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If you wire an 8ohm and 4ohm load in parallel, you'll get a 2 2/3ohm load:
8 x 4
------ <- formula for figuring two coils wired in parallel
8 + 4 it gets more complicated when you have more coils.
A capacitor has the effect of resisting voltage as the frequency approaches DC, allowing AC current to pass depending on the capacitor value. In English: the capacitor cuts lower frequencies while letting higher friequencies pass. The rate is at 6db/octave.
I forget the math to determine this, but for example on a 4ohm load at various high-pass frequencies:
x-over hz/cap value in uF (microfarad)
50 / 53mF (milifarad)
60 / 442uF
70 / 379
80 / 331
90 / 294
100 / 265
120 / 271
140 / 189
160 / 165
180 / 147
200 / 132
Note: the capacitor will be placed inline with one of the leads of the speaker, it doesn't matter which one + or -. One other thing to remember: as the coil ages, gets hot or the frequency changes the impedence on the coill changes. This may effect the crossover point by a few hz, not too much.
Hope this helps!
8 x 4
------ <- formula for figuring two coils wired in parallel
8 + 4 it gets more complicated when you have more coils.
A capacitor has the effect of resisting voltage as the frequency approaches DC, allowing AC current to pass depending on the capacitor value. In English: the capacitor cuts lower frequencies while letting higher friequencies pass. The rate is at 6db/octave.
I forget the math to determine this, but for example on a 4ohm load at various high-pass frequencies:
x-over hz/cap value in uF (microfarad)
50 / 53mF (milifarad)
60 / 442uF
70 / 379
80 / 331
90 / 294
100 / 265
120 / 271
140 / 189
160 / 165
180 / 147
200 / 132
Note: the capacitor will be placed inline with one of the leads of the speaker, it doesn't matter which one + or -. One other thing to remember: as the coil ages, gets hot or the frequency changes the impedence on the coill changes. This may effect the crossover point by a few hz, not too much.
Hope this helps!