
Originally Posted by
busy road
Bro, mas maganda kasi kung actual ang testing. In any case try to figure out nalang.
To design your Bass Speaker Enclosure, the main target is to determine the box volume and at what optimum resonance frequency it can deliver. The resonance frequency (Hz) is the effective bass that the box can produce. Without the speaker parameters and some calculations it will be hard to achieve the correct box volume.
One of my Simple Projects: (Mid range and tweeter speakers are excluded)
Speaker Type: PRO-W88AD
Maximum and Nominal Power: 150/100 Watts
Impedance: 8 Ohms
Manufacturer: DAI-ICHI
First, you have to determine the parameters:
1) Fs = free-air resonance frequency
2) Qts = total magnification factor
3) Vas= equivalent air volume compliance
Free-Air Resonance Frequency:
Set up diagram(see attachment)
First, calibrate by inserting the 10 ohm resistor in place of the driver.
Adjust the voltage output of the audio frequency sine-wave generator until the ac voltmeter reads 0.01 volts.
Replace the 10 ohm resistor with the driver to be tested.
Keep the output voltage constant. 0.01 volts represents 10 ohms, 0.015 volts represents 15 ohms, etc.
Vary the frequency control of the audio frequency generator to find maximum resistance (Rmax). At that point, frequency is resonant frequency (Fs).
With this test I got:
Fs = 53 Hz (*Rmax = 25.7 ohms)
Total Magnification Factor:
Re = 7.4 ohms (measured speaker dc resistance)
Ro = Zmax / Re = 25.7/7.4 = 3.47 ohms
Rx = (ro)^1/2 X Re = (3.47)^1/2 X 7.4 = 13.8 ohms
Impedance to frequency curve(see attachments)
Adjust the sine-wave or frequency generator until the resistance is equal to Rx. This will occur twice as shown in the graph above. F1 is the lower frequency when the resistance equals Rx. F2 is the higher frequency when the resistance equals Rx.
Rx = 13.8 ohms
F1* Rx = 29Hz
F2* Rx = 92Hz
Qms = the mechanical control coming from the suspension system's damping abilities.
Qms = Fs X (ro)^1/2 / (F2-F1) = 53 X (3.47)^1/2 / (92-29) = 1.56778
Qes = the electrical gauge of the control on a driver coming from the counter - EMF generated in the voice coil.
Qes = Qms / (ro-1) = 1.56778 / (3.47-1) = 0.63473
Qts = the total Q of the driver.
Qts = (Qms X Qes) / (Qms + Qes) = (1.56778 X 0.63473) / (1.56778 + 0.63473)
Qts = 0.452
To determine the Vas, it needs test box with volume=0.5154 Ft^3 for 8" speaker or use 1 ft^3 for 12" speaker. Using the above test procedure, determine the FCT or resonance frequency of the speaker while on the test box. In my case, I got 93 Hz.
Vas = 1.15[(FCT/Fs)^2 – 1] X Vbs = 1.15[(93/53)^2 – 1] X 0.5154
Vas = 1.223 ft^3
The speaker Parameters Are:
Fs = 53 Hz.
Qt = 0.452
Vas = 1.223 ft^3
Base on these parameters you can compute the following:
Box Volume:
Vb = 15(Qt)^2.87 X Vas = 15(0.452)^2.87 X 1.23
Vb = 1.889 Ft^3 (This is the volume required to design the enclosure)
Add approximately 10% of the computed volume to compensate the mass volume of the speaker, fiberglass, and any material enclosed.
Box Resonance Frequency:
Fb = (Vas/Vb)^0.32 X Fs = (1.23/1.889)^0.32 X 53
Fb = 46.2 Hz (This is the optimum effective frequency of the box)
So the next move is to determine the size of the port tube and the speaker already fixed. In my case, I used 3” Diameter PVC tube. You can reduce the diameter but be sure it will not create a whistling sound. The length of the tube can be determined from the port table (I wish e-copy is available) or trying different length with the aid of frequency generator. The target resonance frequency is 46.2 hertz at maximum impedance. Try adjusting the length of the port tube until you achieve 46.2 hertz at maximum impedance.
Hope this will help in understanding speaker enclosure. Though, more on theory parin ang dating. Sensiya na bro.
Kung gusto mo talagang mag-design, I suggest the book of David Whims - Speaker Design, which is available in any book store.