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Impedance Calculator

Total impedance of a series RLC circuit, with the phase angle and power factor.

Enter values

Results update as you type.

Result

Impedance

100.0009 Ω

Inductive reactance
31.4159 Ω
Capacitive reactance
31.831 Ω
Net reactance
-0.4151 Ω
Phase angle
-0.238 °
Power factor
1
Circuit behaves as
Capacitive

About the Impedance Calculator

Total impedance of a series RLC circuit, with the phase angle and power factor.

Also known as: rlc impedance, z calculator, ac impedance, phase angle calculator.

How to use this calculator

  1. Enter resistance, frequency, inductance, capacitance.
  2. The result updates instantly as you type — press Calculate (or Enter) at any time.
  3. Review the breakdown shown under the main result.
  4. Use Copy result or Share to save the answer or send a link with your inputs.

Formula

Z = √(R² + (Xl − Xc)²) · φ = arctan((Xl − Xc)/R)

Worked example

Using the values pre-filled in the calculator above:

  • Resistance = 100 Ω
  • Frequency = 50 Hz
  • Inductance = 100 mH
  • Capacitance = 100 µF

the calculator returns:

  • Impedance: 100.0009 Ω
  • Inductive reactance: 31.4159 Ω
  • Capacitive reactance: 31.831 Ω
  • Net reactance: -0.4151 Ω