xtp said:
So separating the frequencies for the three amps won't be a big problem.
Designing the crossover filtering is your
biggestproblem.
Are you still going to cascade six 6dB/octave RC bandpass filters without using a Butterworth or Linkwitz-Riley design? Then the response of the filters will be very droopy and the system won't work.
For example, look at the bandpass filter for the 200Hz to 4kHz midrange:
1) You use an RC network for the highpass filter to have its -3dB (half power) frequency at 200Hz. Then its response at 2kHz will be almost at maximum.
2) You buffer each of the six filters with an opamp so they don't affect each other then their total response at 200Hz will be -18dB, the response at 100Hz will be almost -36dB and the response at 2kHz wll be down a few dB.
3} You use an RC network for the lowpass filter to have its -3dB (half power) frequency at 4kHz. Then its response at 400Hz will be almost at maximum.
4) You buffer each of the six filters with an opamp so they don't affect each other then their total response at 4kHz will be -18dB, the response at 8kHz will be almost -36dB and the response at 400Hz wll be down a few dB.
The result is a terrible bandpass filter. If you use the same type of filters for the woofer and tweeter then the overall result will have almost no sound at frequencies anywhere near the crossover frequencies.
If you use a Butterworth or Linkwitz-Riley bandpass filter design then the overall result will have a flat frequency response to very close to the crossover frequencies then sharp dropoff beyond, where the next bandpass filter takes over.
If I choose a 10W amp (per channel) for the subwoofer (20Hz-200Hz) then how powerful should the midrange speaker (200Hz-4kHz) amp and the tweeter (4kHz-20kHz) amp be?
With such a low amount of power then it doesn't matter. Use a 5W amp for the mid-range and for the tweeter. ;D