# Encoder Statistics

Exporting Video Encoder Statistics provides video encoding applications with information that will improve overall video compression. Applications can use the
per-frame statistics to analyze scene complexity during the first pass and use this information during the second pass to improve quality or achieve higher compression.

The following diagram shows an application that subscribes to the encoder statistics and logs the per-frame average Quantization Parameter (QP) and frame sizes.
These statistics provide insight into the complexity of the scene at frame-level, and allows the application to dynamically control encoding parameters (such as bitrate).
The application can also use these insights to adjust the pre-encode filtering during the second pass to achieve better compression without introducing high-compression artifacts

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

Encoder Statistics: Second pass encoding[](https://docs.qualcomm.com/doc/80-56386-10/topic/encoder_statistics.html#id1)

## Android API support[](https://docs.qualcomm.com/doc/80-56386-10/topic/encoder_statistics.html#android-api-support)

Starting with Android 13, applications can query the encoder if it supports exporting statistics. Applications may also request the encoders to generate frame-level statistics.

| API | Usage | Notes |
| --- | --- | --- |
| [CodecCapabilities#FEATURE_EncodingStatistics](://developer.android.com/reference/android/media/MediaCodecInfo.CodecCapabilities#FEATURE_EncodingStatistics) | Feature string is introduced in Android 13 for the applications to query if the encoder supports exporting statistics |  |
| [KEY_VIDEO_ENCODING_STATISTICS_LEVEL](https://developer.android.com/reference/android/media/MediaFormat#KEY_VIDEO_ENCODING_STATISTICS_LEVEL) | MediaFormat key to configure the encoder to generate encoding statistics | Possible values are VIDEO\_ENCODING\_STATISTICS\_LEVEL\_0 or VIDEO\_ENCODING\_STATISTICS\_LEVEL\_1 |
| [VIDEO_ENCODING_STATISTICS_LEVEL_NONE](https://developer.android.com/reference/android/media/MediaFormat#VIDEO_ENCODING_STATISTICS_LEVEL_NONE) | Level to mute the stats | Setting this level has the same effect as not configuring KEY\_VIDEO\_ENCODING\_STATISTICS\_LEVEL |
| [VIDEO_ENCODING_STATISTICS_LEVEL_1](https://developer.android.com/reference/android/media/MediaFormat#VIDEO_ENCODING_STATISTICS_LEVEL_1) | Level1 statistics will enable Average-frame-QP and frame picture-type (I/P/B) | Statistics are notified via output format on every output buffer |

Additional details can be found on [AOSP docs](https://source.android.com/docs/core/media/encoding-stats).

## Sample code[](https://docs.qualcomm.com/doc/80-56386-10/topic/encoder_statistics.html#sample-code)

### Discover and enable encoder statistics feature[](https://docs.qualcomm.com/doc/80-56386-10/topic/encoder_statistics.html#discover-and-enable-encoder-statistics-feature)

/*
     * Create a MediaCodec encoder and get its capabilities.
     */
    MediaCodec codec = CreateEncoderByType(MediaFormat.MIMETYPE_VIDEO_HEVC);
    MediaCodecInfo codecInfo = codec.getCodecInfo();
    CodecCapabilities caps = codecInfo.getCapabilitiesForType(MediaFormat.MIMETYPE_VIDEO_HEVC);
    
    MediaFormat format = MediaFormat.createVideoFormat(MediaFormat.MIMETYPE_VIDEO_HEVC, 1280, 720);
    
    /*
     * Request the encoder to export frame-level statistics if the feature is supported.
     */
    if (caps.isFeatureSupported(CodecCapabilities.FEATURE_EncodingStatistics)) {
      format.setInteger(MediaFormat.KEY_VIDEO_ENCODING_STATISTICS_LEVEL,
        MediaFormat.VIDEO_ENCODING_STATISTICS_LEVEL_1);
    }
    Copy to clipboard

### Receive encoder statistics in Async mode[](https://docs.qualcomm.com/doc/80-56386-10/topic/encoder_statistics.html#receive-encoder-statistics-in-async-mode)

/*
     * Encoder statistics can be retrieved from the buffer's format.
     */
    class MyCallBack implements MediaCodec.Callback {
      @Override
      void onOutputBufferAvailable(MediaCodec codec, int bufferId, MediaCodec.BufferInfo info) {
        ByteBuffer outBuffer = codec.getOutputBuffer(bufferId);
        MediaFormat bufferFormat = codec.getOutputFormat(bufferId);
    
        int pictureType = bufferFormat.getInteger(MediaFormat.KEY_PICTURE_TYPE);
        // pictureType can be one of MediaFormat#PICTURE_TYPE_I/P/B.
    
        int averageQP = bufferFormat.getInteger(MediaFormat.KEY_VIDEO_QP_AVERAGE);
        // averageQP is the Quantization Parameter (QP) averaged over all the MBs in the frame.
    
        codec.releaseOutputBuffer(bufferId, false);
      }
    }
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### Receive encoder statistics with block model[](https://docs.qualcomm.com/doc/80-56386-10/topic/encoder_statistics.html#receive-encoder-statistics-with-block-model)

/*
     * Encoder is configured to operate in block model.
     */
    class MyCallBack implements MediaCodec.Callback {
      @Override
      void onOutputBufferAvailable(MediaCodec codec, int index, MediaCodec.BufferInfo info) {
        MediaCodec.OutputFrame outFrame = codec.getOutputFrame(index);
        MediaFormat bufferFormat = outFrame.getFormat();
    
        int pictureType = bufferFormat.getInteger(MediaFormat.KEY_PICTURE_TYPE);
        // pictureType can be one of MediaFormat#PICTURE_TYPE_I/P/B.
    
        int averageQP = bufferFormat.getInteger(MediaFormat.KEY_VIDEO_QP_AVERAGE);
        // averageQP is the Quantization Parameter (QP) averaged over all the MBs in the frame.
    
        codec.releaseOutputBuffer(index, false);
      }
    }
    Copy to clipboard

Last Published: Jun 13, 2023

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