
SouthSIDE Glen
independentrecording.net
Not necessarily. Remember, "expansion" means expansion in the dynamic range of the signal. In your example curve, Slope 1 indicates a ratioed increase in the volume of your signals *below threshold B*. This indicates an upward compression - a compression of the range below a threshold up towards the threshold - not an expansion.no...because all numbers here are in the negative; & these are all truly expansion curves.
See the attached graphic for a different way of looking at it (via the Neodynum multi-level compressor). In that graph, the red-tabbed line in the middle at -16.6dBFS corresponds to "threshold B" on your graph (threshold A is the bottom of the graph). The left side of the graph indicates input values and the right side indicates output values. The yellowish part below that indicates the upward compression towards that threshold as indicated by "Slope 1" on your graph, whereas the reddish part above represents the "standard" downward compression of "Slope 2".
And this may be where some of your translation problems may be coming in. If your second compressor is not capable of upwards compression - many are not - then what you may actually be doing is downward compressing or downward expanding the lower half of your audio, which will give you entirely different results.
Oh and BTW, translating to a multiband compressor in the true sense of "multiple frequency bands" will not work unless they are capable of upward compression, and unless they are capable of setting each band for full spectrum (100% overalpping). What you really need is something like Neodynum (now called "Dynaamizer", by Roger Nichols Software). This lets you compress/expand based upon up to 4 different threshold levels, compressing or expanding in volume level bands rather than by frequency.
Ratio is measured by what happens above the threshold, that's correct. However, what you are getting are the numbers for Slope 2, as that point is the threshold for slope 2. That is a slope of 13.83, and therefore a downward compression of 13.83:1. (let's round off to 14:1 just for sake of discussion.)one could say that for every 16.6dB's of input, 1.2dB's of expansion occurs. That's the accepted premise, right? Ratio is always relative to *above* the threshold.
And now that I think about it, I believe - in this case, anyway - that the slope of Slope 1 can automatically be calculated as the inverse of Slope 2, because their sum has to add up to 1:1; the overall curve starting and ending at the same place as a 1:1 line. That indicates a slope of ~1:14, which looks about right.
(Note that if the overall curve began or ended anywhere else than the corners, this would not necessarily be true. Also, if it went from corner to corner, but there were more than two slopes - if there were a third threshold and a third slope, for example - then the sum of all three slopes would have to add up to 1:1.)
Well, yes and no. I guess it depends upon your definition of "flipped".[I was also going to ask you if you flipped your original ratio math...since were talking expansion here...& since the threshold is normally relative to output, w/ compression...but that's another story for another day.]

G.
P.S. Keith, I said HE was missing (i.e. overlooking) the information that was available to him, not that the information was not available at all. That's three swings and three strikes for you in this thread. Hit the bench, Casey.
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