Quote:
You've shown the circumference is the same. Isn't a 6" voice coil likely to be longer than a 3" voice coil and have a larger surface area and also a thicker coil?Originally Posted by LTD02 
if you disagree, please provide your calculations. here are mine.
the surface area of a coil is its height multiplied by its circumference (x2 if you want both sides, but for now we can use just one).
circumference is diameter * pi.
the height will be held constant.
3" * 3.14 = 9.42" circumference for a 3" diameter coil.
two of those give 2 * 9.42" circumference, which is 18.84".
18.84" of circumference divided by 3.14 = 6" diameter.
so, two three-inch diameter voice coils has the same area as one six-inch diamter voice coil.

if you disagree, please provide your calculations. here are mine.
the surface area of a coil is its height multiplied by its circumference (x2 if you want both sides, but for now we can use just one).
circumference is diameter * pi.
the height will be held constant.
3" * 3.14 = 9.42" circumference for a 3" diameter coil.
two of those give 2 * 9.42" circumference, which is 18.84".
18.84" of circumference divided by 3.14 = 6" diameter.
so, two three-inch diameter voice coils has the same area as one six-inch diamter voice coil.




























