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Capacitor Reactance & RC Circuit Calculator

Calculate capacitive reactance (Xc), RC time constant (τ), and stored energy in Joules

Capacitor Stored Energy & RC Transient Curve

Computes electrostatic charge ($Q = CV$), stored energy ($E = \frac12CV^2$), and dynamic exponential RC charging curve

Capacitor Application Presets

RC Exponential Transient Response Curve (V_C vs Time)

Time Constant τ = R · C = 1000 ms
100% (V₀)63.2% (1τ)0%1τ2τ3τ4τ5τ
1τ (63.2%)15.8 V1000 ms
2τ (86.5%)21.63 V2000 ms
3τ (95.0%)23.75 V3000 ms
4τ (98.2%)24.55 V4000 ms
5τ (99.3%)24.82 V5000 ms
Stored Charge (Q)
2500 μC
Q = C × V
Stored Energy (E)
31.25 mJ
E = ½ C V²
5τ Full Steady-State
5000 ms
99.3% Charged

About Capacitor Reactance & RC Circuit Calculator

Calculate capacitive reactance (Xc = 1 / 2πfC), charging/discharging RC time constants (τ = RC), and electrostatic stored energy in Joules (E = 1/2 CV²). Includes 3-digit EIA ceramic capacitor code decoding.

Key Capabilities & Features

  • Calculates capacitive reactance (Xc in Ω) across any AC frequency (Hz)
  • Calculates RC circuit time constant τ (tau) for filter design and transient charging
  • Computes stored electrical energy in Joules and millijoules (E = 1/2 C V²)
  • Integrated 3-digit ceramic capacitor code decoder (e.g. 104 = 100 nF)
  • Instant unit conversion between Microfarads (µF), Nanofarads (nF), and Picofarads (pF)

How to Use Capacitor Reactance & RC Circuit Calculator

1

Input Capacitance or EIA Code

Enter capacitance directly in µF or type a 3-digit ceramic code.

2

Set Operating Frequency & Voltage

Provide the signal frequency (Hz) and working DC voltage (V).

3

Review Impedance & Energy

Examine capacitive reactance in Ohms, RC tau charging time, and stored Joules.

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Frequently Asked Questions

What is capacitive reactance (Xc)?

Capacitive reactance is the opposition a capacitor offers to alternating current flow: Xc = 1 / (2π · f · C). As signal frequency increases, capacitive reactance drops toward zero.

What is one RC time constant (τ)?

One time constant τ = R · C represents the time required for a capacitor to charge to approximately 63.2% of its full supply voltage through a series resistor.