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#1 |
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diyAudio Member
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Been trying to find info on plans for a pawo zhorn 8" all morning, and for the life of me I can't.
Seems most of the zhorns are designed around the fe127 or that sized driver. I have 2 magnavox 8rw's, and a couple of different tweeters to try, and heard that the 8rw's work best in a zhorn side vent arangement. Anyone have any idea of where I can get a plan?... or can I just throw these drivers in a Half Chang? Cheers, stevo. |
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#2 |
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diyAudio Member
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Ok, maybe I didn't supply enough information?...
If I run through some tests to get some more driver specs manually? Taken from http://www.radiolocman.com/shem/shem....html?di=18868 Can I do this to get an close enough approximation of fs, Vas and Qt? * Using either an 8 ohm precision resistor (or accurately measuring the resistance of the "calibration" resistor), turn your generator/AC voltmeter into an impedometer by driving the calibrated resistor from the generator through the 1 kOhm resistor, and adjust the output of the generator until you get a convenient voltage across the resistor. For example, if the calibration resistor is 8 ohms, you might adjust the output so that you measure 8 mV across it. Basically you make the current 1 mA so that on the mV scale on your voltmeter the reading is effectively both mV and Ohms. Your setup will look like this: Code:
o---- 1kOhm -----+<-------+
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Sine gen. 8 ohms AC voltmeter
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o----------------+<-------+
* Measure the DC resistance of the driver to test. This gives you Re. [Let's say it's 6.5 ohms] * Replace the calibration resistor with the driver to test. Do not change the voltage from the generator! * Adjust the frequency in the region of the specified resonance until the voltage across the driver is at a MAXIMUM. Record the frequency. This is Fs, the resonant frequency [let's say it's 32 Hz]. Also, measure the voltage across the driver. This is defined by Re+Res. [let's say voltage is 42 mV which means Re+Res is 42 ohms]. (using an oscilloscope set for phase measurement, Fs will also be where the phase is 0). * Calculate the ratio between the DC resistance (Re) and the maximum impedance (Re+Res), call it Rc. [In this case, it will be 42/6.5 or 6.46] * Find the two frequencies on either side of the resonant frequency f1 and f2 where the impedance is Re * sqrt(Rc) [in this example, that impedance will be 6.5 * sqrt(6.46) = 16.5 ohms, and let's say that occurs at f1 = 22.6 Hz and f2 = 45.3 Hz]. * Calculate Qms as: Code:
Fs sqrt(Rc)
Qms = -----------
f2 - f1
[in the example, it will be:
32 sqrt(6.46) 32 * 2.54 81.3
Qms = ------------- = ----------- = ---- = 3.58
45.3 - 22.6 22.7 22.7
* Calculate Qes as:
Qms
Qes = --------
(Rc - 1)
[in this example, it will be:
3.58 3.58
Qes = --------- = ------ = 0.66
6.46 - 1 5.46
* Calculate Qts as:
Qes * Qms
Qts = ---------
Qes + Qms
[here, it would be:
0.66 * 3.58 2.36
Qts = ----------- = ------ = 0.56
0.66 + 3.58 4.24
* Repeat the measurements in a sealed, leak-free, unlined test box, and determine the equivalent values of Fc, Qmc, Qec, and Qtc (use a box whose volume, Vb, is close to the expected Vas for maximum accuracy). [In our example, Vb = 20L, Fc = 80 Hz, Qec = 0.95] * calculate Vas as follows: Code:
Fc Qec
Vas = Vb [ -------- - 1 ]
Fs Qes
[In our example:
80 * 0.95 76
Vas = 20 [ ----------- - 1 ] = 20 [ ---- - 1 ] = 20 * 2.62 = 52L
32 * 0.66 21
Our Vas is 52 liters].
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