Inductance Meter Adapter

I built this inductance meter adapter a long time ago for use with a digital multimeter capable of frequency measurement. The basic idea came from an article published in Funkchau issue 1/1981. I slightly modified the original circuit and designed a new PCB. Of course, I no longer use this device for measuring coils today, but back then it served me well.

The instrument can measure inductance values from 0.1 μH to 1 H with acceptable accuracy (1–2%). Its drawback is that the connected multimeter (or frequency counter) does not display the result directly in henries; instead, you need to calculate the inductance from the displayed frequency using the following formula derived from Thomson’s equation:

L [mH] = 2533 / f² [kHz]

Circuit diagram of the adapter

The schematic makes the operation easy to understand. On the right side, the power supply built with transistors Q4 and T1 provides a constant voltage to the device regardless of the battery condition. Its power consumption is low, about 6–8 mA. The precision LC oscillator built with transistors Q1 and Q2 has a critical component: capacitor C1 (10 nF). This must be a high-quality, low-tolerance precision capacitor. The coil to be measured is connected in parallel with C1 at points X1 and X2. Q1 operates in a grounded-base configuration (its base is bypassed by C4 and C5), with the resonant circuit located in the collector circuit. The signal taken from the collector through C6 is amplified by Q2, whose emitter is connected to Q1’s emitter via R2 and C3. This provides positive feedback, which sustains oscillation. The bias of Q2 is set with R6, and the amount of feedback is controlled by potentiometer R8 to ensure stable oscillation. The oscillator’s output signal is fed through capacitors C7 and C8 to Q3, an FET source follower that isolates the output. The D1-D2 rectifier generates an auxiliary negative voltage, which is fed to Q1’s base to stabilize the oscillation amplitude. When properly adjusted, the output delivers a 2–3 Vpp signal with a frequency corresponding to the measured inductance. For a 0.1 μH coil, the frequency is 5.033 MHz; for 1 H, it is 1.592 kHz.

The PCB contains all components and can be built into a small instrument case with a standard battery holder:

Printed circuit board layout

The original German article also included a nomogram for determining inductance values. Since a pocket calculator is practically always at hand, this is unnecessary. However, I created a small chart for approximate readings, printed it, and attached it to the front panel.

The assembled PCB
PartValueDevicePackageLibrarySheet
C110 nFC-EU050-075X075C050-075X075rcl1
C256 pFC-EU025-025X050C025-025X050rcl1
C34.7 nFC-EU025-025X050C025-025X050rcl1
C4100 nFC-EU025-025X050C025-025X050rcl1
C54.7 µFCPOL-EUE3.5-8E3,5-8rcl1
C6220 nFC-EU025-025X050C025-025X050rcl1
C74.7 µFCPOL-EUE3.5-8E3,5-8rcl1
C8100 nFC-EU025-025X050C025-025X050rcl1
C94.7 µFCPOL-EUE3.5-8E3,5-8rcl1
C10470 µFCPOL-EUE3.5-10E3,5-10rcl1
C114.7 µFCPOL-EUE2.5-5E2,5-5rcl1
C12220 µFCPOL-EUE2.5-6E2,5-6rcl1
D11N41481N4148DO35-7DO35-7diode1
D21N41481N4148DO35-7DO35-7diode1
D3ZPD12ZPDDO35Z10diode1
D41N5819-T1N5819-TDO41-7.6diode1
L1R1405VB9B9inductor-nkl1
Q12N2222A2N2222ATO18transistor-npn1
Q22N2222A2N2222ATO18transistor-npn1
Q3BF245BF245TO92transistor-fet1
Q4BD139BD139TO126AVtransistor-power1
R1620 ΩR-EU_0207/100207/10rcl1
R2470 ΩR-EU_0207/100207/10rcl1
R333 kΩR-EU_0207/100207/10rcl1
R4100 kΩR-EU_0207/100207/10rcl1
R5180 kΩR-EU_0207/100207/10rcl1
R625 kΩTRIM_EU-LI10LI10pot1
R74.7 kΩR-EU_0207/100207/10rcl1
R8100 ΩTRIM_EU-LI10LI10pot1
R910 kΩTRIM_EU-LI10LI10pot1
R1022 kΩR-EU_0207/100207/10rcl1
R11100 kΩR-EU_0207/100207/10rcl1
R121.2 kΩR-EU_0207/100207/10rcl1
R13100 ΩR-EU_0207/100207/10rcl_

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