How do you determine the value of the dumping resistors for a balanced coil without an oscilloscope? I am planning on making a 'OO' coil and the inductance a for tx will be 317uh and rx will be 450uh. Oh, and my detector is a mini pulse rev-c if that helps!
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How do you determine the value of the dumping resistors for a balanced coil without an oscilloscope?
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How do you determine the value of the dumping resistors for a balanced coil without an oscilloscope?
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The only accurate method is to use an oscilloscope. However, you can calculate the desired value from:
or:---------- [1]
------------ [2]
BUT ... equation [1] requires you to know the self-resonant frequency (f) of the coil, and equation [2] requires the self-capacitance (C).
The bottom line is that you need to make the damping resistor adjustable:
10k pot + 200R series resistor, both in parallel with 1k2 resistor.
Adjustment range is between 171R and1k1.
and (using an oscilloscope) adjust the signal at the preamp output for critical, or very slight under-damping.
Alternatively you can take a guess at the final value (say 470R for the MPP), and set the damping resistor adjustment tool to that value. Then (by trial and error) adjust the pot for best results.
In both case, you need to measure the final resistance, and replace it with a fixed resistor of the closest preferred value.
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Look here in #5 for pictures of damping; http://www.geotech1.com/forums/showt...uda-and-SurfPI
#3 and #4 are good. #1 and #2 are no good.
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Originally posted by kenny444 View PostHello Qiaozhi regarding equation [2] can we find L and C just using a LCR meter? Thank you.
One method is to put a known capacitance (C2) in series with the coil, and connect this combination to the LCR meter. This effectively puts the self-capacitance (C1) of the coil, and C2 in series. Since you will then know the total capacitance (CT) from the LCR meter, and the value of C2, you can calculate C1 from:
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