David Carter wrote:DJPhatman wrote:150 Hz and 200 Hz
OK. I'm starting to see a pattern. If what you've said is correct, then it appears that the lines are
- 5Hz increments to 100Hz
- 50Hz increments to 1kHz
- 500Hz increments to 10KHz
- 5000Hz increments to 20kHz
Makes sense to me. If I'm way out in left field, someone please correct me.

That's pretty much it. But just in case you come to an sensitivity graph without that many lines, the increments will all be different. But since they are logarithmic, it just means that whatever doubling of frequency will take the same space in the graph doesn't matter where you choose to double the frequency. Or for that matter you can pick any multiple, like instead of doubling you could pick a multiple of 10 and the rule would still hold.
example, if you measure the graph, you will see that going from 25-50 will require the same difference along the x axis if you went from 100-200 or 2.5k-5.0k. Also, going from 25-250 requires the same movement along the x axis as 100-1000(1k).
If you look at the graphic equalizers (even software ones), they are arranged in this patter. look at all the frequency bars and they will follow this pattter. so the bands would be at 100,200,400,800 and so on or somewhere really close to those frequencies. However, they can pick any multiple for the increments such as factor of 3, so: 100, 300, 900 and so on. That's why the 31 eq's are named 1/3 octave becuase they have a multiple of .33. Like I said, they dont have to be exactly at those frenquencies, they are usually just close to them.
However, the 3 band eq on mixing consoles do not follow this. Most of the time they are set at 100, 2.5k, 10k. This is because they are not meant to "equalize" but to bring out certain characterics of the instrument or cut what is not needed. Like giving the voice more presence or the bass drum more of a beater sound. Or cutting the cymbals' fundamental frequencies and just leaving all the brightness.
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