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doc/filters: move volumedetect documentation below volume
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@ -829,46 +829,6 @@ out
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Convert the audio sample format, sample rate and channel layout. This filter is
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Convert the audio sample format, sample rate and channel layout. This filter is
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not meant to be used directly.
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not meant to be used directly.
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@section volumedetect
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Detect the volume of the input video.
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The filter has no parameters. The input is not modified. Statistics about
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the volume will be printed in the log when the input stream end is reached.
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In particular it will show the mean volume (root mean square), maximum
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volume (on a per-sample basis), and the beginning of an histogram of the
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registered volume values (from the maximum value to a cumulated 1/1000 of
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the samples).
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All volumes are in decibels relative to the maximum PCM value.
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Here is an excerpt of the output:
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@example
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[Parsed_volumedetect_0 @ 0xa23120] mean_volume: -27 dB
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[Parsed_volumedetect_0 @ 0xa23120] max_volume: -4 dB
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[Parsed_volumedetect_0 @ 0xa23120] histogram_4db: 6
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[Parsed_volumedetect_0 @ 0xa23120] histogram_5db: 62
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[Parsed_volumedetect_0 @ 0xa23120] histogram_6db: 286
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[Parsed_volumedetect_0 @ 0xa23120] histogram_7db: 1042
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[Parsed_volumedetect_0 @ 0xa23120] histogram_8db: 2551
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[Parsed_volumedetect_0 @ 0xa23120] histogram_9db: 4609
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[Parsed_volumedetect_0 @ 0xa23120] histogram_10db: 8409
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@end example
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It means that:
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@itemize
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@item
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The mean square energy is approximately -27 dB, or 10^-2.7.
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@item
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The largest sample is at -4 dB, or more precisely between -4 dB and -5 dB.
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@item
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There are 6 samples at -4 dB, 62 at -5 dB, 286 at -6 dB, etc.
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@end itemize
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In other words, raising the volume by +4 dB does not cause any clipping,
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raising it by +5 dB causes clipping for 6 samples, etc.
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@section volume
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@section volume
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Adjust the input audio volume.
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Adjust the input audio volume.
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@ -934,6 +894,46 @@ volume=volume=6dB:precision=fixed
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@end example
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@end example
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@end itemize
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@end itemize
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@section volumedetect
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Detect the volume of the input video.
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The filter has no parameters. The input is not modified. Statistics about
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the volume will be printed in the log when the input stream end is reached.
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In particular it will show the mean volume (root mean square), maximum
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volume (on a per-sample basis), and the beginning of an histogram of the
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registered volume values (from the maximum value to a cumulated 1/1000 of
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the samples).
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All volumes are in decibels relative to the maximum PCM value.
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Here is an excerpt of the output:
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@example
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[Parsed_volumedetect_0 @ 0xa23120] mean_volume: -27 dB
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[Parsed_volumedetect_0 @ 0xa23120] max_volume: -4 dB
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[Parsed_volumedetect_0 @ 0xa23120] histogram_4db: 6
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[Parsed_volumedetect_0 @ 0xa23120] histogram_5db: 62
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[Parsed_volumedetect_0 @ 0xa23120] histogram_6db: 286
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[Parsed_volumedetect_0 @ 0xa23120] histogram_7db: 1042
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[Parsed_volumedetect_0 @ 0xa23120] histogram_8db: 2551
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[Parsed_volumedetect_0 @ 0xa23120] histogram_9db: 4609
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[Parsed_volumedetect_0 @ 0xa23120] histogram_10db: 8409
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@end example
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It means that:
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@itemize
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@item
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The mean square energy is approximately -27 dB, or 10^-2.7.
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@item
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The largest sample is at -4 dB, or more precisely between -4 dB and -5 dB.
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@item
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There are 6 samples at -4 dB, 62 at -5 dB, 286 at -6 dB, etc.
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@end itemize
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In other words, raising the volume by +4 dB does not cause any clipping,
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raising it by +5 dB causes clipping for 6 samples, etc.
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@c man end AUDIO FILTERS
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@c man end AUDIO FILTERS
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@chapter Audio Sources
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@chapter Audio Sources
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