Resonant Circuit Calculator
Calculate LC tank circuit resonant frequency from inductance and capacitance. Q factor and impedance at resonance for RF design.
Use this result well
- Inputs that matter
- Inductance, Capacitance
- Output to expect
- LC Resonant Frequency
- Check the units and required inputs before comparing results.
- Keep the assumptions with a copied result so you can reproduce the calculation later.
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Reference & details
How it works
Updated July 2026
How it works
Updated July 2026Resonant Frequency
Classic LC resonance formula. L in henries, C in farads, f in Hz. For μH and pF: f (MHz) = 1 ÷ (2π × √(L_μH × C_pF × 10⁻¹²))
f = 1 ÷ (2π × √(L × C))Parallel LC Impedance at Resonance
At resonance, parallel LC impedance peaks. Q factor = R / XL determines selectivity and impedance magnitude.
Z = Q × XL (theoretical, limited by parasitic R)Capacitor Reactance at Resonance
At resonance, inductive and capacitive reactances cancel. Either reactance value equals the impedance magnitude divided by Q.
XL = XC at resonance; XL = 2πfLUpdated: July 2026
Example Scenarios
L = 2.5 μH, C = 180 pF → resonance at 7.48 MHz — suitable for 40-meter band filter center frequency.
Verify external LC values don't pull crystal frequency. Load capacitance affects crystal resonance — use manufacturer load spec.
Calculate LC values to transform 50 ohm feed to 200 ohm antenna impedance at 14.2 MHz for L-network matching.
FAQ
About Resonant Circuit Calculator
LC tank circuits resonate at a frequency determined by inductance and capacitance values. Enter L in henries and C in farads (or common subunits μH and pF) to calculate resonant frequency, and estimate impedance characteristics at resonance.