I am modeling a small ported box and the port is getting long. To tune the box it needs to be 15.125 long by 1.5 ID. Is there any better way to make the port than this? I will be printing this pending any warnings. The exit will get a flare with the router when it is complete.
Comments
I'm not sure I understand the idea of using 2 walls to get the air mass to couple?
Port Length:
The port length required to tune a volume of air to a specific frequency can be calculated by using the following equation:
Lv = (23562.5*Dv^2*Np/(Fb^2*Vb)) - (k*Dv), where:
Dv = port diameter (cm)
Fb = tuning frequency (Hz)
Vb = net volume (litres)
Lv = length of each port (cm)
Np = number of ports
k = end correction (normally 0.732)
The value for k, the end correction, can be fine-tuned by using the following values to derive the appropriate end correction figure for each end of the port, then adding them together:
Both ends flanged: k = 0.425 + 0.425 = 0.850
One end flanged, one end free: k = 0.425 + 0.307 = 0.732
Both ends free: k = 0.307 + 0.307 = 0.614
Normally, k=0.732 is assumed.
Typically the slot ports end up being part of the cabinet structure and would be glued in before measurements commences.
I am also curious if the port velocity at 14.5 is going to be an issue?
You can build a test box of similar size out of something cheap like OSB. At the level that impedance sweeps are done, the material of the box won't matter all that much, not like it's going to flex a whole lot on ya. Also, I'm willing to bet that your number for the length of the sq port will be off. My empirical data suggests a k-value higher than 2.227, which is good, because it shortens the port, or equivalently, you can use more port area for a given port length, to further decrease port mach%.