by GlassWolf » Sat Apr 16, 2005 8:35 pm
using a sealed enclosure (IF your Qts allows for it) you'll need twice the power to have equal output to the same sub in a ported box, since both sealed-to-ported and doubling the power give ~+3dB gain.
If you're using a 15" sub, it's going to sound bad no matter what you do if you want it to play above about 80Hz at most. It's a large sub, and the higher the frequency you try to make it handle, the more you're going to get cone flutter and that'll lead to a boomy sounding enclosure with poor performance for SQ. The impedance of the driver is also going to rise as the frequency rises. Remember that cone has a lot of mass to it, and the faster you try to make it move back and forth, the more control that motor is going to have to have to do so effectively. A large sub is made to play low frequencies. usually 60Hz and below. The most common mistake people make with a large 15" or 18" sub is trying to cross it over too high.
If you want to build an ideal sealed box, use this math to do it:
Optimum volume for sealed enclosure (cubic ft ):
You may substitute any Qtc between 0.50 and 1.50 in place of 0.70 in both equations (both must have same value) to experiment with enclosure size. Qtc of 0.70 is generally considered an optimum alignment, with very good transient response, low cut-off frequency, and flattest response to the cut-off - See Qtc.
Note: You must always choose a Qtc higher than the driver's Qts!
Find alpha: X = (0.70 / Qts)^2 - 1
Then calculate enclosure volume: Vb = Vas / X
System resonant frequency: Fcb = 0.70 / Qts ( Fs)
To find the theoretical cut-off frequency, use the following chart to find the F3 factor:
Qtc F3 Factor
0.50 = 1.55
0.60 = 1.21
0.70 = 1.00
0.80 = 0.90
0.90 = 0.83
1.00 = 0.79
1.10 = 0.76
1.20 = 0.74
1.30 = 0.72
1.40 = 0.71
Then: F3 = Fc x (F3 Factor)
"My subs are crossed at 250."
ok those aren't subs then. those are woofers. subwoofers cover the bottom two octaves only. that's 80Hz and below.
boomy defined. go find a ported enclosure tuned to 45Hz. you'll see exactly what boomy is. explaining sound with text is a lot like trying to explain a color to a blind person. It's difficult at best.
using a sealed enclosure (IF your Qts allows for it) you'll need twice the power to have equal output to the same sub in a ported box, since both sealed-to-ported and doubling the power give ~+3dB gain.
If you're using a 15" sub, it's going to sound bad no matter what you do if you want it to play above about 80Hz at most. It's a large sub, and the higher the frequency you try to make it handle, the more you're going to get cone flutter and that'll lead to a boomy sounding enclosure with poor performance for SQ. The impedance of the driver is also going to rise as the frequency rises. Remember that cone has a lot of mass to it, and the faster you try to make it move back and forth, the more control that motor is going to have to have to do so effectively. A large sub is made to play low frequencies. usually 60Hz and below. The most common mistake people make with a large 15" or 18" sub is trying to cross it over too high.
If you want to build an ideal sealed box, use this math to do it:
Optimum volume for sealed enclosure (cubic ft ):
You may substitute any Qtc between 0.50 and 1.50 in place of 0.70 in both equations (both must have same value) to experiment with enclosure size. Qtc of 0.70 is generally considered an optimum alignment, with very good transient response, low cut-off frequency, and flattest response to the cut-off - See Qtc.
Note: You must always choose a Qtc higher than the driver's Qts!
Find alpha: X = (0.70 / Qts)^2 - 1
Then calculate enclosure volume: Vb = Vas / X
System resonant frequency: Fcb = 0.70 / Qts ( Fs)
To find the theoretical cut-off frequency, use the following chart to find the F3 factor:
Qtc F3 Factor
0.50 = 1.55
0.60 = 1.21
0.70 = 1.00
0.80 = 0.90
0.90 = 0.83
1.00 = 0.79
1.10 = 0.76
1.20 = 0.74
1.30 = 0.72
1.40 = 0.71
Then: F3 = Fc x (F3 Factor)
"My subs are crossed at 250."
ok those aren't subs then. those are woofers. subwoofers cover the bottom two octaves only. that's 80Hz and below.
boomy defined. go find a ported enclosure tuned to 45Hz. you'll see exactly what boomy is. explaining sound with text is a lot like trying to explain a color to a blind person. It's difficult at best.