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Not so simple inductance measure

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Vermes

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2165576900_1346055712.gif


This inductance meter can be useful when you work with pulse power supplies. The simplest solution is based on connecting a coil of not known inductance with a capacitor of known inductance. Negative resistance should be given to created resonant circuit and then frequency of oscillation should be measured.

2165576900_1346055712.gif


This design uses stabilizer 78L05 and FET BF256.

4185814500_1346055822.gif


C1 = 3,74nF

C1a = 3,74nF
C2 = C1 + C1a

The system was mounted on a piece of universal board using a kynar. It was a test before creating a device with AVR and LCD display.

7776813700_1346055877.jpg


1% precise capacitors were used in this design. When the circuit was tested using 5% inductances, there was a surprise, because the circuit should look like that:

1621099600_1346055964.gif


Instead of that, it was:

7373249600_1346056022.gif


Large parasitic capacity Cx appeared in the circuit.

10uH inductance is triggered at 713 kHz – so Cx=1,2nF
22uH inductance is triggered at 460 kHz – so Cx=1,62nF
10uH inductance is triggered at 306 kHz – so Cx=1,99nF

That means that the parasitic capacity is not constant.

That is why the measurement of inductance is done by connecting two capacitors of known capacities.

7988730100_1346056102.gif

2538204300_1346056149.gif


This allows to calculate the value of parasitic capacitor:

8102433100_1346056225.gif


And when you know that value, you can calculate the inductance:

4017433500_1346056265.gif


The second capacitor and button were soldered to the PCB. The following measurements used 10% inductances:

2355199000_1346056306.gif


Link to original thread - (Nie tak) prosty pomiar indukcyjności!
 

The measurement accuracy can be improved by adjusting the oscillator current to the minimal value required for permanent oscillations. Simply place a variable resistor, preferably with log characteristic, e.g. 50 or 100 k in series with the 1 k resistor. The reported apparent "parasitic capcitance" should be considerably reduced. Reason for the inaccuracy is circuit overload by too strong feedback.
 

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