WorksheetLow code sensitivityLast reviewed June 7, 2026
Electrical reference chart
Capacitor Reactance Chart
Use this capacitor reactance chart after the calculator result to document capacitance, frequency, Xc, expected AC current, and datasheet follow-up.
Quick reference table
Capacitive reactance is XC = 1 / (2 pi f C). This component worksheet estimate shows that 10 uF at 60 Hz is about 265 ohms; with 120 V across the capacitor, ideal current is about 0.45 A. Use the chart before checking ESR, ripple current, ratings, and the wider system context.
Capacitive reactance snapshots
| Capacitance | XC at 60 Hz | XC at 1 kHz | Typical use note |
|---|---|---|---|
| 0.01 uF | 265 kOhm | 15.9 kOhm | Small signal coupling or filtering |
| 0.1 uF | 26.5 kOhm | 1.59 kOhm | Bypass or signal reference |
| 1 uF | 2.65 kOhm | 159 ohm | Coupling or timing-related check |
| 10 uF | 265 ohm | 15.9 ohm | Low-frequency filter estimate |
| 100 uF | 26.5 ohm | 1.59 ohm | Large capacitance, ratings become critical |
How to use the reactance result
| Result context | What Xc tells you | Follow-up before deciding |
|---|---|---|
| Signal coupling | Approximate AC opposition at the signal frequency | Check source/load impedance and frequency band |
| Bypass or filter capacitor | Whether the capacitor looks low impedance at that frequency | Check ESR, layout, voltage, and ripple current |
| Power-factor work | Reactive current estimate | Use power-factor calculator and equipment data |
| RC timing comparison | Frequency behavior only | Use the RC time constant calculator for time-domain delay |
Calculator handoff for capacitor reactance work
| Search intent | Open the calculator when | Keep with the result |
|---|---|---|
| Capacitance and frequency lookup | The value must be converted between uF, nF, pF, and farads before Xc is trusted | Original marking, converted capacitance, frequency, and voltage across the capacitor |
| Filter or bypass estimate | Xc must be compared with source impedance, load impedance, ESR, and ripple-current limits | Circuit role, operating band, ESR note, voltage rating, and ripple-current source |
| Power-factor or reactive-current check | The reactance result feeds a larger kVAR, current, or equipment sizing screen | Measured voltage, phase context, equipment data, and manufacturer rating notes |
| RC timing comparison | The user needs time-domain charge or discharge behavior instead of only frequency-domain reactance | Resistance value, capacitance value, target threshold, and tolerance assumptions |
Formula basis
XC = 1 / (2 x pi x f x C). Capacitor current estimate: I = V / XC.
- XC is capacitive reactance in ohms.
- f is frequency in hertz.
- C is capacitance in farads.
- I is the AC current estimate when voltage across the capacitor is known.
Worked examples
Assumptions. Balanced load and line-to-line voltage assumptions behind this chart.
- The chart uses ideal capacitance and does not include ESR, ESL, leakage, tolerance, ripple current, or temperature effects.
- Real capacitors can behave differently by dielectric type, voltage rating, frequency, package, and operating condition.
- Power-factor and equipment applications need manufacturer data and the appropriate calculator path before decisions are made.
Code and standard notes. Planning limits that should be checked before final equipment selection.
- Use component datasheets, equipment ratings, and system calculations before using a capacitor reactance result for equipment or power-factor decisions.
How to use this chart
Worksheet checklist. Record source basis, review gaps, and assumptions before using the chart result.
- Record value and frequencyWrite capacitance, frequency, voltage across the capacitor, and the converted farad value before calculating Xc.
- Estimate current if neededUse voltage divided by Xc only as an ideal estimate, then check ripple current, ESR, and rating information.
- Link to next calculatorUse impedance, power factor, or RC timing calculators when the reactance result feeds a larger circuit decision.
Common mistakes to avoid. Review these before turning chart current into an equipment decision.
- Using the 60 Hz table for a circuit that actually operates at an audio, signal, or switching frequency.
- Treating ideal Xc as the full impedance of a real capacitor without ESR, ESL, tolerance, and voltage effects.
- Using a reactance result for power-factor or equipment work without checking ratings and the broader system calculation.
Frequently asked questions
These answers explain how to use the chart without turning a quick reference into a final design decision.
Does reactance go down when capacitance increases?
Yes. Capacitive reactance is inversely proportional to capacitance and frequency.
Is reactance the same as RC timing?
No. Reactance describes AC opposition at a frequency. RC timing describes charge and discharge over time.
Why does ESR matter?
Equivalent series resistance adds loss and heating that an ideal reactance formula does not show, especially in ripple or power applications.
When should I open the capacitor reactance calculator?
Open the calculator when capacitance, frequency, voltage, and unit conversions need to stay together before checking ESR, ripple current, component rating, or power-factor context.
Related calculators
- Capacitor CalculatorCalculate capacitive reactance, energy storage, capacitor combinations, and RC time constants
- Impedance CalculatorCircuit impedance calculator for series and parallel RLC networks, complex impedance magnitude and angle, and a basic series-resonance screen.
- Power Factor CalculatorCalculate power factor, reactive power requirements, and capacitor sizing for power factor correction
Related charts
- Impedance Reactance ChartUse this impedance reactance chart for XL = 2 pi f L, XC = 1/(2 pi f C), 100 mH at 60 Hz = 37.7 ohms, and 100 uF = 26.5 ohms.
- RC Time Constant ChartUse this RC time constant chart: tau = R x C, 10 kOhm x 47 uF = 0.47 s, and 5 tau = 2.35 s for charge, discharge, or debounce checks.
- Capacitor Code ChartUse this capacitor code chart for 104K = 100 nF at +/-10%, 223 = 22 nF, 475 = 4.7 uF, 4R7 = 4.7 pF, and part-mark checks.