I played around a little with SL's spreadsheet pz-eql.xls (see the Pluto+ page, in the "Frequency response equalization section"). I filled in the target values in block 1 with
f0 = 66
Q0 = 0.85
fp = 41
Qp = 0.71
C2 = 100
Set M = 1
The calculated values come out as
R1 = 8.25
R2 = 11.84
R3 = 21.42
C1 = 851.3
C3 = 328.5
C2 = 100
The chosen standard values for this circuit in the Pluto 2.1 are
R1 = 8.25
R2 = 12.1
R3 = 21.5
C1 = 860 (= 470 + 390)
C3 = 330
C2 = 100
These give calculated values for the poles and zeros that are spot on; that is, the values in block 3b exactly match those entered in block 1, with gain Adc = 8.3.
The 330 nF capacitor in question (C61 in the Pluto schematic) corresponds to C3 in the spreadsheet. If you get a 3% tolerance capacitor and it turns out to be 3% low (i.e., 320 nF), the spreadsheet shows that the values of f0 and Q0 change almost not at all, while fp goes down to 40 Hz and Qp goes up to 0.72. These will surely be far less than the unit-to-unit variation in the driver parameters. With the low value of 320 nF, the gain Adc goes up to 8.6, but this is also well within the range that the tweeter adjustment pot can handle.
If the capacitor you end up with is 3% high (340 nF), the story is much the same. f and Q change hardly at all, while Adc goes down to 8.1, again within the range of variation that the pot can handle. You can play around with the spreadsheet yourself to see what other out-of-tolerance parts will do to the response of the equalizer.
I don't think you'll have any problem with a 3% part for C61. If you can still get it!
Steve
