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Understanding Sample Rate, Bit Depth, and Bit Rate ...

    https://www.headphonesty.com/2019/07/sample-rate-bit-depth-bit-rate/#:~:text=CD%20quality%20audio%20is%20recorded%20at%2016-bit%20depth,not%20loud%20enough%20to%20damage%20equipment%20or%20eardrums.
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Bit-depth explained: Everything you need to know - …

    https://soundguys.com/audio-bit-depth-explained-23706/
    CD-quality may be “only” 16 bit, but it’s overkill for quality. Your ear has a sensitivity ranging from 0dB (silence) to about 120dB (painfully loud sound), and the theoretical ability (depending on a few factors) to discern volumes is just 1dB apart. So the dynamic range of your ear is about 120dB, or close to 20 bits.

Audio Bit Depth for recording: What is it? How to choose ...

    https://magroove.com/blog/en-us/audio-bit-depth/
    The most common values of audio bit depth we find today are 16 bits and 24 bits. Bit depths in physical media. Here are some Sample Rates and Bit Depths of known media formats: CD: reproduces audio in 44.1kHz (Sample Rate) and 16 bits (Bit Depth); DVD: reproduces audio and video in 48 kHz (Sample Rate) and 16 or 24 bits (Bit Depth);

High bitrate audio is overkill: CD quality is still great ...

    https://soundguys.com/high-bitrate-audio-is-overkill-cd-quality-is-still-great-16518/
    You only need a sample rate of 44.1kHz. If you’ve looked at your music player’s information tab, you may notice some of your songs have sample rates of 44.1kHz, or 48kHz. You may also notice that your DAC or a phone like the LG V30 support files with sample rates up to 384kHz. That’s overkill.

What is bit depth in audio? 16 bit, 24 bit and 32 bit ...

    https://www.mixinglessons.com/bit-depth/
    The most common bit depths for recording and bouncing audio are 16 bit and 24 bit. 16 bit provides each sample with 65,536 possible amplitude values. 24 bit provides each sample with 16,777,216 possible amplitude values. As such, 16 bit provides you with 96dB of dynamic range between the noise floor and 0dBFS. 24 bit provides you with 144dB of dynamic …

Digital Audio Basics: Audio Sample Rate and Bit Depth

    https://www.izotope.com/en/learn/digital-audio-basics-sample-rate-and-bit-depth.html
    The audio bit depth determines the number of possible amplitude values we can record for each sample. The most common audio bit depths are 16-bit, 24-bit, and 32-bit. Each is a binary term, representing a number of possible values. Systems of higher audio bit depths are able to express more possible values: 16-bit: 65,536 values; 24-bit: 16,777,216 values

bit depth - Audio CD 16 bit or 24 bit? - Sound Design ...

    https://sound.stackexchange.com/questions/23829/audio-cd-16-bit-or-24-bit
    Audio CDs are encoded with 16-bit values. Higher bitrates are generally used for editing, not for playback. You can write 24-bit WAV files to an optical disc, of course, but it will not be a standards complying audio CD. Share Improve this answer answered Oct 5 '13 at 11:14 Marcks Thomas 284 1 5 Add a comment 0

What Is Audio Bitrate? ( Quality, Differences, Sample Rate )

    https://hiphopmakers.com/what-is-audio-bitrate
    CD-quality audio is recorded at 16-bit depth because we only want to deal with the sound that’s loud enough for the human ear to hear but not loud enough to damage the eardrums or audio equipment. Another important factor that bit depth has an effect on is the dynamic range of a signal. While 16-bit digital audio has a maximum dynamic range ...

Ultimate Guide To Audio Bitrate & Audio ... - Home DJ …

    https://homedjstudio.com/audio-bitrates-formats/
    For example, an MP3 file at 128kbps will take up approximately 1mb of space per minute of audio. A 320kbps MP3 file will take up about 2.4mb of space per minute. Meanwhile uncompressed CD audio will take about 10.6mb per minute. If you have space go for the highest quality bitrate possible.

CD Quality Is Not High-Res Audio - Sound & Vision

    https://www.soundandvision.com/node/100295
    It has a bit depth of 16 and a sampling rate of 44.1 kHz. In other words, it processes a string of 16 zeroes and ones 44,100 times per second. Digitally speaking, this is a case of arrested development dating back to the early 1980s. We can do better now.

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