32
                                 Tensor 0: 1, 10, 4
                                 Tensor 1: 1, 10
                                 Tensor 2: 1, 10
                                 Tensor 3: 1
    
                          (2): hrnet            -
                               Supported tensors:
                                 Type: FLOAT32
                                 Tensor 0: 1, 1-256, 1-256, 1-17
    
                          (3): srnet            -
                               Supported tensors:
                                 Type: FLOAT32
                                 Tensor 0: 1, 32-4096, 32-4096
                                 Type: FLOAT32
                                 Tensor 0: 1, 32-4096, 32-4096, 1-3
    
                          (4): yolov8-seg       -
                               Supported tensors:
                                 Type: FLOAT32
                                 Tensor 0: 1, 21-42840, 4
                                 Tensor 1: 1, 21-42840
                                 Tensor 2: 1, 21-42840, 1-32
                                 Tensor 3: 1, 21-42840
                                 Tensor 4: 1, 1-32, 32-2048, 32-2048
    
                          (5): posenet          -
                               Supported tensors:
                                 Type: FLOAT32
                                 Tensor 0: 1, 5-251, 5-251, 1-17
                                 Tensor 1: 1, 5-251, 5-251, 2-34
                                 Tensor 2: 1, 5-251, 5-251, 4-64
    
                          (6): east-textdt      -
                               Supported tensors:
                                 Type: FLOAT32
                                 Tensor 0: 1, 8-480, 8-480, 1-5
                                 Tensor 1: 1, 8-480, 8-480, 1-5
    
                          (7): qfr              -
                               Supported tensors:
                                 Type: FLOAT32
                                 Tensor 0: 1, 512
                                 Tensor 1: 1, 32
                                 Tensor 2: 1, 2
                                 Tensor 3: 1, 2
                                 Tensor 4: 1, 2
                                 Tensor 5: 1, 2
    
                          (8): deeplab-argmax   -
                               Supported tensors:
                                 Type: FLOAT32
                                 Tensor 0: 1, 32-2048, 32-2048
                                 Type: FLOAT32
                                 Tensor 0: 1, 32-2048, 32-2048, 1-21
    
                          (9): yolov8           -
                               Supported tensors:
                                 Type: FLOAT32
                                 Tensor 0: 1, 21-42840, 4
                                 Tensor 1: 1, 21-42840
                                 Tensor 2: 1, 21-42840
                                 Type: FLOAT32
                                 Tensor 0: 1, 4, 21-42840
                                 Tensor 1: 1, 1-1001, 21-42840
                                 Type: FLOAT32
                                 Tensor 0: 1, 5-1005, 21-42840
    
                          (10): mobilenet        -
                               Supported tensors:
                                 Type: FLOAT32
                                 Tensor 0: 1, 1000-1001
    
                          (11): lite-3dmm        -
                               Supported tensors:
                                 Type: FLOAT32
                                 Tensor 0: 1, 512
                                 Tensor 1: 1, 265
                                 Type: FLOAT32
                                 Tensor 0: 1, 265
    
                          (12): ocr              -
                               Supported tensors:
                                 Type: FLOAT32
                                 Tensor 0: 26, 1, 37
                                 Type: FLOAT32
                                 Tensor 0: 1, 26-48, 37
    
                          (13): yolov5           -
                               Supported tensors:
                                 Type: FLOAT32
                                 Tensor 0: 1, 1-136, 1-136, 18-3018
                                 Tensor 1: 1, 1-136, 1-136, 18-3018
                                 Tensor 2: 1, 1-136, 1-136, 18-3018
                                 Type: FLOAT32
                                 Tensor 0: 1, 3, 1-136, 1-136, 6-85
                                 Tensor 1: 1, 3, 1-136, 1-136, 6-85
                                 Tensor 2: 1, 3, 1-136, 1-136, 6-85
                                 Type: FLOAT32
                                 Tensor 0: 1, 21-72828, 6-85
    
                          (14): mobilenet-softmax -
                               Supported tensors:
                                 Type: FLOAT32
                                 Tensor 0: 1, 1000-1001
    
                          (15): yolo-nas         -
                               Supported tensors:
                                 Type: FLOAT32
                                 Tensor 0: 1, 21-42840, 4
                                 Tensor 1: 1, 21-42840
                                 Tensor 2: 1, 21-42840
                                 Type: FLOAT32
                                 Tensor 0: 1, 21-42840, 2
                                 Tensor 1: 1, 21-42840, 2
                                 Tensor 2: 1, 21-42840, 81
                                 Type: FLOAT32
                                 Tensor 0: 1, 5-1005, 21-42840
                                 Type: FLOAT32
                                 Tensor 0: 1, 21-42840, 1-1001
                                 Tensor 1: 1, 21-42840, 4
                                 Type: FLOAT32
                                 Tensor 0: 1, 21-42840, 4
                                 Tensor 1: 1, 21-42840, 1-1001
    
                          (16): qfd              -
                               Supported tensors:
                                 Type: UINT8, FLOAT32
                                 Tensor 0: 1, 60, 80, 1
                                 Tensor 1: 1, 60, 80, 1
                                 Tensor 2: 1, 60, 80, 10
                                 Tensor 3: 1, 60, 80, 4
                                 Type: UINT8, FLOAT32
                                 Tensor 0: 1, 120, 160, 1
                                 Tensor 1: 1, 120, 160, 10
                                 Tensor 2: 1, 120, 160, 4
                                 Type: UINT8, FLOAT32
                                 Tensor 0: 1, 60, 80, 4
                                 Tensor 1: 1, 60, 80, 10
                                 Tensor 2: 1, 60, 80, 1
                                 Type: UINT8, FLOAT32
                                 Tensor 0: 1, 60, 80, 1
                                 Tensor 1: 1, 60, 80, 4
                                 Tensor 2: 1, 60, 80, 10
    
                          (17): yamnet           -
                               Supported tensors:
                                 Type: FLOAT32
                                 Tensor 0: 1, 521
    
                          (18): midas-v2         -
                               Supported tensors:
                                 Type: FLOAT32
                                 Tensor 0: 1, 256, 256, 1
                                 Type: FLOAT32
                                 Tensor 0: 1, 256, 256
    
                          (19): qfr-softmax      -
                               Supported tensors:
                                 Type: FLOAT32
                                 Tensor 0: 1, 512
                                 Tensor 1: 1, 32
                                 Tensor 2: 1, 2
                                 Tensor 3: 1, 2
                                 Tensor 4: 1, 2
                                 Tensor 5: 1, 2
    
                          (20): qpd              -
                               Supported tensors:
                                 Type: FLOAT32
                                 Tensor 0: 1, 120, 160, 3
                                 Tensor 1: 1, 120, 160, 12
                                 Tensor 2: 1, 120, 160, 34
                                 Tensor 3: 1, 120, 160, 17
    Copy to clipboard

如果找不到适合您模型的后处理模块，您可以自行实现。您可以构建独立于 IM SDK 的后处理模块。要在不使用 IM SDK 的情况下构建后处理模块，您需要接口头文件和工具链。构建模块后，将其部署到设备上的 `/usr/lib/gstreamer-1.0/ml/modules/`。

后处理插件会自动检测到，用户可以在 GStreamer pipeline 中选择。

### 模块和库命名

为避免后处理模块名称重复，后处理模块共享库必须遵循 `libml-postprocess-<module-name>.so` 命名约定。

例如，YoloV8 模块的共享库必须命名为 `libml-postprocess-yolov8.so`。配置后处理插件时，请使用相同的 `<module-name>`。例如，`module=yolov8`。

gst-launch-1.0 -e filesrc location=/etc/media/video.mp4 ! qtdemux ! queue ! h264parse ! \
    v4l2h264dec capture-io-mode=4 output-io-mode=4 ! video/x-raw,format=NV12 ! qtimlvconverter ! qtimltflite \
    name=inference delegate=external external-delegate-path=libQnnTFLiteDelegate.so external-delegate-options="QNNExternalDelegate,backend_type=htp;" \
    model=/etc/models/yolov8_det_quantized.tflite ! qtimlpostprocess module=yolov8 labels=/etc/labels/yolov8.json ! filesink location=/etc/data/ml-results.txt
    Copy to clipboard

### AI 后处理模块推理

AI 后处理模块公开了 C++ API。由于 C++ API 无法直接从共享库加载，所以类实例化被封装在 C 函数中。此机制已在头文件中实现，因此您无需手动处理 C++ 类的实例化。您只需在模块类中实现以下 API，该类派生自 IModule 接口。

- 构造函数/析构函数：构造函数不接受任何参数，作为开发者的通用入口点。
- `Caps()`：以 JSON 格式返回模块类型和支持的张量维度。
- `Configure()`：接受标签文件的路径和包含模块特定设置的 JSON 字符串。用户通过后处理 GStreamer 插件的 settings 属性提供这些设置。
- `Process()`：解析输入张量并根据模型输出生成预测。

#### std::string Caps()

以 JSON 字符串形式返回模块类型和支持的张量形状。张量形状并非固定，而是在一个范围内定义，用方括号表示。

例如，`[1, [21, 42840], 4]` 表示第二个维度可以在 `21` 和 `42840` 之间变化。

以下代码片段是后处理模块功能的示例定义。该示例实现了目标检测后处理，采用 FLOAT32 作为张量格式，并支持一个、两个或三个张量输出。

static const char* kModuleCaps = R"(
    {
    "type": "object-detection",
    "tensors": [
       {
          "format": ["FLOAT32"],
          "dimensions": [
          [1, [21, 42840], 4],
          [1, [21, 42840]],
          [1, [21, 42840]]
          ]
       },
       {
          "format": ["FLOAT32"],
          "dimensions": [
          [1, 4, [21, 42840]],
          [1, [1, 1001], [21, 42840]]
          ]
       },
       {
          "format": ["FLOAT32"],
          "dimensions": [
          [1, [5, 1005], [21, 42840]]
          ]
       }
    ]
    }
    )";
    Copy to clipboard

支持的后处理模块类型

- object-detection
- image-classification
- image-segmentation
- super-resolution
- pose-estimation
- audio-classification
- tensor

支持的张量类型

- FLOAT32
- FLOAT16
- INT8
- UINT8
- INT16
- UINT16
- INT32
- UINT32
- INT64
- UINT64

您可以同时指定多种格式。例如：

...
       {
          "format": ["FLOAT32", "INT8"],
          "dimensions": [
          [1, 4, [21, 42840]],
          [1, [1, 1001], [21, 42840]]
          ]
       },
    ...
    Copy to clipboard

#### bool Configure(const std::string& labels\_file, const std::string& json\_settings)

参数

| labels\_file | （可选）包含标签的文件的字符串路径。如果未提供，则字符串保留为空。 |
| --- | --- |
| json\_settings | （可选）包含模块特定设置的 JSON 字符串。用户通过后处理 GStreamer 插件的 settings 属性提供这些设置。<br><br><br>如果未提供，则保留为空。 |

#### bool Process(const Tensors& tensors, Dictionary& mlparams, std::any& output)

参数

| tensors | 张量形状以及输入张量的填充方式。 |
| --- | --- |
| mlparams | 张量处理的其他参数可能不适用于所有子模块。 |
| output | 采用其中一种支持格式的预测列表。<br><ul class="simple"><br><li><p>object-detection</p></li><br><li><p>image-classification</p></li><br><li><p>image-segmentation</p></li><br><li><p>super-resolution</p></li><br><li><p>pose-estimation</p></li><br><li><p>audio-classification</p></li><br><li><p>tensors</p></li><br></ul> |

Note

张量输出是一种特殊情况，其中后处理插件和模块生成张量而不是预测。当两个机器学习模型链接在一起，并且第一个模型的输出张量需要在传递给下一个模型之前进行修改时，请使用此方法。

如果输出张量不需要修改，则两个推理插件可以直接链接，一个接一个，不需要后处理插件。

##### 了解后处理模块输入

后处理模块的输入分为两个字段：

- 张量：该字段保存推理输出张量并描述其结构。向量将每个输出张量表示为一个条目。例如，对于 YOLOv8，它会生成三个输出张量（框、分数、类索引），因此该向量包含四个元素。

    - 类型：float、uint8 等。
    - 名称：张量名称，用于在两个或多个输出张量具有相同形状时进行识别。张量名称是唯一的，确保选择的张量是准确的。
    - 维度：描述张量形状。

        例如，YoloV8 具有三个输出张量：

        `[1,8400,4], [1,8400], [1,8400]`
    - 数据：指向张量的指针。
- mlparams：张量处理的其他参数，可能不适用于所有子模块。该字段提供有关 pipeline 如何处理输入流的信息，以便解决流的分辨率和纵横比与输入张量的形状不匹配的情况。

    该字段是使用 `std::any` 实现的字典。您必须知道预期的键及其对应的返回类型。使用 `std::any` 可确保返回值与给定键关联的类型匹配。使用示例：

video::Region& region =
          std::any_cast<video::Region&>(mlparams["input-tensor-region"]);
        Copy to clipboard

支持的键

- 键：“input-tensor-region”

    类型：video::Region

    描述：该参数指示输入张量的哪个部分由来自流的实际数据填充。剩余区域被视为填充。
- 键：“input-tensor-dimensions”

    类型：video::Resolution

    描述：指定输入张量的大小。当后处理算法产生绝对坐标输出时，需要将绝对坐标转换为相对坐标，因为后处理模块必须输出相对坐标。

#### 生成后处理模块输出

输出是一个结果数组的数组。数组嵌套以支持批处理用例。如果没有批处理，则仅填充内部数组。内部数组大小与找到的结果数量匹配。结果始终为相对维度，结果类型取决于模块类型。

- 图像/音频分类

    - 名称：类标签；图像/音频所属的预测类别或类。
    - 置信度：类概率或置信度分数。
    - 颜色：用于叠加插件可视化的 RGBA8888 颜色。
    - Xtraparams：（可选）字典中的额外参数（键/值对），用于从模块导出任意额外结果并传递给下游。
- 目标检测

    - 左、上、右、下：边界框坐标。
    - 名称：类标签；图像/音频所属的预测类别或类。
    - Landmarks：（可选）关键点列表；例如，人脸检测模型可以输出带有边界框的人脸点。
    - 置信度：类概率或置信度分数。
    - 颜色：用于叠加插件可视化的 RGBA8888 颜色。
    - Xtraparams：（可选）字典中的额外参数（键/值对），用于从模块导出任意额外结果并传递给下游。
- 姿态估计

    - 名称：类标签；图像/音频所属的预测类别或类。
    - 置信度：类概率或置信度分数。
    - 关键点：关键点向量。
    - 链接：（可选）关键点之间的链接向量。
    - 颜色：用于叠加插件可视化的 RGBA8888 颜色。
    - Xtraparams：（可选）字典中的额外参数（键/值对），用于从模块导出任意额外结果并传递给下游。
- 图像分割和超分辨率

    - 输出为图像帧/蒙版。
- 张量

    - 张量列表。

#### 批处理

后处理插件会自动将张量批次拆分为单个张量。插件层负责处理批处理，您无需处理批处理用例。

例如，如果批次大小为 4，则每个批次都会自动调用模块 4 次。

#### 模块辅助工具

标签和 JSON 解析器包含在接口头文件中。您不必使用，它们是为了方便而提供的。您可以使用任何标签或 JSON 解析器，但模块必须与它们静态链接。

- 标签解析器：该解析器支持两种格式，获取带有标签的文件的路径，并自动检测格式。

    - 换行符分隔格式：行号为类 ID。
    - JSON 格式：您应该以此格式设置类索引、标签和可视化颜色。

        此格式更灵活，因为您可以传递一些类，其余类会自动过滤掉。
- JSON 解析器：设置以 JSON 字符串形式传递。该工具用于解析设置，对于 JSON 格式，此实现用于 Qualcomm 提供的标签解析器。

#### 日志记录

后处理模块可以将日志输出到 GStreamer 日志系统，而无需直接依赖于 GStreamer。构造函数将一个日志对象传递给模块。此对象与 LOG 宏一起使用，可用于将日志直接输出到 GStreamer 日志。

支持的日志级别包括：错误、警告、信息、调试、跟踪和日志。

LOG 宏：

#define LOG(logger, level, fmt, ...)
    Copy to clipboard

日志使用示例：

LOG(logger_, kError, "ML frame with unsupported postprocessing procedure!");
    LOG(logger_, kLog, "Threshold: %f", threshold_);
    Copy to clipboard

## 在主机上编译后处理模块

前提条件

- Ubuntu 22.04 或 Ubuntu 24.04 主机。

1. 安装所需工具。

sudo apt-get install g++-aarch64-linux-gnu
        Copy to clipboard

sudo apt-get install cmake
        Copy to clipboard
2. 从 CodeLinaro 下载必要的 `.h` 和 `.cc` 文件。

    - [qti-json-parser.h](https://git.codelinaro.org/clo/le/platform/vendor/qcom-opensource/gst-plugins-qti-oss/-/blob/imsdk.lnx.2.0.0.r2-rel/gst-plugin-mlpostprocess/modules/qti-json-parser.h)
    - [qti-labels-parser.h](https://git.codelinaro.org/clo/le/platform/vendor/qcom-opensource/gst-plugins-qti-oss/-/blob/imsdk.lnx.2.0.0.r2-rel/gst-plugin-mlpostprocess/modules/qti-labels-parser.h)
    - [qti-ml-post-process.h](https://git.codelinaro.org/clo/le/platform/vendor/qcom-opensource/gst-plugins-qti-oss/-/blob/imsdk.lnx.2.0.0.r2-rel/gst-plugin-mlpostprocess/modules/qti-ml-post-proccess.h)
    - [ml-postprocess-yolov8.h](https://git.codelinaro.org/clo/le/platform/vendor/qcom-opensource/gst-plugins-qti-oss/-/blob/imsdk.lnx.2.0.0.r2-rel/gst-plugin-mlpostprocess/modules/object-detection/ml-postprocess-yolov8.h)
    - [ml-postprocess-yolov8.cc](https://git.codelinaro.org/clo/le/platform/vendor/qcom-opensource/gst-plugins-qti-oss/-/blob/imsdk.lnx.2.0.0.r2-rel/gst-plugin-mlpostprocess/modules/object-detection/ml-postprocess-yolov8.cc)
3. 将 IM SDK 头文件和模块源文件放在一个文件夹中。

<root>/
           ml-postprocess-yolov8.cc
           ml-postprocess-yolov8.h
           qti-json-parser.h
           qti-labels-parser.h
           qti-ml-post-process.h
        Copy to clipboard
4. 创建一个 `CMakeLists.txt` 文件。例如：

cmake_minimum_required(VERSION 3.8.2)
        project(QTI_OSS_ML_MODULES LANGUAGES C CXX)
        
        set(CMAKE_INCLUDE_CURRENT_DIR ON)
        
        # Common compiler flags.
        set(CMAKE_CXX_STANDARD 17)
        set(CMAKE_CXX_FLAGS "${CMAKE_C_FLAGS} -Wall -Wextra -Werror")
        set(CMAKE_CXX_FLAGS "${CMAKE_C_FLAGS} -Wno-unused-parameter")
        
        include_directories(
        $<BUILD_INTERFACE:${CMAKE_CURRENT_SOURCE_DIR}>
        )
        
        set(CMAKE_INCLUDE_CURRENT_DIR ON)
        
        set(TARGET_NAME ml-postprocess-yolov8)
        
        add_library(${TARGET_NAME} SHARED
        ml-postprocess-yolov8.cc
        )
        Copy to clipboard

Warning

后处理模块共享库必须遵循 `libml-postprocess-<module-name>.so` 命名约定。

例如，YoloV8 模块的共享库应命名为 `libml-postprocess-yolov8.so`。
5. 创建一个工具链文件，例如 `aarch64-toolchain.cmake`。例如：

set(CMAKE_SYSTEM_NAME Linux)
        set(CMAKE_SYSTEM_PROCESSOR aarch64)
        set(CMAKE_CXX_COMPILER aarch64-linux-gnu-g++)
        set(CMAKE_CXX_FLAGS "-march=armv8-a")
        Copy to clipboard
6. 配置并构建模块。

mkdir build
        Copy to clipboard

cd build
        Copy to clipboard

cmake -DCMAKE_TOOLCHAIN_FILE=../aarch64-toolchain.cmake ..
        Copy to clipboard

cmake --build .
        Copy to clipboard

## 部署并测试后处理模块

1. 将模块部署到目标设备。

    1. 在主机终端上运行以下命令，将模块传输到目标设备。

scp libml-postprocess-yolov8.so root@<IP address of the target device>:/opt/
            Copy to clipboard
    2. 在主机终端上运行以下命令，通过 SSH 进入目标设备。

ssh root@<IP address of the target device>
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    3. 出现提示时，输入 `oelinux123` 作为密码。
    4. 在目标设备上运行以下命令（SSH 登录后），重新挂载 `/usr` 并赋予写权限：

mount -o remount,rw /usr
            Copy to clipboard
    5. 在目标设备上运行以下命令（SSH 登录后），将模块复制到 GStreamer 插件目录：

cp /opt/libml-postprocess-yolov8.so /usr/lib/gstreamer-1.0/ml/modules/.
            Copy to clipboard
2. 在目标设备上运行 GST 检查并确认您的模块出现在支持的模块列表中。

    您必须在支持的模块列表中看到您的后处理模块，且该模块支持的张量形状需符合要求。

gst-inspect-1.0 qtimlpostprocess
        Copy to clipboard
3. 下载模型、标签和媒体以运行 GStreamer pipeline。

    1. 下载 [yolov8.json](https://github.com/quic/sample-apps-for-qualcomm-linux/tree/main/artifacts/json_labels)。
    2. 将项目 `yolov8.json` 文件复制到目标设备。

scp yolov8.json root@<IP address of the target device>:/etc/labels/
            Copy to clipboard
    3. 下载 [video1.mp4](https://github.com/quic/sample-apps-for-qualcomm-linux/tree/main/artifacts/videos)。
    4. 将项目 `video1.mp4` 文件复制到目标设备。

scp video1.mp4 root@<IP address of the target device>:/etc/media/
            Copy to clipboard
    5. 下载 [yolov8_det_quantized.tflite](https://github.com/quic/ai-hub-models/tree/main/qai_hub_models/models/yolov8_det)。
    6. 将项目 `yolov8_det_quantized.tflite` 文件复制到目标设备。

scp yolov8_det_quantized.tflite root@<IP address of the target device>:/etc/models/
            Copy to clipboard
4. 拥有后处理模块后，构建 GStreamer pipeline。

    1. 使用 `qtimlpostprocess` 插件的 module 属性选择后处理模块。

        如果您的模块需要标签文件或配置，请通过 label 和 settings 属性传递。

    在以下示例 pipeline 中运行 YOLOv8 模型：

    - pipeline 使用离线视频作为源。
    - pipeline 使用 v4l2h264dec 解码器将视频解码为 YUV 格式。
    - `qtimlvconverter` 插件预处理 YUV 帧。
    - `qtimltflite` 插件使用 LiteRT YOLOv8 模型运行推理。
    - 后处理插件加载 YOLOv8 模块并传递 JSON 格式的标签文件。
    - pipeline 将 ML 结果保存到文件中。

gst-launch-1.0 -e filesrc location=/etc/media/video1.mp4 ! qtdemux ! queue ! h264parse ! \
        v4l2h264dec capture-io-mode=4 output-io-mode=4 ! video/x-raw,format=NV12 ! qtimlvconverter ! qtimltflite \
        name=inference delegate=external external-delegate-path=libQnnTFLiteDelegate.so external-delegate-options="QNNExternalDelegate,backend_type=htp;" \
        model=/etc/models/yolov8_det_quantized.tflite ! qtimlpostprocess module=yolov8 labels=/etc/labels/yolov8.json ! filesink location=/etc/data/ml-results.txt
        Copy to clipboard

Last Published: Nov 05, 2025

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