You can also use the resample feature (Tracks menu) to produce exactly those frequency bins you need.
For instance, we want a distance of 133 Hz and we calculate
Just enter this value in the resample dialog.
In the plot spectrum dialog, we enter a value of 2048 to get a bigger resolution, i.e. each forth bin is our target frequency or a harmonic of it:
Code: Select all
Frequency Level Name Octave Offset
33.25 -41.3605 C 1 +29 %
66.5 -41.2204 C 2 +29 %
99.75 -40.9838 G 2 +31 %
133 -40.646 C 3 +29 %
166.25 -40.1991 E 3 +15 %
199.5 -39.6305 G 3 +31 %
232.75 -38.9205 A# 3 -2 %
266 -38.0373 C 4 +29 %
299.25 -36.9267 D 4 +33 %
332.5 -35.4878 E 4 +15 %
365.75 -33.502 F# 4 -20 %
399 -30.3425 G 4 +31 %
...
We cannot use 512 itself since this would gather all frequencies in one bin.
With size * 4, the bin #4 represents frequencies from 116.375 Hz to 149.625 Hz with center at 133 Hz.
Thus, bigger sizes will narrow the desired band width.
It is clear that you have to filter out the unwanted lines in excel per formula.
Let's assume that the exported values are in table1, then, table2 would have those formulas:
A1, B1 --> '=table1!'
a2 downwards --> '=indirect("table1!A"&4*(row()-1)+1))
Change the A in quotes to B for the second column.
Change the 4 to the bin you want (e.g. 8 = every 8th bin)
Note that the formula is only translated from my german version, it's possible that 'indirect' and 'row' are wrong--they are called 'Indirect' and 'Zeile' in German.