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What is hi-res audio? Everything you need to know | Tom's Guide
https://www.tomsguide.com/reference/what-is-hi-res-audio#:~:text=CD-quality%20is%20specified%20at%2016-bit%2F44.1kHz%20and%20a%20high-resolution,will%20be%20when%20streamed%20through%20compatible%20hi-fi%20equipment.
The difference between 16-bit depth and 24-bit depth …
https://www.spektrummastering.com/audio-blog/24bit-depth-16bit-depth-audio/
16-bit digital has a maximum SNR (signal to noise ratio) of 96 dB and 24-bit digital audio has 144 dB, though the AD-conversion only can handle 123 dB (equivalent to 22-bit). It’s important that the process of making a bit reduction (if necessary) is the last thing you do in the mastering.
The “Audio Myth” of 24-bits vs. 16-bits – Real HD-Audio
https://www.realhd-audio.com/?p=3377
“24-bit word lengths provide a very efficient method of improving the noise performance of digital systems. When dither is properly applied, there is no advantage to long word lengths other than noise. All quantization errors in a properly dithered digital system produce a random noise signal.
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.
Bit-depth explained: Everything you need to know - …
https://soundguys.com/audio-bit-depth-explained-23706/
The difference between 16 and 24 bit depths is not the accuracy in the shape of a waveform, but the available limit before digital noise interferes with our signal. There are quite a few things to check out in the example below, so first a quick explanation of what we’re looking at.
The 24-Bit Delusion - Mojo Audio
https://www.mojo-audio.com/blog/the-24bit-delusion/
A 16-bit recording has 65,536 steps, a 20-bit recording has 1,048,576 steps, and a 24-bit recording has 16,777,216 steps. Yes, you read that correctly: a 24-bit recording has 256 times the number of amplitude steps as a 16-bit recording. The more bits and/or the higher the sampling rate used in quantization, the higher the theoretical resolution.
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