box formulas.

Sealed enclosure:

Vb = Vas/([Qtc/Qts]^2-1)

Fb = (Qtc/Qts)*Fs

F3 = Fb*((1/Qtc^2-2+((1/Qtc^2-2)^2+4)^0.5)/2)^0.5

Ported enclosure:

Vb = 20*Qts^3.3*Vas

Fb = (Vas/Vb)^0.31*Fs

F3 = (Vas/Vb)^0.44*Fs

 
Port length

Lv = Av*1.84*10^8/[Vb*1728*(Fb/0.159)^2] - 0.823*sqrt(Av)

Av is the cross-sectional area of the port (in square inches),

Lv is the length of the port (in inches) and

Vb is the enlcosure's net volume (in cubic inches).

Square area of a circle = Pi*r^2

Square area of a rectangle = H * W

Guess the rest depends on what you mean by "junk like that".

 
Sealed enclosure:
Vb = Vas/([Qtc/Qts]^2-1)

Fb = (Qtc/Qts)*Fs

F3 = Fb*((1/Qtc^2-2+((1/Qtc^2-2)^2+4)^0.5)/2)^0.5

Ported enclosure:

Vb = 20*Qts^3.3*Vas

Fb = (Vas/Vb)^0.31*Fs

F3 = (Vas/Vb)^0.44*Fs

I don't mean to sound like a complete noob, but what do all of those abriviations stand for in all of those equations? I have never really understood that.

 
I don't mean to sound like a complete noob, but what do all of those abriviations stand for in all of those equations? I have never really understood that.
Vb = net enclosure volume

Fb = box resonant frequency

F3 = -3db point in the frequency response of the system

Qtc = the total "Q" of the system (driver in the enclosure)

Qts = total Q of the driver (in the T/S parameters)

Fs = resonant frequency of the driver (in the T/S params)

Vas = volume of air that when compressed to 1m^3 exhibits the same compliance as the suspension of the driver (in the T/S params)

Fb in the port length calculation is the desired tuning frequency.

 
Activity
No one is currently typing a reply...
Old Thread: Please note, there have been no replies in this thread for over 3 years!
Content in this thread may no longer be relevant.
Perhaps it would be better to start a new thread instead.

About this thread

HotCarl

10+ year member
The Cleveland Steamer.
Thread starter
HotCarl
Joined
Location
Northern Illinois
Start date
Participants
Who Replied
Replies
8
Views
805
Last reply date
Last reply from
HotCarl
1778763859842.png

Doxquzme

    May 14, 2026
  • 0
  • 0
IMG_20260513_214311575.jpg

ThxOne

    May 13, 2026
  • 0
  • 0

New threads

Top