RLC Impedance Calculator

Free RLC Impedance Calculator — compute the magnitude and phase angle of the impedance seen by an AC source.

842.7K uses Updated · 2026-05-11 Runs locally · zero upload
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The RLC Impedance Calculator returns the magnitude |Z| and the phase angle φ of the impedance presented by a series or parallel RLC branch at a given frequency.

How to Use RLC Impedance Calculator

  1. Choose series or parallel — the topology defines how the reactances combine.
  2. Enter R, L, C and frequency — all four parameters are required.
  3. Read |Z| and phase — the calculator also classifies the circuit as inductive, capacitive or near-resonant.
  4. Check XL and XC — both reactances are listed so you can verify the dominant element.

Formula & Theory — RLC Impedance Calculator

XL = 2π f L,   XC = 1 / (2π f C)
Series:  Z = R + j(XL − XC),   |Z| = sqrt(R² + (XL − XC)²)
φ = atan2(XL − XC, R)

Use Cases for RLC Impedance Calculator

  • Impedance matching — design networks at a specific working frequency.
  • Power-factor analysis — quantify how reactive the load looks to the source.
  • Filter tuning — confirm |Z| and φ at corner frequencies.
  • Education — visualize the complex impedance triangle directly.

Frequently asked questions about RLC Impedance Calculator

What does a positive phase angle mean?

A positive φ indicates an inductive circuit — current lags voltage. A negative φ indicates capacitive behaviour.

What is the impedance at resonance?

In a series RLC the impedance reduces to R; in parallel RLC it peaks (ideally to infinity for lossless components).

Can I use complex numbers directly?

The calculator returns |Z| and φ. To get rectangular form use Z = |Z|·(cos φ + j·sin φ).

Is my data stored?

No. All calculations run locally in your browser; nothing is sent to any server.