Yes, I attached a video with a demonstration of one of the details of their design mastering combi.selig wrote:Still not following - a 6 dB change is 2x level. Octaves and decibels have no relationship that I'm aware of - unless you're talking about the first harmonic vs the second, which is an octave but which is 6 dB lower. So I can think of no situation where -12 to + 12dB equals X2, nor one where it corresponds to the "internal" octave (what is an internal octave?).8cros wrote:I will try to formulate again:selig wrote:I'm not following you in this post - I have more questions than answers!8cros wrote:For high shelf 18dB at 11.51 kHz ~ -18db on 4.031 kHz.
A more accurate value is at -12 / + 12 dB, it is equal to an octave.
This means that there is a trivial oversight equal to the value of one octave.
I am surprised how few people take advantage of this equalizer. What is not interesting to anyone else? I write all this because this equalizer - my favorite device.
Please, correct his mistakes.
How is 12 dB equal to an octave? Did you mean to say 12 semitones is equal to an octave, or something else?
How few people take advantage of this equalizer (I didn't see any numbers quoted)?
Please correct "who's" mistakes?
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The amount of horizontal displacement curve chart when changing the gain from -12 to + 12dB equals X2. What corresponds to the interval octave. There is no question of semitones, it's not funny.
I do tilt equalizer to change the "color" spectrum. As well as pre / post EQ mirror symmetrically to the combination. They should compensate for each other. This is absolutely necessary. This is not a task that is able to handle SSL.
And -12 to +12 dB = 24 dB total.
I'm not trying to be funny by mentioning semitones, it's only my trying to make sense of your use of the word "Octave" in the context of decibels.
Maybe it's a language barrier - do you have links explaining how you're using the term "Octave" here?
Frequency setting for gain value - 12dB equals 4800 Hz;
Frequency setting for gain value + 12dB equals 9600 Hz.
The difference between F1 and F2= 4.8:9.6 kHz = 1:2 = 1 octave.
Yes, this is the language barrier.
I do not have the ability to use RE in their work, because I make a standard patch.
To be honest, I was a bit tired trying to explain the feature of the equalizer error.