# AIランタイムのOptraceプロファイリング

Optraceプロファイリングにより、AI Runtime SDKユーザーはAIモデル/ネットワークがHTPハードウェアでどのように実行されたかがわかります。HTPハードウェアでネットワークがどのように実行されたかが詳細に記載されます。

次の図は、Optraceプロファイリングの上位レベルでの操作を表しています。

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

HTP Optraceブロック図

## コマンドラインの使用

Optraceプロファイリングを有効にして使用するには、モデルの準備中および実行中に追加のパラメーターを指定する必要があります。このセクションでは、必要なコマンドライン・パラメーターについての詳細な使用方法と例を紹介します。

先へ進む前に、Qualcomm AI Runtime（QNN）の [設定](https://docs.qualcomm.com/doc/80-62010-1JA/topic/ai-engine-direct.html#set-up-ai-engine-direct) が完了していることを確認してください。

### モデルの変換

- QNN HTPバックエンドで .cpp および .bin ファイルを生成するには、[モデル変換](https://docs.qualcomm.com/doc/80-62010-1JA/topic/model-convert-quantize.html#model-convert-quantize) プロセスに従ってください。

### モデルの準備

- HTPバックエンドの [モデル準備](https://docs.qualcomm.com/doc/80-62010-1JA/topic/generate-qnn.html#generate-qnn-model) の手順（`qnn-context-binary-generator.exe` コマンドラインの指示まで）に従ってください。
- 次の `qnn-context-binary-generator.exe` コマンドを実行して、シリアライズされたバイナリファイルを生成します。

& $QNN_SDK_ROOT\bin\aarch64-windows-msvc\qnn-context-binary-generator.exe --model .\QNN_Artifacts\ARM64\quantized_mobilenet_v2.dll --backend $DIR_PATH\Models\qnn_dependencies\QnnHtp.dll --binary_file quantized_mobilenet_v2.serialized --config_file .\QNN_Artifacts\qnnConfigDetails.json --output_dir .\QNN_Artifacts --profiling_level detailed --profiling_option optrace
        Copy to clipboard

    - 上記のコマンドによる出力の詳細は以下のとおりです。

        - `quantized_mobilenet_v2.serialized.bin` - モデルが含まれるコンテキスト・バイナリです。
        - `quantized_mobilenet_v2_schematic.bin` - 回路図ファイルです（chrometrace生成に必要です）。

### モデルの実行

- Qualcomm AI Runtime（QNN）のHTPバックエンドの [モデル実行](https://docs.qualcomm.com/doc/80-62010-1JA/topic/run-qnn.html#run-qnn-model) 手順（`qnn-net-run.exe` コマンドの指示まで）に従ってください。
- 次の `qnn-net-run.exe` コマンドを実行してモデルを実行し、`optrace` アーティファクトを生成します。

& $DIR_PATH\Models\qnn_dependencies\qnn-net-run.exe --model .\QNN_Artifacts\ARM64\quantized_mobilenet_v2.dll --backend $DIR_PATH\Models\qnn_dependencies\QnnHtp.dll --input_list .\input_list.txt --output_dir .\QNN_Artifacts\output_htp --profiling_level detailed --profiling_option optrace
        Copy to clipboard

    - 上記のコマンドによる出力の詳細は以下のとおりです。

        - `qnn-profiling-data.log` - optrace 情報が含まれるログデータです。この情報は後処理手順でさらに解析されます（chrometrace生成に必要です）。
    - 次のコマンドを実行して、 `optrace_config.json` ファイルを作成します。

> 
> 
> notepad.exe .\QNN_Artifacts\optrace_config.json
>             Copy to clipboard

        - 以下のコードを `optrace_config.json` ファイルにコピーして保存します

{
                  "features":
                  {
                      "enable_input_output_flow_events": true,
                      "enable_sequencer_flow_events": true,
                      "htp_json": true,
                      "runtrace": true,
                      "memory_info": true,
                      "traceback": true,
                      "qhas_schema": true,
                      "qhas_json": true
                  }
                }
                Copy to clipboard
        - chrometraceを生成するには、`libQnnHtpOptraceProfilingReader` リーダー・ライブラリを使用して、ホストで `qnn-profile-viewer` を実行します。
    - 次の `qnn-profile-viewer` コマンドを使用して `chrometrace.json` ファイルを生成します。

mkdir .\optrace_artifacts
            Move-Item -Path $QNN_SDK_ROOT\bin\aarch64-windows-msvc\qnn-profile-viewer.exe -Destination $DIR_PATH\Models\QNN_Dependencies -Force
            & $DIR_PATH\Models\qnn_dependencies\qnn-profile-viewer.exe --config .\QNN_Artifacts\optrace_config.json --reader  $QNN_SDK_ROOT\lib\aarch64-windows-msvc\QnnHtpOptraceProfilingReader.dll --input_log .\QNN_Artifacts\output_htp\qnn-profiling-data.log --schematic .\quantized_mobilenet_v2_schematic.bin --output .\optrace_artifacts\chrometrace.json
            Copy to clipboard
    - 上記のコマンドを実行した後、`$DIR_PATH\Models\Mobilenet_V2\optrace_artifacts` フォルダーには次のファイルがあります。

        - `chrometrace.json`
        - `chrometrace_htp.json`
        - `chrometrace_qnn_htp_analysis_summary.html`
        - `qhas_schema`

## 特徴

### メモリ割り当てグラフ

- ブラウザーを開き、`chrome://tracing` （Microsoft Edge を使用している場合は `edge://tracing` ）に移動します。
- **Load** をクリックして、`$DIR_PATH\Models\Mobilenet_V2\optrace_artifacts\chrometrace.json` ファイルを選択します。
- 各コアのメモリ割り当てチャートが "VTCM alloc" として表示されます。

    - 最大観測値はデバイスのVTCMサイズ（8 MB）を超えないようにする必要があります。
- DRAM/VTCMの読み取り/書き込みチャートは、DRAM/VTCMとの瞬間転送を示しています。

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

HTP Optraceマルチコア・メモリのグラフ

- テンソルのメモリのすべての部分についてメモリ・ブロックが作成されます。
- メモリ・グループは、同じ演算で生成およびアクセスされるメモリ・ブロックの組です。
- 各メモリ・グループのアドレスとライフスパンは準備時にスケジューラーによって決定されます。

    - 注：2つの異なるメモリ・ブロックの時間が重複しなければ、その2つを同じアドレスに割り当てることができます。

### Runtraceオーバーレイ

- 各コアのRuntrace実行イベントは "quantized\_mobilenet\_v2 Runtraces" として表示されます。

    - グラフの実行段階（VTCM取得、リソース電源オン、実際の推論）を示します。

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

HTP Optrace runtraceグラフ

### Qualcomm HTP Analysis Summary（QHAS）

- `qnn-profile-viewer` コマンドにより、QHAS HTMLレポートが生成されます。chrometraceではHTP Opからのデータが視覚的に表現されますが、QHAS HTMLレポートではこのデータがレポートにまとめられ、分析結果も記載されます。
- `$DIR_PATH\Models\Mobilenet_V2\optrace_artifacts\chrometrace_qnn_htp_analysis_summary.html` をダブルクリックして、レポートをブラウザーで開きます。
- QHASは各Opの完全なデータ分析で、QAIRT IRとフレームワーク・マッピングの情報と相互参照しています。
- HTP/QAIRT/フレームワークレベルのロールアップからのOpをまとめ、ボトルネックを理解して状況を把握します。
- SDKからモデルを簡単に分析する方法です。

![../../_images/QHAS_1.png](data:image/png;base64,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)

QHAS HTMLレポートの例1

- QHASの **Dominant Path** セクションには、タイムライン全体で優先度が最も高いHTP Opのタイムラインが表示されます。
- 主要パスは、タイムラインの計算リソースの中で最も優先度が高いものと定義されます。HMXの後に、HVX0、HVX1、 … と続きます。
- 以下の例では、1つのQAIRTノードが主要パスのうち21.89%を占めていることを表しています。

![../../_images/QHAS_2.png](data:image/png;base64,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)

QHAS HTMLレポートの例2

**次のステップ**

プロファイリングにOptraceを使用した後、[QAIRT Visualizer](https://docs.qualcomm.com/doc/80-62010-1JA/topic/qairt-visualizer.html#qairt-visualizer) セクションに進みます。

Last Published: Jan 13, 2026

[Previous Topic
モデルの実行](https://docs.qualcomm.com/bundle/publicresource/80-62010-1JA/topics/run-qnn.md) [Next Topic
QAIRT Visualizer](https://docs.qualcomm.com/bundle/publicresource/80-62010-1JA/topics/qairt-visualizer.md)