New Online Tool: Capacitive Reactance Calculator

New Online Tool: Capacitive Reactance Calculator

11/13/2025

With this calculator, you can quickly calculate the capacitive reactance (Xc) of a capacitor for any given frequency and capacitance. Useful for students, professionals, and DIY enthusiasts. We also provide three simple examples of practical applications.

What is Capacitive Reactance?

Capacitive reactance (XC) describes how a capacitor resists the flow of alternating current at a given frequency. The formula is:

XC = 1 / 2πfC

where:

  • f — frequency (in hertz, Hz);
  • C — capacitance (in farads, F);
  • XC — capacitive reactance (in ohms, Ω).

This online calculator allows you to enter (f) and (C) and instantly get the value of (XC) without manual math.

It's useful for:

  • Students — when doing lab work or course projects;
  • Engineers — in AC circuit analysis and design;
  • DIY users — when working with audio systems, power supplies, or filters at home.

You can try it on the T&M Atlantic website: Capacitive Reactance Calculator.

Simple Examples of Application

Student Project: RC Circuit in Lab

  • Data: C = 0.1 µF = 1.0×10–7 F, f = 1 kHz = 1000 Hz
  • Calculation: XC = 1 / 2×π×1000×1.0×10–7 ≈ 1591 Ω
  • Result / Interpretation: the capacitor provides about 1.6 kΩ reactance at 1 kHz. Helps to choose resistor values and predict circuit behavior.

Professional Use: Audio Filter

  • Data: C = 0.47 µF = 4.7×10–7 F, f = 20 kHz = 20000 Hz
  • Calculation: XC = 1 / 2×π×20000×4.7×10–7 ≈ 17 Ω
  • Result / Interpretation: at high frequencies, the capacitor "passes" the signal (low reactance). Useful in audio crossover filters and coupling circuits.

Home / DIY: Power Supply Smoothing

  • Data: C = 10 µF = 1.0×10–5 F, f = 50 Hz
  • Calculation: XC = 1 / 2×π×50×1.0×10–5 ≈ 318 Ω
  • Result / Interpretation: in AC ripple filtering, reactance shows how effectively a capacitor smooths voltage after rectification.

Please visit our website for free and simple use of Multifunctional engineering calculations of electronic circuits and components.



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