Capacitor Calculator - Calculate Electrical Properties & Energy Storage
Free capacitor calculator. Calculate capacitance, charge, energy, and electrical properties of capacitors with step-by-step solutions. Our calculator uses electrical engineering principles to determine all capacitor parameters from any given inputs.
Last updated: October 19, 2025
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100.00 μF
1.000e-4 F
1200.00 μC
1.200e-3 C
7.20 mJ
7.200e-3 J
12 V
0.00 mA
0.00 ms
1.59 Ω
Charge Formula
Q = C × V
Energy Formula
E = ½ × C × V²
Time Constant
τ = R × C
Capacitive Reactance
Xc = 1 / (2πfC)
Key Relationships:
- • Charge is directly proportional to voltage
- • Energy stored is proportional to voltage squared
- • Time constant determines charging/discharging rate
- • Capacitive reactance decreases with frequency
Capacitor Calculator Types & Features
Formulas used
Q = C × V, E = ½ × C × V²
Calculates charge and energy from capacitance and voltage
Formula used
Q = C × V
Direct relationship between charge, capacitance, and voltage
Formula used
E = ½ × C × V²
Calculates energy storage from capacitance and voltage
Formula used
τ = R × C
Calculates time constant for RC circuit analysis
Formula used
Xc = 1 / (2πfC)
Calculates capacitive reactance for AC analysis
Features
DC & AC Analysis
Comprehensive electronic circuit calculations
Quick Example Result
For capacitance = 100 μF, voltage = 12 V:
Charge
1.2 mC
Energy
7.2 mJ
Reactance
1.59 kΩ
How Our Capacitor Calculator Works
Our capacitor calculator uses the fundamental principles of electrical engineering to calculate all capacitor parameters from any given inputs. The calculation applies electrical formulas and circuit analysis to determine charge, energy, reactance, and time constants.
The Fundamental Capacitor Formulas
Q = C × VE = ½ × C × V²Xc = 1 / (2πfC)τ = R × CThese formulas form the foundation of capacitor analysis and allow calculation of all electrical properties from any combination of known values. They apply to both DC and AC circuit analysis.
Shows the relationships between charge, voltage, energy, and reactance
Electrical Foundation
Capacitors are fundamental components in electrical circuits that store energy in electric fields. They exhibit unique behavior in DC and AC circuits, making them essential for filtering, timing, and energy storage applications in electronic systems.
- Capacitors store energy in electric fields between plates
- Charge is directly proportional to voltage (Q = CV)
- Energy storage is proportional to voltage squared
- Capacitive reactance decreases with frequency
- Time constant determines charging/discharging rates
- Capacitors block DC but pass AC current
Sources & References
- Fundamentals of Electric Circuits - Alexander & SadikuStandard reference for electrical circuit analysis and capacitor theory
- Electronic Devices and Circuit Theory - Boylestad & NashelskyComprehensive coverage of electronic components and circuit analysis
- Khan Academy - Capacitors and CircuitsEducational resources for understanding capacitor behavior
Need help with other electrical calculations? Check out our circuit calculator and power calculator.
Get Custom Calculator for Your PlatformCapacitor Calculator Examples
Given Information:
- Capacitance: 100 μF
- Voltage: 12 V
- Frequency: 1000 Hz
- Circuit type: Basic capacitor
Calculation Steps:
- Charge Q = 100×10⁻⁶ × 12 = 1.2×10⁻³ C
- Energy E = ½ × 100×10⁻⁶ × 12² = 7.2×10⁻³ J
- Reactance Xc = 1/(2π×1000×100×10⁻⁶) = 1.59 Ω
- All units in SI system
Result: Charge = 1.2 mC, Energy = 7.2 mJ, Reactance = 1.59 Ω
The capacitor stores 1.2 millicoulombs of charge and 7.2 millijoules of energy.
RC Circuit Example
100 μF capacitor with 1 kΩ resistor
Time constant τ = 100 ms
AC Analysis Example
100 μF capacitor at 1 MHz
Reactance Xc = 1.59 mΩ
Frequently Asked Questions
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