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Gain structure: input and output levels - Biamp Cornerstone

    https://support.biamp.com/General/Audio/Gain_structure%3A_input_and_output_levels#:~:text=dBFS%2C%20or%20decibels%20relative%20to%20Full%20Scale%2C%20is,level%20possible%2C%20also%20known%20as%20the%20clipping%20point.
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What is "DBFS"?

    https://www.sweetwater.com/insync/dbfs/
    dBFS. A dB reference level equal to “Full Scale” or “ Full Code .”. It is used in specifying A/D and D/A audio data converters, but also increasingly used to refer to signal levels in the digital domain since they are almost always referenced to the full code value.

Understanding Digital Audio Levels

    https://www.radioworld.com/rw-contributors/20482
    Audio levels in digital are measured in dBFS (decibels relative to full scale). The highest possible level in digital equipment is 0 dBFS. All other measurements expressed in terms of dBFS will always be less than 0 dB (negative numbers). 0 dBFS indicates the digital word (representing the analog waveform) with all digits = “1,” the highest possible sample.

What is the difference between dBFS, VU and dBU in Audio ...

    https://www.audiorecording.me/what-is-the-difference-between-dbfs-vu-and-dbu-in-audio-recordings.html
    Using the above chart, you can easily understand that 0dBFS (maximum digital audio signal level) is equal to +24dBU in analog. +3VU is roughly equal to -17dBFS and +7dBU. Applications and Uses of dBFS, dBU in Music Production. 1.) No analog signal or voltages should be described in terms of dBFS.

What is the difference between 0 dB and 0 dBFS?

    https://www.audiomasterclass.com/blog/what-is-the-difference-between-0-db-and-0-dbfs
    'FS' stands for 'Full Scale' and 0 dBFS is the highest signal level achievable in a digital audio WAV file. Higher levels are possible inside digital audio workstation software, but in the files that are recorded on disk, 0 dBFS is the highest level. All other levels can be measured and described with respect to 0 dBFS.

Understanding Digital Audio Levels | ALABAMA …

    https://al-ba.com/wp2/understanding-digital-audio-levels-2/
    Audio levels in digital are measured in dBFS (decibels relative to full scale). 0 dBFS represents the highest possible level in digital equipment. All other measurements expressed in terms of dBFS will always be less than 0 dB (negative numbers). 0 dBFS indicates the digital word (representing the analog waveform) with all digits =”1″, the highest possible sample.

dB dBu dBFS dBV to volts audio conversion digital ...

    http://www.sengpielaudio.com/calculator-db-volt.htm
    German ARD & studio PPM +6 dBu = −10 (−9) dBFS. +16 (+15) dBu = 0 dBFS. No VU. • EBU R68-2000 - The European Broadcasting Union recommends: digital level −9 dBFs (maximum). You have to keep the upper 9 dBs empty without any use. The reference level is −18 dBFs. 0 dBFs is equal to +15 dBu. Notice: 0 dBFS is the permitted maximum digital level.

Audio Levels 101 – All You Need Is LUFS | Audiodraft

    https://www.audiodraft.com/blog/audio-levels-101-all-you-need-is-lufs/
    dBFS – Decibels relative to Full Scale. This scale is used for amplitude levels in digital systems (e.g. your DAW). 0 dB FS is the maximum level. The scale refers to the amplitude of a signal compared with the maximum which a device can handle before clipping occurs. LUFS – Loudness units relative to Full Scale. This is a loudness standard designed to enable …

StudioLive metering - dbFS vs. dbu – Knowledge Base | PreSonus

    https://support.presonus.com/hc/en-us/articles/210048513-StudioLive-metering-dbFS-vs-dbu
    dBFS, or “decibels relative to full scale,” is used to measure amplitude levels in digital systems that have a maximum peak level (the point at which the A/D converter will clip). When measuring in dBFS, 0 dBFS cannot be exceeded. 0 dBFS can equal +10 to +24 dBu, depending on the device’s maximum peak level.

matlab - How to compute dBFS? - Signal Processing Stack ...

    https://dsp.stackexchange.com/questions/8785/how-to-compute-dbfs
    value_dBFS = 20*log10(rms(signal) * sqrt(2)) = 20*log10(rms(signal)) + 3.0103 is that this definition is explicitly designed such that the dBFS value of a full-scale sine wave equals 0. Since the RMS of the full-scale sine wave is 1/sqrt(2), multiplying rms(signal) by sqrt(2) ensures that the formula evaluates to 0 when signal is a full-scale sine wave:

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